n1 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 + n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 % of n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
simplify n0 * n1	multiply ( n0 , n1 )
n0 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 is divisible by	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | divide ( n0 , #2 ) | floor ( #1 ) | floor ( #3 ) | add ( #4 , #5 )
find n0 / n1	divide ( n0 , n1 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 % of n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 percent of n1	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
n0 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 =	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 percent of n1 =	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
n0 + n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 % of n1	divide ( n0 , n1 )
convert n0 hectares in ares	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
which expression is the greatest	multiply ( const_3 , const_3 ) | subtract ( const_3600 , const_4 ) | subtract ( const_3600 , #0 ) | divide ( #2 , #1 )
n1 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 hectares in ares	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 no_ascii_16 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 - ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 % of n1	divide ( n0 , n1 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
no_ascii_67 ( n0 ) n1	power ( n0 , n1 ) | sqrt ( #0 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 - n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
n0 divided by n1 gives	divide ( n0 , n1 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 % of n1	divide ( n0 , n1 )
n0 - ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 ? = n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 hectares in ares	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
n0 + n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
evaluate n0 / . n1	divide ( n1 , n0 ) | divide ( n0 , #0 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what is n0 + n1	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find n0 % of n1	divide ( n0 , n1 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
find n0 % of n1	divide ( n0 , n1 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
evaluate : log n0 n1	divide ( n1 , n0 ) | divide ( n0 , #0 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 hectares in ares	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 no_ascii_62 no_ascii_62 n1	divide ( n0 , n1 )
evaluate : n0 + n1	divide ( n1 , n0 ) | divide ( n0 , #0 )
find n0 % of n1	divide ( n0 , n1 )
evaluate n0 / . n1	divide ( n1 , const_100 ) | divide ( n0 , #0 )
n0 + n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_62 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
square of n0 = ?	multiply ( n0 , n0 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 is equal to	divide ( n0 , n1 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
what is n1 * n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
calculate n0 x n1 = ?	multiply ( n0 , n1 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 n1 n2 n3 ? n4	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
n0 / n1 is equal to	divide ( n0 , n1 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 n1 n2 n3 ? n4	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
no_ascii_67 ( n0 ) ^ n1	power ( n0 , n1 ) | sqrt ( #0 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
calculate n0 x n1 = ?	multiply ( n0 , n1 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
n0 / n1 is equal to	divide ( n0 , n1 )
no_ascii_67 ( n0 ) ^ n1	power ( n0 , n1 ) | sqrt ( #0 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
no_ascii_67 ( n0 ) ^ n1	power ( n0 , n1 ) | sqrt ( #0 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
evaluate n0 ! / n1 !	divide ( n1 , n0 ) | divide ( n0 , #0 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
n0 : n1 : : ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
calculate n1 x n1 = ?	multiply ( n0 , n1 )
n0 n1 ? n2 n3 n4	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
n0 / n1 is equal to	divide ( n0 , n1 )
calculate n0 no_ascii_16 ? = n1	multiply ( n0 , n1 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 miles to km ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
n1 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what is n0 percent of n1	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 is what percent of n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 divided by n1 gives :	divide ( n0 , n1 )
calculate n0 x n1 = ?	multiply ( n0 , n1 )
which is less than n0 ?	divide ( n0 , const_4 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_3 ) | divide ( #3 , const_2 ) | divide ( #4 , const_2 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 n1 n2 n3 n4 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
no_ascii_21 no_ascii_69 no_ascii_3 n0 = ?	divide ( n0 , n0 ) | add ( #0 , const_0_25 )
convert n0 miles into yards ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
what is n1 * n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
convert n0 miles into yards ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
which is equal to n0 ?	divide ( n0 , const_4 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_3 ) | divide ( #3 , const_2 ) | divide ( #4 , const_2 )
n0 / n1 is equal to	divide ( n0 , n1 )
calculate n0 x n1 = ?	multiply ( n0 , n1 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 miles into yards ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
calculate n0 no_ascii_16 ? = n1	multiply ( n0 , n1 )
find n0 / n1 no_ascii_62 n2	divide ( n0 , n1 )
evaluate n0 + n1 + n2	divide ( n1 , n0 ) | divide ( n0 , #0 )
find n0 / n1 * n2	divide ( n0 , n1 )
calculate n0 no_ascii_16 ? = n1	multiply ( n0 , n1 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
n0 divided by n1 gives :	divide ( n0 , n1 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
n0 divided by n1 gives :	divide ( n0 , n1 )
convert n0 miles into meters ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
convert n0 miles into yards ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find n0 no_ascii_16 ? = n1	divide ( n0 , n1 )
n0 , n1 , n2 ,	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
n0 divided by n1 gives :	divide ( n0 , n1 )
the largest prime number is ?	square_area ( const_pi )
no_ascii_67 ( n0 ) ^ n1	power ( n0 , n1 ) | sqrt ( #0 )
what is n1 * n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find n0 / n1 * n2	divide ( n0 , n1 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
what is n1 * n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
convert n0 miles into yards ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
calculate n0 no_ascii_16 ? = n1	multiply ( n0 , n1 )
n0 no_ascii_23 no_ascii_42 n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
convert n0 inches into centimeter ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
calculate n0 x n1 = ?	multiply ( n0 , n1 )
evaluate n0 ! / n1 !	divide ( n1 , n0 ) | divide ( n0 , #0 )
what is n1 * n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
calculate n0 no_ascii_16 ? = n1	multiply ( n0 , n1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
. n0 / ? = . n1	divide ( n0 , const_1000 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 no_ascii_16 n1 no_ascii_16 n2 = ?	divide ( n0 , n1 ) | divide ( #0 , n2 )
n1 * n1 + n3 * n3	multiply ( n0 , n1 )
n0 - n1 - n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 no_ascii_77 n1 no_ascii_77 n2 = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
. n0 / ? = . n1	divide ( n0 , const_1000 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
( n0 + n1 ) / n2	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
( n0 + n1 ) / n2	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 / n1 is equal to :	divide ( n0 , n1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent is n0 of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the cube root of . n0 is	divide ( n0 , const_1000 ) | divide ( const_1 , const_3 ) | divide ( #0 , const_1000 ) | power ( #2 , #1 )
( n0 ) - ? = n1	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 - n1 - n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 / n1 is equal to :	divide ( n0 , n1 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 / n1 is equal to :	divide ( n0 , n1 )
find the n0 % of n1 ?	divide ( n0 , const_2 ) | circle_area ( #0 )
? x n0 = n1 x n2	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
( n0 ) - ? = n1	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
what is n0 % of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
? x n0 = n1 x n2	multiply ( n1 , n2 ) | divide ( #0 , n0 )
n0 - ? + n1 = n2	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 is what % of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
. n0 / ? = . n1	divide ( n0 , const_1000 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
n0 - ? + n1 = n2	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 + n1 no_ascii_77 ? = n2	add ( n0 , n1 ) | subtract ( #0 , n2 )
what is the square root of n0	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 % of n1 / n2 =	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
? x n0 = n1 x n2	multiply ( n1 , n2 ) | divide ( #0 , n0 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
n0 + n1 no_ascii_62 n2 = ?	multiply ( n1 , n2 ) | add ( n0 , #0 )
sum of n0 odd numbers is ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
which expression has the greatest value ?	multiply ( const_3 , const_3 ) | subtract ( const_3600 , const_4 ) | subtract ( const_3600 , #0 ) | divide ( #2 , #1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
? x n0 = n1 x n2	multiply ( n1 , n2 ) | divide ( #0 , n0 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
n0 + n1 - ? = n2	add ( n0 , n1 ) | subtract ( #0 , n2 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
what percent is n0 of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the quotient : n0 / n1	divide ( n0 , n1 )
. n0 / ? = . n1	divide ( n0 , const_1000 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
how many miles is n0 km ?	volume_cube ( const_10 ) | volume_cube ( const_2.0 ) | divide ( #0 , #1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent of n0 are n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 - ? + n1 = n2	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 / n1 is equal to :	divide ( n0 , n1 )
find the cube root of n0 ?	circle_area ( n0 )
n0 % of n1 / n2 =	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
n0 + n1 no_ascii_16 n2 = ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
n0 - n1 no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
? x n2 = n1 x n2	multiply ( n1 , n2 ) | divide ( #0 , n0 )
find the quotient : n0 / n1	divide ( n0 , n1 )
the value of log n0 n1 is	add ( const_1 , const_4 ) | log ( #0 ) | multiply ( #0 , const_1000 ) | subtract ( n1 , #2 ) | log ( #3 ) | divide ( #4 , #1 ) | log ( #5 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 * ? * n1 = n2	multiply ( n0 , n1 )
n0 % of n1 is equal to	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
n0 / n1 is equal to :	divide ( n0 , n1 )
solve : n0 + n1 + n2	divide ( n1 , n2 ) | multiply ( n0 , #0 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 * n1 - n2 = ?	multiply ( n0 , n1 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
( n0 ) - ? = n1	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 * n1 * n2 = ?	multiply ( n0 , n1 )
n0 - ? + n1 = n2	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 is what % of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 x n1 ^ n2 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
n0 no_ascii_77 n1 no_ascii_77 n2 = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
n0 / n1 / n2 = ?	divide ( n0 , n1 )
n0 * n1 * n2 = ?	multiply ( n0 , n1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what is n0 percent of n1 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
( n0 + n1 ) / n2	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
how many miles is n0 km ?	volume_cube ( const_10 ) | volume_cube ( n0 ) | divide ( #0 , #1 )
n0 / ? * n1 = n2	divide ( n0 , n1 )
n0 % of n1 / n2 =	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
sum of n0 odd numbers is ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 % of n1 / n2 =	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
n0 no_ascii_77 n1 no_ascii_77 n2 = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
add : + n0 and - n1	add ( n1 , const_3 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + ( n1 / n2 )	divide ( n1 , n2 ) | add ( n0 , #0 )
( n0 + n1 ) / n2	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 * n1 = ? / n2	multiply ( n0 , n1 )
n0 - n1 no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 x n2 = ?	divide ( n0 , n1 )
the value of log n0 n1 is	add ( const_1 , const_4 ) | log ( #0 ) | multiply ( #0 , const_1000 ) | subtract ( n1 , #2 ) | log ( #3 ) | divide ( #4 , #1 ) | log ( #5 )
n0 ^ n1 ^ n2 / n3	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
n0 + n1 - n2 = ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
n0 * n1 * n2 = ?	multiply ( n0 , n1 )
what percent of n0 is n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
( n0 x n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 * n1 * n2 = ?	multiply ( n0 , n1 )
n0 - n1 no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
how many hours in one year ?	divide ( const_3600 , const_10 ) | divide ( const_10 , const_2 ) | multiply ( const_3 , const_4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , #4 )
solve : n0 * n1 + n2	divide ( n1 , n2 ) | multiply ( n0 , #0 )
sum of n0 odd numbers is ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 / n1 / n2 = ?	divide ( n0 , n1 )
find the cube root of n0 .	circle_area ( n0 )
( n0 ) - ? = n1	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
( n0 no_ascii_62 n1 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
n0 - n1 - n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
what will be the vulgar fraction of n0	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
find the circumference of radius n0 cm .	circle_area ( n0 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
no_ascii_67 n2 percent of n2 no_ascii_67 n2 =	sqrt ( n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
n0 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
the number of even factors of n0 is	add ( const_1 , const_2 ) | add ( const_2 , const_3 ) | add ( const_1 , const_3 ) | add ( #1 , const_1 ) | multiply ( #2 , #0 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | subtract ( #6 , #4 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
how many digits n0 ^ n1 has ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , const_1 ) | floor ( #4 )
- n0 x n1 + n2 = ?	multiply ( n0 , n1 ) | subtract ( const_1 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #1 , #2 )
how many digits n0 ^ n1 has ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , const_1 ) | floor ( #4 )
n0 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
convert n0 in to a vulgar fraction ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
evaluate n0 + n1 + n2 + n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
n1 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
find the last digit of n0 ^ n1	reminder ( n0 , const_10 ) | reminder ( n1 , const_10 ) | power ( #0 , #1 ) | reminder ( #2 , const_10 )
- n0 x n1 + n2 = ?	multiply ( n0 , n1 ) | subtract ( const_1 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #1 , #2 )
how many odd factors does n0 have ?	add ( const_2 , const_4 ) | add ( #0 , const_1 ) | add ( #1 , const_1 )
which number is a factor of n0 ?	power ( const_2 , const_2 )
n0 ^ n1 / n2 remainder is ?	subtract ( n0 , n1 ) | add ( n2 , #0 )
find no_ascii_67 ? / n0 = n1 ?	multiply ( n0 , n1 ) | power ( #0 , const_2 )
- n0 * n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n0 - n1 * n2 + n3 =	add ( n2 , n3 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
the angle between two hands at n0 is	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
- n0 no_ascii_62 n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
how many odd factors does n0 have ?	add ( const_2 , const_4 ) | add ( #0 , const_1 ) | add ( #1 , const_1 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
- n0 x n1 + n2 = ?	multiply ( n0 , n1 ) | subtract ( const_1 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #1 , #2 )
- n0 * n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
n0 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
find the sum of first n0 odd numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
how much percentage n0 is of n1 ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
n0 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
n0 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
what is n0 / n1 as a percent	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
- n0 x n1 + n2 = ?	multiply ( n0 , n1 ) | subtract ( const_1 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #1 , #2 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
n0 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
- n0 * n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
how many digits n0 ^ n1 has ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , const_1 ) | floor ( #4 )
evaluate n0 + n1 + n2 + n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
n0 ! how many zero ' s ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | divide ( n0 , #2 ) | floor ( #1 ) | floor ( #3 ) | add ( #4 , #5 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
find the sum of first n0 odd numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
find the number of factors of n0 ?	add ( const_2 , const_2 )
find the value of n0 p n1 .	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what decimal of an hour is a second	divide ( const_1 , const_60 ) | divide ( #0 , const_60 )
what will be the vulgar fraction of n0	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find n0 / n1 = n2 / ?	divide ( n0 , n1 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
no_ascii_67 n2 percent of n2 no_ascii_67 n2 =	sqrt ( n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
no_ascii_67 n2 percent of n2 no_ascii_67 n2 =	sqrt ( n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what will be the vulgar fraction of n0	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
find n0 / ? = ? / n1	divide ( n0 , n1 )
reduce n0 / n1 to its lowest terms	divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #3 )
find no_ascii_67 ? / n0 = n1 ?	multiply ( n0 , n1 ) | power ( #0 , const_2 )
reduce n0 / n1 to the lowest terms	divide ( n0 , n1 )
find no_ascii_67 ? / n0 = n1 ?	multiply ( n0 , n1 ) | power ( #0 , const_2 )
- n0 * n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
convert n0 in to a vulgar fraction ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
n0 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
the cube root of . n0 is :	divide ( n0 , const_1000 ) | divide ( const_1 , const_3 ) | divide ( #0 , const_1000 ) | power ( #2 , #1 )
what will be the vulgar fraction of n0	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
no_ascii_67 n2 percent of n2 no_ascii_67 n2 =	sqrt ( n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find the sum of first n0 odd numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
how many digits n0 ^ n1 has ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , const_1 ) | floor ( #4 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
what will be the fraction of n0 %	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
the sum of n0 consecutive numbers is definitely	multiply ( const_1 , const_2 ) | subtract ( n0 , const_1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
what is the square root of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
find no_ascii_67 ? / n0 = n1 ?	multiply ( n0 , n1 ) | power ( #0 , const_2 )
find the sum of first n0 odd numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
- n0 x n1 + n2 = ?	multiply ( n0 , n1 ) | subtract ( const_1 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #1 , #2 )
how many digits n0 ^ n1 has ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , const_1 ) | floor ( #4 )
n0 % of n1 - ? = n2	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
n0 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
how many odd factors does n0 have ?	add ( const_2 , const_4 ) | add ( #0 , const_1 ) | add ( #1 , const_1 )
what will be the vulgar fraction of n0	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
how many zeros are there in n0 !	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
find no_ascii_67 ? / n0 = n1 ?	multiply ( n0 , n1 ) | power ( #0 , const_2 )
n0 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
find the ones digit of n0 ^ n1	add ( const_3 , const_4 ) | divide ( n1 , const_4 ) | multiply ( const_10 , const_2 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #5 ) | power ( #6 , #7 ) | subtract ( #8 , #2 )
the mean proportional between n0 and n1 is	multiply ( n0 , n1 ) | sqrt ( #0 )
find the sum of first n0 natural numbers	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
n0 , n1 , n2 , _ ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
the duplicate ratio of n0 : n1 is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
simplify : n0 * n1 + n2 * n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
what is n0 percent of n1 , n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | divide ( #0 , #1 )
n1 log n1 ( - n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
the mean proportional between n0 and n1 is :	multiply ( n0 , n1 ) | sqrt ( #0 )
how many n0 in between n1 to n2 ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
n0 - ( n1 / n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent of n0 kg is n1 gms ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
n0 - ( n1 / n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
find k if n0 / k = n1 .	divide ( n0 , n1 )
how many zeros does n0 ! end with ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , const_3 ) | power ( n1 , const_3 ) | divide ( #0 , #1 )
how many quarters are equal to n0 dollars ?	multiply ( n0 , const_4 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the average of first five multiples of n0 is	add ( n0 , const_1 )
n0 ^ n1 no_ascii_62 n2 + n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
the sum of first n0 natural numbers is :	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
how many factors does n0 ^ n1 have ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
find k if n0 / k = n1 .	divide ( n0 , n1 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
what is n0 percent of n1 , n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
n0 can be expressed in terms of percentage as	multiply ( n0 , const_100 )
n0 ^ n1 / n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
n0 , n1 , n2 , n3 , __	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n2 ^ n1 no_ascii_16 n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
what percent of n0 kg is n1 gms ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
what is n0 percent of n1 , n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , n1 ) | power ( const_3.0 , n1 ) | divide ( #0 , #1 )
the average of first five multiples of n0 is	add ( n0 , const_1 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the average of first n0 odd numbers is ?	add ( n0 , const_1 )
evaluate : n2 x n1 - n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
how many zeros does n0 ! end with ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
how many quarters are equal to n0 dollars ?	multiply ( n0 , const_4 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
n0 can be expressed in terms of percentage as	multiply ( n0 , const_100 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | divide ( #0 , #1 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
evaluate : n2 x n1 - n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is n0 % of n1 / n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n1 no_ascii_62 n1 + n3 no_ascii_62 n3 = ?	multiply ( n0 , n1 )
what is n0 % of n1 / n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
calculate the sum of first n0 natural numbers .	add ( n0 , const_1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
n0 , n1 , n2 , n3 , ___	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
how many n0 in between n1 to n2 ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
n0 , n1 , n2 , n3 , __	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 ^ n1 / n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
the duplicate ratio of n0 : n1 is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
what is n0 % of n1 of n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
n0 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
how many hours are there in n0 minutes ?	divide ( n0 , const_60 )
how many n0 in between n1 to n2 ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
the sum of n0 consecutive numbers is definitely :	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
n2 x n1 + n2 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what is n0 percent of n1 , n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 , n1 , n2 , n3 , __	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 - n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
simplify : n0 * n1 + n2 * n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
n2 x n1 + n2 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | divide ( #0 , #1 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
find the average of first n0 multiples of n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
the number n0 is divisible by which number ?	add ( const_100 , const_100 ) | subtract ( const_10 , const_1 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what percent of a day is n0 hours ?	multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
how many factors does n0 ^ n1 have ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
what percent is n0 % of n1 % ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent is n0 % of n1 % ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
n0 can be expressed in terms of percentage as	multiply ( n0 , const_100 )
the sum of n0 consecutive numbers is definitely :	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
find k if n0 / k = n1 .	divide ( n0 , n1 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
how many quarters are equal to n0 dollars ?	multiply ( n0 , const_4 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
what is the next no . n0 n1 n2	reminder ( n0 , n1 ) | add ( n0 , #0 )
solve below question n0 x - n1 = n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
calculate the sum of first n0 natural numbers .	add ( n0 , const_1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 )
n2 x n1 + n2 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
how many n0 in between n1 to n2 ?	multiply ( n0 , const_3.0 ) | divide ( n2 , #0 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
n0 % of n1 = n2 % of ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
solution for n0 + . n1 + . n2	divide ( n1 , const_1000 ) | divide ( n2 , const_1000 ) | add ( n0 , #0 ) | add ( #2 , #1 )
how many zeros does n0 ! end with ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
find the average of first n0 natural numbers .	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_4 , const_4 ) | add ( const_1 , const_10 ) | add ( const_1 , const_12 ) | add ( #0 , const_3 ) | add ( #3 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_4 ) | add ( #9 , #1 ) | add ( #10 , #6 ) | add ( #11 , #2 ) | add ( #12 , #3 ) | add ( #13 , #7 ) | add ( #14 , const_10 ) | add ( #15 , #4 ) | add ( #16 , const_12 ) | add ( #17 , #5 ) | add ( #18 , #8 ) | add ( n0 , #19 ) | divide ( #20 , n0 )
how many zeros does n0 ! end with ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
the duplicate ratio of n0 : n1 is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
solve below question n0 x + n1 = n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
how many factors does n0 ^ n1 have ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
n2 * n1 + n2 * n3 = ?	multiply ( n0 , n1 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
how many distinct n0 digit number less than n1	add ( const_2 , const_3 )
n2 * n2 * n2 = n3 ^ ?	multiply ( n0 , n1 )
n0 ^ n1 / n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
how many terminating zeroes does n0 ! have ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | multiply ( #0 , #0 ) | divide ( n0 , #2 ) | add ( #1 , #3 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , const_3 ) | power ( const_3.0 , n1 ) | divide ( #0 , #1 )
how many hours are there in n0 minutes ?	divide ( n0 , const_60 )
what is n0 % of n1 / n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
( n0 no_ascii_62 n1 ) no_ascii_16 ? = n2	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what percent is n1 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 + n1 = n2 + ( ? )	add ( n0 , n1 ) | subtract ( #0 , n2 )
find the area , diameter = n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
simplify : n0 + n1 + n2 + n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
find the area , diameter = n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
the duplicate ratio of n0 : n1 is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
the triplicate ratio of n0 : n1 is ?	power ( const_2.0 , n1 ) | power ( n1 , n1 ) | divide ( #0 , #1 )
the triplicate ratio of n0 : n1 is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | divide ( #0 , #1 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
solve : n3 * n3 + n3 * n3	divide ( n1 , n2 ) | multiply ( n0 , #0 )
find the common factors of n0 and n1 .	lcm ( n0 , n1 )
what is n1 % of n1 % equal to	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
find the number of divisors of n0 . ?	add ( const_2 , const_2 )
the triplicate ratio of n0 : n1 is ?	power ( const_2.0 , n1 ) | power ( const_3.0 , n1 ) | divide ( #0 , #1 )
n0 ^ n1 / n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
n0 - ( n1 / n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
find the area , diameter = n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n2 x n1 + n2 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
find the lcm of n0 , n1 , n2	multiply ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_4 ) | subtract ( #2 , const_1 )
what is n0 percent of n1 , n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
evaluate : n2 x n1 + n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is n0 % of n1 / n2 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the number of different prime factors of n0	add ( const_2 , const_2 )
how many factors does n0 ^ n1 have ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
simplify : n0 * n1 + n2 * n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
what is the value of no_ascii_67 n0 % ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the duplicate ratio of n0 : n1 is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
how many n0 digit number contain number n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
the mean proportional between n0 and n1 is ?	multiply ( n0 , n1 ) | sqrt ( #0 )
n0 , n1 , n2 , - n3 ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many factors does n0 ^ n1 have ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
find the number of different prime factors of n0	add ( const_2 , const_2 )
evaluate : n2 x n1 - n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
how many zeros does n0 ! end with ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
evaluate : n2 x n1 + n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
calculate the sum of first n0 natural numbers .	add ( n0 , const_1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 )
evaluate : n0 x n3 + n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
n0 n1 n2 n3 n4 . . . ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
n0 ^ n1 / n2 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
the average of first n0 natural numbers is ?	add ( n0 , const_1 )
find k if n0 no_ascii_16 k = n1 .	divide ( n0 , n1 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
simplify : n0 * n1 + n2 * n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the average of first n0 even numbers is ?	add ( n0 , const_1 )
find the mean proportional between n0 & n1 ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
sum of the numbers from n0 to n1 is	add ( n0 , const_2 ) | add ( n0 , const_10 ) | add ( n0 , const_12 ) | add ( const_12 , const_2 ) | add ( #0 , const_4 ) | add ( #0 , const_2 ) | add ( #0 , const_12 ) | add ( #4 , #5 ) | add ( n0 , #5 ) | add ( n0 , #6 ) | add ( #7 , #8 ) | add ( n0 , #8 ) | add ( n0 , #9 ) | add ( #10 , #11 ) | add ( n0 , #11 ) | add ( n0 , #12 ) | add ( #13 , #14 ) | add ( n0 , #14 ) | add ( n0 , #15 ) | add ( #16 , #17 ) | add ( n0 , #18 ) | add ( #19 , const_10 ) | add ( n0 , #20 ) | add ( #21 , #1 ) | add ( n0 , #22 ) | add ( #23 , const_12 ) | add ( n0 , #24 ) | add ( #25 , #2 ) | add ( n0 , #26 ) | add ( #27 , #3 ) | add ( n0 , #28 ) | add ( #29 , #6 ) | add ( n0 , #30 ) | add ( #31 , #9 ) | add ( n0 , #32 ) | add ( #33 , #12 ) | add ( n0 , #34 ) | add ( #35 , #15 ) | add ( #37 , #18 ) | add ( #38 , #20 ) | add ( #39 , #22 ) | add ( #40 , #24 ) | add ( #41 , #26 ) | add ( #42 , #28 ) | add ( #43 , #30 ) | add ( #44 , #32 ) | add ( #45 , #34 ) | add ( #46 , #36 ) | add ( n1 , #47 )
what percent of n0 kg is n1 gms ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n2 x n1 + n2 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
what percent is n0 gm of n1 kg ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what percent of n0 kg is n1 gms ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the n0 % of rs . n1 .	divide ( n0 , const_100 ) | multiply ( n1 , #0 )
how many n0 in between n1 to n2 ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
n0 + n1 + n2 + n3 = ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 )
what is the unit digit in n0 ^ n1	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
n0 - ( n1 / n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
the average of first n0 prime numbers is ?	add ( n0 , const_1 )
calculate the sum of first n0 natural numbers .	add ( n0 , const_1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 )
find the area , diameter = n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
n0 no_ascii_73 ( n1 no_ascii_16 n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
how many n0 in between n1 to n2 ?	multiply ( n0 , const_3.0 ) | divide ( n2 , #0 )
find k if n0 / k = n1 .	divide ( n0 , n1 )
( n0 x n1 ^ n2 ) = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
solve below question n0 x + n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
n0 : n1 seconds : : ? : n2 minutes	divide ( n0 , n1 ) | multiply ( n2 , #0 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
n0 x n1 no_ascii_23 no_ascii_37 n2 + n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
solve for x and check : n0 x = n1	divide ( n1 , n0 ) | multiply ( n0 , #0 )
calculate the average of first n0 even numbers is ?	add ( n0 , const_1 )
how many positive integers will divide evenly into n0 ?	add ( const_1 , const_1 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 )
what percent of the year n0 is n1 days ?	p_after_gain ( n1 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n0 , n1 , n2 , n3 . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n0 can be expressed in terms of percentage as ?	multiply ( n0 , const_100 )
n2 / n1 is what percent of n2 / n3	divide ( n0 , n1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
find the sum of all odd numbers upto n0 .	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
find the sum of all odd number upto n0 .	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what is the prime factors no_ascii_32 number of n0 ?	add ( const_1 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
what is the product of first three whole no .	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
n0 , n1 , n2 , x , - n3	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many n0 digits number contain the number n1 .	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 times a number gives n1 . the number is	divide ( n1 , n0 ) | divide ( n1 , #0 )
rounded to n0 decimal places , n1 ^ n2 =	divide ( n0 , const_1000 ) | multiply ( n0 , #0 ) | add ( n1 , #1 )
the average of first five multiples of n0 is ?	add ( n0 , const_1 )
what is the unit digit in n0 ^ n1 ?	power ( const_4.0 , const_2 ) | reminder ( #0 , const_10 )
n0 : n2 seconds : : ? : n2 minutes	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the sub - duplicate ratio of n0 : n1 is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
what decimal fraction is n0 ml of a litre ?	divide ( n0 , const_1000 )
the average of first five multiples of n0 is ?	add ( n0 , const_1 )
solve for the given equation n0 x n1 = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
find the value of x from logx n0 = n1	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
the average of first five multiples of n0 is :	add ( n0 , const_1 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
find the last n0 digit of n2 ^ n2 .	reminder ( n1 , const_4 ) | power ( n1 , #0 ) | reminder ( #1 , const_1000 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
what is the unit digit of n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
n0 times a number gives n1 . the number is	divide ( n1 , n0 ) | divide ( n1 , #0 )
find the lcm of n0 , n1 and n2 .	multiply ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_4 ) | subtract ( #2 , const_1 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
what is the least common multiple of n0 , n1	add ( const_2 , const_3 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_12 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
evaluate : n0 - n1 no_ascii_16 n3 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
two whole numbers whose sum is n0 is the ratio	divide ( const_100.0 , const_2 ) | add ( #0 , const_10 ) | subtract ( #0 , const_10 ) | divide ( #2 , const_2 ) | divide ( #3 , #1 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
n0 times a number gives n1 . the number is	divide ( n1 , n0 ) | divide ( n1 , #0 )
the average of first five multiples of n0 is ?	add ( n0 , const_1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
simplify : n0 no_ascii_16 n1 no_ascii_62 n2 + n3 =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
n0 : n1 seconds : : ? : n2 minutes	divide ( n0 , n1 ) | multiply ( n2 , #0 )
find number which is n0 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
the average of first seven multiples of n0 is :	add ( n0 , const_1 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
what decimal fraction is n0 ml of a litre ?	divide ( n0 , const_1000 )
solve for x and check : n0 x = n1	divide ( n1 , n0 ) | multiply ( n0 , #0 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
n0 : n1 seconds : : ? : n2 minutes	divide ( n0 , n1 ) | multiply ( n2 , #0 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
the average of first five multiples of n0 is ?	add ( n0 , const_1 )
what is the unit digit in n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
the average of first five multiples of n0 is ?	add ( n0 , const_1 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
evaluate : n0 - n2 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
solve below question n0 x - n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
find number which is n0 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find the missing value : ? - n0 = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the average of first four multiples of n0 is :	add ( n0 , const_1 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , const_4.0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
how many terminating zeroes t does n0 ! have ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | multiply ( #0 , #0 ) | divide ( n0 , #2 ) | add ( #1 , #3 )
how is n0 % expressed as a decimal fraction ?	divide ( n0 , const_100 )
compute the perimeter of a square with area n0 .	sqrt ( n0 ) | multiply ( #0 , const_4 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
what is the unit digit in n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
how is n0 % expressed as a decimal fraction ?	divide ( n0 , const_100 )
find the value of n0 x n1 = m .	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
n3 x n3 x n3 x n3 = n4 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
find number which is n0 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
find the highest common factor of n0 and n1 ?	gcd ( n0 , n1 )
n0 , n1 , n2 , n3 . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
the average of first five multiples of n0 is :	add ( n0 , const_1 )
n0 , n1 , n2 , n3 . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the average of first six multiples of n0 is :	add ( n0 , const_1 )
. n0 + n1 + n2 + n3 = ?	add ( n1 , n2 ) | divide ( const_3 , const_10 ) | add ( n3 , #0 ) | add ( #2 , #1 )
evaluate : n0 - n1 no_ascii_16 n3 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is the least common multiple of n0 and n1	reminder ( n0 , const_100 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | lcm ( #2 , #0 ) | lcm ( n1 , #3 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
n0 x n1 no_ascii_23 no_ascii_37 n2 + n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
the sub - duplicate ratio of n0 : n1 is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
find the average of first n1 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
find l . c . m of n0 and n1	add ( const_3 , const_4 ) | divide ( n0 , const_2 ) | power ( const_2 , const_2 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #3 , const_3 ) | multiply ( #5 , #4 ) | multiply ( #0 , #6 )
. n0 + n1 + n2 + n3 = ?	add ( n1 , n2 ) | divide ( n0 , const_10 ) | add ( n3 , #0 ) | add ( #2 , #1 )
n0 x n1 no_ascii_23 no_ascii_37 n2 + n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
simplify : n0 ^ n1 / n2 * n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the average of first five multiples of n0 is :	add ( n0 , const_1 )
what decimal fraction is n0 ml of a litre ?	divide ( n0 , const_1000 )
how many halves are there in n0 - fourth ?	divide ( n0 , const_4 ) | divide ( const_1 , const_2 ) | divide ( #0 , #1 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what decimal fraction is n0 ml of a litre ?	divide ( n0 , const_1000 )
how many terminating zeroes q does n0 ! have ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | multiply ( #0 , #0 ) | divide ( n0 , #2 ) | add ( #1 , #3 )
how is n0 % expressed as a decimal fraction ?	divide ( n0 , const_100 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
how many zeros are the end of n0 ! ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | subtract ( n0 , #0 ) | divide ( #4 , #2 ) | divide ( #4 , #3 ) | add ( #1 , #5 ) | add ( #7 , #6 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
what is the unit digit in n0 ^ n1 ?	power ( const_4.0 , const_2 ) | reminder ( #0 , const_10 )
how many n0 digit numbers are completely divisible n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
what is the unit digit in n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the average of first five multiples of n0 is :	add ( n0 , const_1 )
find the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
the average of first seven multiples of n0 is :	add ( n0 , const_1 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the ratio n0 : n1 expressed as percent equals to	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
solve below question n0 x - n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
n0 / n1 , n2 , n3 , _ ?	multiply ( const_2 , const_4 ) | multiply ( const_10 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_3 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
the average of first seven multiples of n0 is :	add ( n0 , const_1 )
what is the tens digit of n0 ^ n1 ?	add ( const_1 , const_4 ) | reminder ( n1 , #0 ) | power ( n0 , #1 ) | reminder ( #2 , const_100 ) | divide ( #3 , const_10 ) | floor ( #4 )
solve below question n0 x + n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
what decimal fraction is n0 ml of a litre ?	divide ( n0 , const_1000 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
what is the unit digit in n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
the average of first seven multiples of n0 is :	add ( n0 , const_1 )
n3 * n3 * n3 * n3 = n4 ?	multiply ( n0 , n1 )
find the circumference and area of radius n0 cm .	circle_area ( n0 )
what percent of n1 is n1 percent of n2 ?	p_after_gain ( n1 , n0 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 =	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 times a number gives n1 . the number is	divide ( n1 , n0 ) | divide ( n1 , #0 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find number which is n0 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
n0 x n1 no_ascii_23 no_ascii_37 n2 + n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
n0 , n1 , n2 , n3 , . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
( n0 % of n1 ) no_ascii_16 n2 = ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
find the highest common factor of n0 and n1 .	gcd ( n0 , n1 )
find number which is n1 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
the ratio n0 : n1 expressed as a percent equals	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
find the value of n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n0 : n1 seconds : : ? : n2 minutes	divide ( n0 , n1 ) | multiply ( n2 , #0 )
what is the square root of n0 , n1 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
solve below question n0 x + n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
what is the unit digit in n0 ^ n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
the sub - duplicate ratio of n0 : n1 is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
what is the prime factors no_ascii_32 number of n0 ?	add ( const_1 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 )
how is n0 % expressed as a decimal fraction ?	divide ( n0 , const_100 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
the sub - duplicate ratio of n0 : n1 is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
find number which is n0 % less than n1 .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the value of log n0 ( log n1 ) is	add ( const_1 , const_4 ) | log ( #0 ) | multiply ( #0 , const_1000 ) | subtract ( n1 , #2 ) | log ( #3 ) | divide ( #4 , #1 ) | log ( #5 )
solve below question n0 x + n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
n0 , n1 , n2 , n3 , . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n1 ! / ( n1 - n2 ) ! = ?	factorial ( n0 ) | subtract ( n0 , n2 ) | factorial ( #1 ) | divide ( #0 , #2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the average of the first n0 multiples of n1 is :	multiply ( n1 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , n1 ) | add ( n1 , #0 ) | add ( #4 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , n0 )
the sum of all two digit numbers divisible by n0 is	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | multiply ( n0 , const_1 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | add ( #1 , #3 ) | subtract ( #3 , #2 ) | divide ( #6 , #4 ) | divide ( #7 , const_2 ) | multiply ( #5 , #8 )
n0 no_ascii_23 no_ascii_37 ? no_ascii_23 no_ascii_42 n1 + n2 = n3	subtract ( n3 , n2 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | divide ( #2 , const_10 ) | divide ( #3 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_1 )
n0 x n1 / n2 x n3 x n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
n0 + n1 n2 / n3 % of ? = n4	divide ( n3 , const_3.0 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
one - third of n0 is what percent of n1 ?	divide ( n0 , const_3 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
divide rs . n0 in the ratio n1 : n2 ?	subtract ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
the smallest n0 digit number exactly divisible by n1 is ?	multiply ( const_100 , const_1000 ) | reminder ( #0 , n1 ) | subtract ( n1 , #1 ) | add ( #0 , #2 )
what is the sum of natural numbers between n0 and n1	add ( n1 , const_1 )
solve for x and check : - n0 x = n1	divide ( n1 , n0 ) | multiply ( n0 , #0 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
find the value of m n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
n0 + n1 no_ascii_77 n2 no_ascii_62 n3 + n4 = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
find the area of circle whose diameter is n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
solve the quickfire maths brain teaser no_ascii_67 n0 % = ?	add ( n0 , const_1 ) | divide ( const_100 , #0 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 , n1 , n2 , n3 , n4 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
evaluate : n0 % of n1 + n2 % of n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
n1 no_ascii_23 no_ascii_42 n1 + n3 no_ascii_23 no_ascii_42 n3 = ?	power ( n0 , const_2 ) | power ( n2 , const_2 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | add ( #2 , #3 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
n0 , n1 , n2 , n3 , . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
a n0 % stock yielding n1 % is quoted at ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
what is the sum of natural numbers between n0 and n1	add ( n1 , const_1 )
solve for x and check : x + n0 = n1	divide ( n1 , n0 ) | multiply ( n0 , #0 )
how many factors of n0 are also multiples of n1 ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
how many odd prime numbers are there less than n0 ?	subtract ( n0 , const_100 ) | add ( #0 , const_4 )
what is the sum of natural numbers between n0 and n1	add ( n1 , const_1 )
n0 , n1 , n2 , n3 , n4 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
solve x n0 no_ascii_77 n1 x no_ascii_77 n2 = n3 .	multiply ( n0 , n2 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
find the sum of divisors of n0 which are perfect squares	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
a n0 % stock yielding n1 % is quoted at ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
one - third of n0 is what percent of n1 ?	divide ( n0 , const_3 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
n0 - n4 no_ascii_16 n2 / n4 + n4 = ?	divide ( n2 , n1 ) | divide ( n1 , #0 ) | subtract ( n0 , #1 ) | add ( n1 , #2 )
what is the unit no_ascii_32 s digit of n0 ^ n1	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
what is the largest n0 digit number exactly divisible by n1	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
one - third of n0 is what percent of n1 ?	divide ( n0 , const_3 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
what is the sum of natural numbers between n0 and n1	add ( n1 , const_1 )
what is the least integer greater than n0 + n1 ?	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
what percent is n0 minutes n1 seconds of an hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what is the least common multiple of n0 and n1 ?	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the sum of even numbers between n0 and n1 is :	add ( n0 , n1 ) | divide ( n1 , const_2 ) | floor ( #1 ) | divide ( #2 , const_2 ) | multiply ( #0 , #3 )
find the value of m n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 % of n1 - n2 % of ? = n3	multiply ( n0 , n1 ) | divide ( #0 , n2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
how many odd prime numbers are there less than n0 ?	subtract ( n0 , const_100 ) | add ( #0 , const_4 )
divide rs . n0 in the ratio n1 : n2 ?	subtract ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the sum of all two digit numbers divisible by n0 is	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | multiply ( n0 , const_1 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | add ( #1 , #3 ) | subtract ( #3 , #2 ) | divide ( #6 , #4 ) | divide ( #7 , const_2 ) | multiply ( #5 , #8 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
the sum of all two digit numbers divisible by n0 is	add ( n0 , n0 ) | add ( n0 , #0 ) | add ( #0 , #1 ) | add ( n0 , #1 ) | add ( #2 , #3 ) | add ( n0 , #3 ) | add ( #4 , #5 ) | add ( n0 , #5 ) | add ( #6 , #7 ) | add ( n0 , #7 ) | add ( #8 , #9 ) | add ( n0 , #9 ) | add ( #10 , #11 ) | add ( n0 , #11 ) | add ( #12 , #13 ) | add ( n0 , #13 ) | add ( #14 , #15 ) | add ( n0 , #15 ) | add ( #16 , #17 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
the sum of all two digit numbers divisible by n0 is	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | multiply ( n0 , const_1 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | add ( #1 , #3 ) | subtract ( #3 , #2 ) | divide ( #6 , #4 ) | divide ( #7 , const_2 ) | multiply ( #5 , #8 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is the value of no_ascii_21 no_ascii_69 no_ascii_3 n0 % ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
how many odd prime numbers are there less than n0 ?	subtract ( n0 , const_100 ) | add ( #0 , const_4 )
find the sum of all odd numbers up to n0 .	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( n0 , #4 ) | divide ( #5 , const_2 ) | sqrt ( #6 ) | add ( #7 , const_1 ) | add ( #8 , #6 )
divide rs . n0 in the ratio n1 : n2 ?	subtract ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
n0 no_ascii_62 n1 + n2 no_ascii_62 n3 = ? no_ascii_16 n4	multiply ( n0 , n1 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
n0 x n1 x n2 x n3 x n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
what is the sum of the first n0 odd natural numbers	power ( n0 , const_2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 times a number equals one n1 . the number is	divide ( n1 , n0 )
what is the ratio of n0 minute to n1 hour ?	divide ( n0 , const_60 )
n3 * n3 * n3 * n3 = n4 ^ ?	multiply ( n0 , n1 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
n1 no_ascii_23 no_ascii_42 n1 + n3 no_ascii_23 no_ascii_42 n3 = ?	power ( n0 , const_2 ) | power ( n2 , const_2 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | add ( #2 , #3 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
n3 % of n2 + n2 % of n3 = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
divide rs . n0 in the ratio n1 : n2 ?	subtract ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
evaluate : n0 - n1 no_ascii_16 n2 no_ascii_62 n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the value of log n0 ( n1 / n2 ) is	add ( const_1 , const_4 ) | log ( #0 ) | multiply ( #0 , const_1000 ) | subtract ( n1 , #2 ) | log ( #3 ) | divide ( #4 , #1 ) | log ( #5 )
n0 no_ascii_77 ( n1 no_ascii_16 n2 ) is equal to :	divide ( n1 , n2 ) | subtract ( n0 , #0 )
what is the unit no_ascii_32 s digit of n1 ^ n1	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
find the value of m n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
one - third of n0 is what percent of n1 ?	divide ( n0 , const_3 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
n4 no_ascii_62 n1 no_ascii_77 n4 + n3 no_ascii_16 n4 = ?	multiply ( n0 , n1 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
n0 + n1 no_ascii_16 n2 - n3 x n4 = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
the average of first n0 non - zero positive integers is	add ( n0 , const_1 )
n0 ! is divided by n1 then find the remainder ?	factorial ( n0 ) | reminder ( #0 , n1 )
how many n0 - digit numbers are completely divisible n1 ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
evaluate : n0 * n3 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
find a sum for first n0 prime number ' ss ?	add ( n0 , n0 ) | add ( n0 , const_1 ) | multiply ( #0 , const_4 ) | subtract ( #2 , #1 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
a voltage will influence current only if the circuit is :	multiply ( const_2 , const_3 ) | add ( #0 , const_1 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is the value of no_ascii_21 no_ascii_69 no_ascii_3 n0 % ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
what is the unit no_ascii_32 s digit of n0 ^ n1	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what is the value of no_ascii_21 no_ascii_69 no_ascii_3 n0 % ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_10 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what is n0 % of n1 % of n2 grams ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
n0 no_ascii_23 no_ascii_37 ? no_ascii_23 no_ascii_42 n1 + n2 = n3	subtract ( n3 , n2 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | divide ( #2 , const_10 ) | divide ( #3 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_1 )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
find the next term n0 , n1 , . . ?	subtract ( n0 , n1 )
n1 no_ascii_23 no_ascii_42 n1 + n3 no_ascii_23 no_ascii_42 n3 = ?	power ( n0 , const_2 ) | power ( n2 , const_2 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | add ( #2 , #3 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
the largest n0 digit number exactly divisible by n1 is :	square_area ( const_pi )
n0 % of n1 = ( ? ) x n2 ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
n0 no_ascii_62 n2 no_ascii_62 ? no_ascii_16 n2 no_ascii_16 n3 = n4	multiply ( n0 , n1 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
what is the unit no_ascii_32 s digit of n0 ^ n1	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
add n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 )
what is the unit digit in ( n0 ) n1 ?	power ( n0 , const_2 ) | reminder ( #0 , const_10 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
( ? ) + n0 + n1 - n2 = n3	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( n3 , #1 )
a n0 % stock yielding n1 % is quoted at ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
n1 ! / ( n1 - n2 ) ! = ?	factorial ( n0 ) | subtract ( n0 , n2 ) | factorial ( #1 ) | divide ( #0 , #2 )
find the missing figures : n0 % of ? = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
n0 , n1 , n2 , n3 , n4 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
what is the value of no_ascii_21 no_ascii_69 no_ascii_3 n0 % ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
the largest n0 digit number exactly divisible by n1 is :	square_area ( const_pi )
find the number of zeroes at the end of n0 !	add ( const_2 , const_2 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 % of n1 - n2 % of n3 = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
a n0 % stock yielding n1 % is quoted at ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
find the missing figures : ? % of n0 = n1	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , const_2.0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
find the area of circle whose radius is n0 m ?	circle_area ( n0 )
a n0 % stock yielding n1 % is quoted at ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
find the value of m n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
n0 , n1 , n2 , n3 . . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n2 no_ascii_23 no_ascii_37 ? no_ascii_23 no_ascii_42 n1 + n2 = n3	subtract ( n3 , n2 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | divide ( #2 , const_10 ) | divide ( #3 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_1 )
( n0 x n1 no_ascii_16 n2 ) x n3 = ?	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
( n0 ) n1 no_ascii_16 ( n2 ) n3 = ?	multiply ( n0 , n2 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
[ ( n0 x n1 ) / n2 ] = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
what does the hexa number e n0 in radix n1 .	add ( const_10 , const_3 ) | add ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( const_10 , const_100 ) | multiply ( #0 , #3 ) | add ( #2 , #4 ) | subtract ( #5 , #1 )
what is the average of first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
n0 , n2 , n2 , n3 , n4 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many odd prime numbers are there less than n0 ?	subtract ( n0 , const_100 ) | add ( #0 , const_4 )
n1 ! / ( n1 - n2 ) ! = ?	factorial ( n0 ) | subtract ( n0 , n2 ) | factorial ( #1 ) | divide ( #0 , #2 )
n0 , n1 , n2 , n3 , n4 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
n0 ^ n1 ^ n2 ^ n3 find largest value ?	subtract ( n2 , n3 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
find the average of all prime numbers between n0 and n1	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
evaluate : n0 + n1 + n2 + n3 + n4	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
the smallest n0 digit number exactly divisible by n1 is ?	multiply ( const_100 , const_1000 ) | reminder ( #0 , n1 ) | subtract ( n1 , #1 ) | add ( #0 , #2 )
log root ( n1 ) / log n1 is equal to	divide ( n0 , const_4 ) | divide ( const_1 , #0 )
express a speed of n0 kmph in meters per second ?	multiply ( n0 , const_0_2778 )
n0 no_ascii_23 no_ascii_37 ? no_ascii_23 no_ascii_42 n1 + n2 = n3	subtract ( n3 , n2 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | divide ( #2 , const_10 ) | divide ( #3 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_1 )
n1 ! / ( n1 - n2 ) ! = ?	factorial ( n0 ) | subtract ( n0 , n2 ) | factorial ( #1 ) | divide ( #0 , #2 )
n0 x n1 - n2 x n3 / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
ratio and proportion n0 : n1 : : n2 : ?	add ( const_2 , const_4 ) | add ( const_10 , const_10 ) | add ( #0 , #1 )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
how many n0 - digit numbers contain no . n1 ?	rectangle_area ( n0 , n1 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
( n2 ) n1 x ( n2 ) ? = n3	multiply ( n0 , n2 )
find the value of no_ascii_67 ( n0 / n1 ) .	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
n1 ! / ( n1 - n2 ) ! = ?	factorial ( n0 ) | subtract ( n0 , n2 ) | factorial ( #1 ) | divide ( #0 , #2 )
divide rs . n0 in the ratio n1 : n2 ?	subtract ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
n3 * n3 * n3 * n3 = n4 ^ ?	multiply ( n0 , n1 )
a n0 % stock yielding n1 % is quoted at :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
what is the remainder when n0 is divided by n1 ?	subtract ( const_10 , const_1 ) | multiply ( #0 , #0 ) | reminder ( #1 , n1 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
what is n0 % of n1 / n2 of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #0 ) | multiply ( #4 , #5 ) | multiply ( #6 , #4 ) | add ( #7 , #8 ) | add ( #9 , #2 ) | multiply ( n0 , #10 ) | divide ( #11 , const_100 )
n0 / x = n1 . find the value of x	divide ( n0 , n1 )
how many numbers are divisible by n0 between n1 and n2 .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
what is ( n3 ^ n1 + n3 ) / n3 ?	power ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the value of ( n0 ) ^ - n1 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
how many diagonals does a n0 - sided convex polygon have ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
what is ( n3 ^ n1 + n3 ) / n3 ?	power ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
n0 - n2 | - | n2 - n3 | = ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n3 , n1 ^ n5 + n3 , n4 ^ n5 =	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what number is n0 more than one - fourth of itself ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
n0 - n1 | - | n2 - n3 | = ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 )
find the number which when multiplied by n0 is increased by n1	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
the average of first four prime numbers greater than n0 is ?	add ( n0 , const_1 )
a number increased by n0 % gives n1 . the number is	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
if n0 ( n1 ^ x ) = n2 then x =	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the product of n0 consecutive even numbers is always divisible by :	factorial ( const_4 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
find the remainder when n0 ^ n1 is divided by n2 ?	power ( n0 , n1 ) | reminder ( #0 , n2 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
what is the sum of the integers n0 through n1 inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many trailing zeroes does n0 ! + n1 ! have ?	add ( n1 , const_1 ) | add ( const_1 , const_4 ) | divide ( #0 , #1 ) | add ( #2 , const_2 )
how many of the integers between n0 and n1 are even ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the number n0 is how much greater than n1 / n2 ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
what is the value of ( n0 ) ^ - n1 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
what is the average of the first n0 multiples of n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
find the average of all prime numbers between n0 and n1 .	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , n0 )
what number is n0 more than one - fourth of itself ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
how many of the integers between n0 and n1 are even ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
how many numbers are divisible by n0 between n1 and n2 ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
the value of log n0 ( n1 / n2 ) is :	add ( const_1 , const_4 ) | log ( #0 ) | multiply ( #0 , const_1000 ) | subtract ( n1 , #2 ) | log ( #3 ) | divide ( #4 , #1 ) | log ( #5 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
logx n0 = n1 then what is the value of x ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 )
find the number of zeroes in n1 ! ( n1 factorial )	add ( const_2 , const_2 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
( n0 ! - n1 ! ) / n2 ! = ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
how many trailing zeroes does n0 ! + n1 ! have ?	add ( n1 , const_1 ) | add ( const_1 , const_4 ) | divide ( #0 , #1 ) | add ( #2 , const_2 )
the number n0 is how much greater than n1 / n2 ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
the average of first three prime numbers greater than n0 is ?	add ( n0 , const_1 )
how is n0 / n1 % expressed as a decimal fraction ?	divide ( n0 , n1 ) | divide ( #0 , const_100 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 )
how many positive factors do n0 and n1 have in common ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the number n0 is how much greater than n1 / n2 ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
how many positive factors of n0 are not factors of n1 ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( const_60.0 , #0 )
what is ( n3 ^ n1 + n3 ) / n3 ?	power ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
if n0 x = n1 , then n2 - x equals :	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
find the average of all prime numbers between n0 and n1 .	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , const_4 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
n0 , n1 , n2 , n3 , _ , n4 ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
subtract the absolute value from the local value of n0 in n1	multiply ( n0 , const_100 ) | multiply ( #0 , const_10 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the average of first n0 prime numbers greater than n1 is ?	add ( n1 , const_3 ) | add ( #0 , const_4 ) | add ( #1 , const_2 ) | add ( #0 , #2 ) | add ( #2 , const_2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
n0 - n1 | - | n2 - n3 | = ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 )
n0 % of n1 % of n2 % is equal to ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
( no_ascii_67 n0 + no_ascii_67 n1 ) / no_ascii_67 n2 = ?	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
how many positive factors do n0 and n1 have in common ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
what is the total number of prime numbers less than n0 ?	add ( const_10 , const_3 ) | add ( #0 , const_4 ) | add ( #1 , const_2 ) | max ( #1 , #2 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
train speed n0 kph . dist travelled in n1 minutes in meters	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
( n0 ) ^ n3 - ( n2 ) ^ n3 =	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 )
how many positive factors do n0 and n1 have in common ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
how many diagonals does a n0 - sided convex polygon have ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if n0 no_ascii_16 x n1 = n2 , than x = ?	divide ( n0 , n2 ) | sqrt ( #0 )
how many n0 digit numbers are divisible by n1 in all ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average of squares of first n0 consecutive even numbers is :	add ( n0 , const_1 ) | multiply ( n0 , const_2 ) | add ( #1 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #2 , #3 ) | divide ( #4 , const_3 )
if n0 ( n1 ^ y ) = n2 then y =	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
what number is n0 more than two - fourth of itself ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
n0 - n1 | - | n2 - n3 | = ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 )
n0 ^ n1 is divisible by n2 . find the remainder ?	subtract ( n2 , n0 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
how many numbers from n0 to n1 are exactly divisible by n2	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
the number which exceeds n0 % of it by n1 is ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
no_ascii_67 n0 - no_ascii_67 n1 no_ascii_16 no_ascii_67 n2 is equal to ?	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( #1 ) | divide ( #1 , #2 ) | subtract ( #0 , #3 )
find the sum of all n0 digit numbers divisible by n1 .	add ( const_100 , const_4 ) | multiply ( const_10 , const_100 ) | subtract ( #1 , n1 ) | add ( #0 , #2 ) | subtract ( #2 , #0 ) | divide ( #4 , n1 ) | add ( #5 , const_1 ) | divide ( #6 , const_2 ) | multiply ( #3 , #7 )
what is the value of ( n0 ) ^ - n1 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the area of a square with perimeter n0 p ?	square_edge_by_perimeter ( n0 ) | square_area ( #0 )
the average of first n0 prime numbers which are odd is ?	add ( const_1 , const_3 ) | add ( n0 , const_1 ) | add ( n0 , const_3 ) | add ( #0 , const_1 ) | add ( #0 , const_3 ) | add ( #3 , const_3 ) | add ( n0 , #4 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | add ( n0 , #7 ) | add ( #7 , #4 ) | add ( #8 , #1 ) | add ( #9 , #0 ) | add ( n0 , #9 ) | add ( #10 , #1 ) | add ( #11 , #2 ) | add ( n0 , #14 ) | add ( #15 , #6 ) | add ( #17 , #12 ) | add ( #18 , #13 ) | add ( #19 , #16 ) | add ( #20 , #9 ) | divide ( #21 , n0 )
the average of first six prime numbers greater than n0 is ?	add ( n0 , const_1 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
find the remainder when n0 ^ n1 is divided by n2 ?	power ( n0 , n1 ) | reminder ( #0 , n2 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if n0 ( n1 ^ x ) = n2 then x =	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
in a throw of a coin probability of getting a head .	divide ( const_1 , const_2 )
a number increased by n0 % gives n1 . the number is	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
what is the smallest n0 digit number exactly divisible by n1 ?	power ( const_2 , const_3 ) | divide ( n0 , #0 )
the average of first four prime numbers greater than n0 is ?	add ( n0 , const_1 )
n0 - n1 | - | n2 - n3 | = ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 )
n0 , n1 , n2 , n3 , . . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n0 + n1 = n2 how much is n3 + n4 ?	reminder ( n2 , const_10 ) | multiply ( #0 , const_100 ) | subtract ( n2 , #0 ) | divide ( #2 , const_10 ) | reminder ( #3 , const_10 ) | multiply ( #4 , const_10 ) | subtract ( #3 , #4 ) | add ( #1 , #5 ) | divide ( #6 , const_10 ) | add ( #7 , #8 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average of first four prime numbers greater than n0 is ?	add ( n0 , const_1 )
( no_ascii_67 n0 + no_ascii_67 n1 ) / no_ascii_67 n2 = ?	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
the average of first n0 non - zero positive numbers is :	add ( n0 , const_1 )
what is ( n3 ^ n1 + n3 ) / n3 ?	power ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
choose the number pair / group which is different from others ?	add ( const_4 , const_4 ) | multiply ( const_10 , const_3 ) | add ( #1 , const_3 ) | divide ( #0 , #2 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
n0 % of ( n1 % of $ n2 ) is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the average of odd numbers from n0 to n1 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
what is the probability of having n0 fridays in an ordinary year	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 )
how many positive factors do n0 and n1 have in common ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
how many prime numbers exist in n0 x n1 x n2 ?	multiply ( n0 , const_4 )
how many diagonals does a n0 - sided convex polygon have ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
find the lowest common multiple of n0 , n1 and n2 .	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( const_60.0 , #0 )
what is the square root of n0 , divided by n1 ?	sqrt ( n0 ) | divide ( #0 , n1 )
find the average of all prime numbers between n0 and n1 .	add ( n0 , const_1 ) | subtract ( n1 , const_4.0 ) | subtract ( n1 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , #2 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #6 , const_4 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
find the missing value : n0 - ? = n1 - n2	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
( no_ascii_67 n0 + no_ascii_67 n1 ) / no_ascii_67 n2 = ?	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
n0 is increased by n1 % . find the final number .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the number n0 is how much greater than n1 / n2 ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
a number increased by n0 % gives n1 . the number is	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
how many positive factors do n0 and n1 have in common ?	subtract ( n1 , const_10 ) | divide ( #0 , const_10 )
how many of the integers between n0 and n1 are even ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 )
what is ( n3 ^ n1 + n3 ) / n3 ?	power ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( const_60.0 , #0 )
how many multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the smallest integer that is multiple of n0 and n1	lcm ( n0 , n1 ) | divide ( #0 , const_12 ) | multiply ( #1 , const_2 )
find the remainder when n0 ^ n1 is divided by n2 .	power ( n0 , n1 ) | reminder ( #0 , n2 )
the value of x . n0 - x = n1 - n2	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
what number is n0 more than three - fourth of itself ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
what is the least integer greater than no_ascii_77 n0 + n1 ?	negate ( n0 ) | add ( n1 , #0 )
the average of first thirteen prime numbers which are odd is ?	add ( const_1 , const_4 ) | add ( const_10 , const_3 ) | multiply ( const_2 , const_3 ) | add ( #0 , const_3 ) | add ( #0 , const_2 ) | add ( #3 , #4 ) | add ( #4 , const_4 ) | add ( #5 , #6 ) | add ( #6 , const_2 ) | add ( #7 , #8 ) | add ( #8 , const_4 ) | add ( #9 , #10 ) | add ( #10 , const_2 ) | add ( #11 , #12 ) | add ( #12 , const_4 ) | add ( #13 , #14 ) | add ( #14 , #2 ) | add ( #15 , #16 ) | add ( #16 , const_2 ) | add ( #17 , #18 ) | add ( #18 , #2 ) | add ( #19 , #20 ) | add ( #20 , const_4 ) | add ( #21 , #22 ) | add ( #22 , const_2 ) | add ( #23 , #24 ) | divide ( #25 , #1 )
the average of first six prime numbers greater than n0 is ?	add ( n0 , const_1 )
if x is n0 percent greater than n1 , then x =	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
what is the least integer greater than no_ascii_77 n0 + n1 ?	negate ( n0 ) | add ( n1 , #0 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 )
what is the value of ( n1 ) ^ - n1 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
the average of first four prime numbers greater than n0 is ?	add ( n0 , const_1 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
n0 ^ n1 is divisible by n2 then find the remainder ?	subtract ( n2 , n0 )
find the largest n0 digit number which isexactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
double of quarter of n0 percent written as a decimal is :	divide ( n0 , const_100 ) | divide ( #0 , const_4 ) | multiply ( #1 , const_2 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
how many of the integers between n0 and n1 are even ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_1 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( n0 , #0 )
how many multiples of n1 are there between n1 to n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many times hour hand covers full circle in a day ?	multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | divide ( #1 , #0 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
the number which exceeds n0 % of it by n1 is :	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
what is the area of a square with perimeter n0 p ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , const_pi ) | divide ( #2 , const_2 ) | multiply ( #3 , #3 ) | multiply ( #4 , const_pi ) | multiply ( #5 , const_2 )
find a sum for n0 st n1 prime number ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
n0 , n1 , n2 , n3 , n4 , _ ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the largest n0 digit number exactly divisible by n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
the number n0 is how much greater than n1 / n2 ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
n0 ! is divided by n1 then what is the remainder ?	factorial ( n0 ) | reminder ( #0 , n1 )
what will be the lcm of n0 , n1 , n2 and n3	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_3 ) | multiply ( #3 , const_3 )
the sum of two consecutive integers is n0 . find the numbers .	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
the sum of two consecutive integers is n0 . find the numbers .	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
if each edge of a cube is doubled , then its volume :	power ( const_2 , const_3 )
two whole numbers whose sum is n0 can not be in the ratio	divide ( n0 , const_2 ) | add ( #0 , const_10 ) | subtract ( #0 , const_10 ) | divide ( #2 , const_2 ) | divide ( #3 , #1 )
what is the value of n2 ^ n1 + n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
the sum of two consecutive integers is n0 . find the numbers .	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
one - third less than n0 % of n1 is equal to :	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what will be the remainder when n0 ^ n1 is divided by n2	power ( n0 , n0 )
in how many ways can n0 people be arranged in a circle ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
find the value of sin n0 no_ascii_75 + sin n1 no_ascii_75 = ?	multiply ( n0 , n1 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
calculate the largest n0 digit number which is exactly divisible by n1 ?	add ( const_100 , const_2 ) | multiply ( n1 , #0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
n0 no_ascii_16 n1 no_ascii_16 n2 no_ascii_62 n3 / n4 no_ascii_16 n5 = ?	divide ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #3 , n5 )
what is the greatest prime factor of n0 ^ n1 - n2 ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
how many three digit numbers n are divisible by n0 or n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
find the remainder q when n0 ^ n1 is divided by n2 ?	subtract ( n2 , n0 )
( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
half a number plus n0 is n1 . what is the number ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
a number exceeds n0 % of itself by n1 . the number is	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
find the product of the localvalue and absolutevalue of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if n2 ^ y = n1 ^ n2 , what is y ?	divide ( n2 , const_2 )
how many even multiples of n0 are there between n1 and n2 ?	multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
how many digits are required to number a book containing n0 pages ?	subtract ( const_10 , const_1 ) | subtract ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_2 ) | multiply ( #2 , const_3 ) | add ( #4 , #0 ) | add ( #6 , #5 )
if n0 no_ascii_16 n1 = n2 , then n3 no_ascii_16 n4 = ?	divide ( n3 , n4 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
what is the next number : n0 , n1 , n2 , __	multiply ( n2 , const_10 ) | subtract ( #0 , const_100 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 )
find the largest n0 digit number which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
let the number which when multiplied by n0 is increased by n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
how many numbers from n2 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
let the number which when multiplied by n0 is increased by n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
what is the remainder if n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if n0 ^ y = n1 ^ n2 , what is y ?	divide ( n2 , const_2 )
what is the value of n0 ^ n1 - n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the remainder when n0 + n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
find the largest n0 digit number which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
find the value of n3 + n1 no_ascii_44 ( n2 no_ascii_77 n3 )	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
the side of a cube is n0 m , find the voiume ?	multiply ( const_10 , const_4 ) | add ( #0 , const_3 ) | rectangle_area ( n0 , #1 )
n0 , n1 , n2 , - n3 , - n4 , x	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the product of the localvalue and absolutevalue of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
solve the quickfire maths brain teaser no_ascii_21 no_ascii_69 no_ascii_3 n0 % = ?	add ( n0 , const_1 ) | divide ( const_100 , #0 )
the closest approximation of d ( n0 no_ascii_62 n1 ) / n2 is	divide ( n1 , n2 ) | multiply ( n0 , #0 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
how many prime numbers between n0 and n1 are factors of n2 ?	multiply ( n0 , const_4 )
what is the remainder when n0 * n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
n0 + ( n1 no_ascii_16 ? ) of n2 / n3 = n4	divide ( n1 , n2 ) | add ( n0 , #0 )
how many squares are there between n0 to n1 ? ? ? ?	sqrt ( n1 ) | sqrt ( n0 ) | floor ( #0 ) | floor ( #1 ) | subtract ( #2 , #3 )
how many even multiples of n0 are there between n1 and n2 ?	multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
what is the probability of getting n0 mondays in a leap year ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
two whole numbers whose sum is n0 can not be in the ratio	divide ( n0 , const_2 ) | add ( #0 , const_10 ) | subtract ( #0 , const_10 ) | divide ( #2 , const_2 ) | divide ( #3 , #1 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
one - third less than n0 % of n1 is equal to :	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
the average of numbers n0 , n1 , n2 and n3 is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
the largest four digit number which is a perfect cube , is :	square_area ( const_pi )
how many digits are required to write numbers between n0 to n1 .	subtract ( const_10 , const_1 ) | subtract ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_2 ) | multiply ( #2 , const_3 ) | add ( #4 , #0 ) | add ( #6 , #5 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if ( n0 no_ascii_77 n1 ) n = n2 , then n =	multiply ( n2 , const_4 ) | negate ( #0 )
find the product of the localvalue and absolutevalue of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
find two numbers whose sum is n0 and whose product is n1 .	add ( const_1 , const_10 ) | add ( #0 , const_4 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #3 , #2 ) | multiply ( #4 , const_2 ) | subtract ( #5 , n1 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if ( n2 no_ascii_77 n1 ) n = n2 , then n =	multiply ( n2 , const_4 ) | negate ( #0 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
what is the next number : n0 , n1 , n2 , __	multiply ( n2 , const_10 ) | subtract ( #0 , const_100 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 )
the average of numbers n0 , n1 , n2 and n3 is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
two whole numbers whose sum is n0 can not be in the ratio	divide ( n0 , const_2 ) | add ( #0 , const_10 ) | subtract ( #0 , const_10 ) | divide ( #2 , const_2 ) | divide ( #3 , #1 )
n0 % of n1 + n2 % of n3 - ? = n4	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the largest n0 digit number which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
how many even multiples of n0 are there between n1 and n2 ?	multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
what is the remainder when n0 * n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
find the product of the localvalue and absolutevalue of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
find the value of n3 + n1 . ( n2 - n3 )	divide ( n1 , const_100.0 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
find value for x from below equation ? x + n0 = n1	subtract ( n1 , n0 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
( n0 * n1 * n2 ) / n3 + n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_3 ) | add ( n4 , #2 )
what is the sum of all the composite numbers up to n0 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
find the largest n0 digit number which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
find the probability that a year chosen at random has n0 mondays .	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
if n0 ^ x = n1 ^ n2 , what is x ?	divide ( n2 , const_3 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
the volume of a cube is n0 cc . find its surface ?	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
if n0 % of a number is n1 , the number is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
find a sum for n0 st n1 prime no . ' s ?	add ( const_2 , const_3 ) | add ( n1 , const_2 ) | add ( #0 , #0 ) | add ( #0 , const_2 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_4 ) | add ( #5 , #1 ) | add ( #6 , const_2 ) | add ( #7 , #4 ) | add ( #8 , const_4 ) | add ( #9 , #6 ) | add ( #11 , #8 ) | add ( #12 , #10 )
what is the remainder when n0 * n1 is divided by n2 ?	divide ( const_100.0 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many digits are used to number a book containg n0 pages .	multiply ( n0 , const_2 ) | subtract ( const_100 , const_4 ) | add ( #0 , const_100 ) | subtract ( #1 , const_4 ) | add ( #2 , #3 )
if n0 a = n1 b = n2 , then n3 ab =	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 )
how many numbers from n2 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
what is the value of n2 ^ n1 + n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
find the smallest four - digit number which is a multiple of n0	divide ( n0 , const_1000 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | multiply ( #3 , #3 )
the average of numbers n0 , n1 , n2 and n3 is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
find the greatest number that exactly divides n0 , n1 and n2 ?	subtract ( n2 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , n0 ) | gcd ( #2 , #1 ) | gcd ( #3 , #0 )
if n0 a = n1 b = n2 , then n3 ab =	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if n0 a = n1 b = n2 , then n3 ab =	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 )
how many numbers from n2 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
n0 % of n1 no_ascii_77 n2 = ? no_ascii_77 n3 % of n4	multiply ( n0 , n1 ) | divide ( #0 , n2 )
calculate the largest n0 digit number which is exactly divisible by n1 ?	add ( const_100 , const_2 ) | multiply ( n1 , #0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
the rational number for recurring decimal n0 . . . . is :	add ( const_1 , const_10 ) | multiply ( n0 , const_1000 ) | floor ( #1 ) | multiply ( #0 , const_10 ) | add ( #3 , const_1 ) | multiply ( #4 , const_3 ) | multiply ( #5 , const_3 ) | divide ( #2 , #6 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
find the largest n0 digit number which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , const_3 ) | multiply ( n1 , #7 )
what is the remainder when n0 * n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
n0 + n1 + n2 + . . . + n3 = ?	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
change the below lagarithm log n0 = n1 / n2 to exponential form	multiply ( const_10 , const_4 ) | subtract ( n0 , const_100 ) | subtract ( #1 , const_100 ) | subtract ( #2 , #0 ) | subtract ( #3 , const_10 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
half a number plus n0 is n1 . what is the number ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
let the number which when multiplied by n0 is increased by n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
find the number which when multiplied by n0 is increased by n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
n0 % of n1 + n2 % of n3 - ? = n4	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
two whole numbers whose sum is n0 can not be in the ratio	divide ( const_100.0 , const_2 ) | add ( #0 , const_10 ) | subtract ( #0 , const_10 ) | divide ( #2 , const_2 ) | divide ( #3 , #1 )
find value for x from below equation ? x + n0 = n1	subtract ( n1 , n0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
if n2 ^ y = n1 ^ n2 , what is y ?	divide ( n2 , const_2 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
if n0 ^ y = n1 ^ n2 , what is y ?	divide ( n2 , const_2 )
if n0 a = n1 b = n2 , then n3 ab =	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 )
half a number plus n0 is n1 . what is the number ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
what is the next number : n0 , n1 , n2 , __	multiply ( n2 , const_10 ) | subtract ( #0 , const_100 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
how many digits are required to number a book containing n0 pages ?	subtract ( const_10 , const_1 ) | subtract ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_2 ) | multiply ( #2 , const_3 ) | add ( #4 , #0 ) | add ( #6 , #5 )
find the product of the localvalue and absolutevalue of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
find the value of ( n1 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
how many natural numbers between n0 and n1 are divisible by n2 ?	add ( n0 , const_1 ) | subtract ( n1 , const_4 ) | subtract ( #1 , #0 ) | divide ( #2 , n2 ) | add ( #3 , const_1 )
one - third less than n0 % of n1 is equal to :	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
find the ratio between whole surfaces of a sphere and a hemisphere ?	power ( const_2 , const_2 ) | multiply ( #0 , const_pi ) | multiply ( #1 , const_4 ) | multiply ( #1 , const_3 ) | divide ( #2 , #3 )
what is the value of n3 ^ n1 + n3 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
what is the volume of an tetrahedron with edge length of n0 ?	add ( const_10 , const_2 ) | sqrt ( const_2 ) | divide ( #1 , #0 )
find value for x from below equation ? x + n0 = n1	subtract ( n1 , n0 )
how many integers are between n0 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
which is the smallest number divides n0 and gives a perfect square .	add ( const_2 , const_3 ) | divide ( n0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | divide ( #4 , #0 ) | divide ( #5 , #0 )
if ( n0 no_ascii_77 n1 ) n = n2 , then n =	multiply ( n2 , const_4 ) | negate ( #0 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
solve the quickfire maths brain teaser no_ascii_21 no_ascii_69 no_ascii_3 n0 % = ?	add ( n0 , const_1 ) | divide ( const_100 , #0 )
if n0 % of a number is n1 , find the number ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
solve the quickfire maths brain teaser no_ascii_21 no_ascii_69 no_ascii_3 n0 % = ?	add ( n0 , const_1 ) | divide ( const_100 , #0 )
the largest five digit number which is a perfect cube , is :	square_area ( const_pi )
what is the next number : n0 , n1 , n2 , __	multiply ( n2 , const_10 ) | subtract ( #0 , const_100 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 )
how many three digit numbers e are divisible by n0 or n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
the largest four - digit number which is a perfect cube , is	multiply ( const_10 , const_2 ) | add ( #0 , const_1 ) | power ( #1 , const_3 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
how many prime numbers between n0 and n1 are factors of n2 ?	multiply ( n0 , const_4 )
n0 , n1 , n2 , n3 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what is the value of n0 ^ n1 - n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find the value of x : x no_ascii_52 no_ascii_73 n0 x + n1	multiply ( n0 , n1 )
the closest approximation of w ( n0 no_ascii_62 n1 ) / n2 is	divide ( n1 , n2 ) | multiply ( n0 , #0 )
the greatest number that exactly divided n0 , n1 and n2 is :	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( #1 , #0 )
a polygon has n0 diagonals , then the number of its sides are	multiply ( n0 , const_2 ) | power ( const_3 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | add ( #4 , const_3 ) | divide ( #5 , const_2 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
calculate the largest n0 digit number which is exactly divisible by n1 ?	add ( const_100 , const_2 ) | multiply ( n1 , #0 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what is the value of n0 ^ n2 - n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
how many integers are between n2 and n1 / n2 , inclusive ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
how many even multiples of n0 are there between n1 and n2 ?	multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
how many three digit numbers q are divisible by n0 or n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
how many numbers from n2 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
find value for x from below equation ? x + n0 = n1	subtract ( n1 , n0 )
n0 ^ n1 is divided by n2 then what is the remainder ?	subtract ( n2 , n0 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_2 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
what is the remainder if n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
n0 - ( n1 no_ascii_16 ? ) no_ascii_62 n2 / n3 = n4	divide ( n1 , n2 ) | subtract ( n0 , #0 )
what is the remainder wen n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
how many three digit numbers r are divisible by n0 or n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
what is the remainder if n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many prime numbers between n0 and n1 are factors of n2 ?	multiply ( n0 , const_4 )
the average of numbers n0 , n1 , n2 and n3 is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
i gain n1 paise on rs . n1 . my gain percent is	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
the largest two digit number which is a perfect cube , is :	square_area ( const_pi )
the largest six digit number which is a perfect cube , is :	square_area ( const_pi )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
one - third less than n0 % of n1 is equal to :	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
how many prime numbers between n0 and n1 are factors of n2 ?	multiply ( const_1 , const_4 )
if n0 ^ y = n1 ^ n2 , what is y ?	divide ( n2 , const_2 )
what is the sum of all even integers between n0 and n1 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
solve the quickfire maths brain teaser no_ascii_21 no_ascii_69 no_ascii_3 n0 % = ?	add ( n0 , const_1 ) | divide ( const_100 , #0 )
how many prime numbers between n0 and n1 are factors of n2 ?	multiply ( n0 , const_4 )
n0 , n1 , n2 , n3 , n4 , n5 , ___	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the value of n2 ^ n2 + n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what is the greatest prime factor of n0 ^ n1 - n2 ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
n0 ! is divided by n1 . then what is the remainder ?	factorial ( n0 ) | reminder ( #0 , n1 )
calculate the circumference of a circular field whose radius is n0 centimeters .	circumface ( n0 )
n0 , n1 , ( ? ) , n2 , n3 , n4	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
if n0 no_ascii_16 n1 = n2 , then n3 no_ascii_16 n4 = ?	divide ( n3 , n4 )
how many numbers between n0 and n1 are exactly divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
n0 ^ n1 - n2 is divided by n3 , remainder is ?	subtract ( n1 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_4 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
how many numbers from n2 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
the closest approximation of f ( n0 no_ascii_62 n1 ) / n2 is	divide ( n1 , n2 ) | multiply ( n0 , #0 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
how many n0 - digit numbers are divisible by n1 in all ?	divide ( const_1000 , n1 ) | divide ( const_100 , n1 ) | subtract ( #0 , #1 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
the sum of two consecutive integers is n0 . find the numbers .	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
half a number plus n0 is n1 . what is the number ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
find the remainder when n0 ^ n1 ^ n2 is divided by n3	power ( n0 , n1 ) | reminder ( #0 , n2 )
what is the sum of all even numbers from n0 to n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
n0 - n4 + n2 no_ascii_16 n3 / n4 no_ascii_62 n5 = ?	divide ( const_1 , const_2 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n5 , #2 ) | add ( #3 , #1 )
the closest approximation of a ( n0 no_ascii_62 n1 ) / n2 is	divide ( n1 , n2 ) | multiply ( n0 , #0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how much is it cost $ n0 each tire for n1 tires ?	multiply ( n0 , n1 )
if ( n0 no_ascii_77 n1 ) n = n2 , then n =	multiply ( n2 , const_4 ) | negate ( #0 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
find the smallest number of n0 digits which is exactly divisible by n1	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
find the perimeter and area of a square of side n0 cm .	square_area ( n0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
calculate the largest n0 digit number which is exactly divisible by n1 ?	add ( const_100 , const_2 ) | multiply ( n1 , #0 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
how many integers between n0 and n1 do not contain the integer n2	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the sum of two consecutive integers is n0 . find the numbers .	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
n4 * n4 * n4 * n4 * n4 = n5 ^ ?	max ( n5 , const_10 )
one - third less than n0 % of n1 is equal to :	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
how many three digit numbers w are divisible by n0 or n1 ?	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( const_100.0 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
if the area of circle is n0 sq cm then its circumference ?	divide ( n0 , const_pi ) | sqrt ( #0 ) | circumface ( #1 )
what is the remainder when n0 * n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
what is the value of n2 ^ n1 + n2 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
how many numbers from n0 to n1 are exactly divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #3 , const_1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , n2 ) | add ( #8 , const_1 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
how many n3 / n1 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
what is the sum of the numbers between n0 and n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
how many positive even integers less than n0 contain digits n1 or n2 ?	multiply ( n1 , const_2 )
in how many ways can n0 boys be seated in a circular order ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
n0 + n1 - x = n2 . find the value of x .	add ( n0 , n1 ) | subtract ( #0 , n2 )
the average of first six prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
what is the units digit of the expression n0 ^ n1 + n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
n0 , n1 , n2 , n3 n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
if n0 x = n1 y = n2 , then n3 xy = ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
if n0 x = n1 no_ascii_67 n2 , then x is equal to :	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
n2 ^ ( n1 ) no_ascii_23 no_ascii_37 n2 ^ ( n3 ) = ?	subtract ( n1 , n3 ) | power ( n0 , #0 )
in a throw of a coin find the probability of getting a tail ?	divide ( const_1 , const_2 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , const_4.0 ) | power ( #0 , n2 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n2 ^ ( n1 ) no_ascii_23 no_ascii_37 n2 ^ ( n3 ) = ?	subtract ( n1 , n3 ) | power ( n0 , #0 )
the closest approximation of q = ( n0 no_ascii_62 n1 ) / n2 is	divide ( n1 , n2 ) | multiply ( n0 , #0 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
the average of first six prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
what is the sum of the integers from - n0 to n1 inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the probability of getting sum of n0 on rolling three dices ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
if no_ascii_67 n0 n = n1 , then the value of n is :	log ( n1 ) | multiply ( #0 , const_2 )
what is the smallest integer that is multiple of n0 , n1 , n2	add ( const_3 , const_4 )
two unbiased coins are tossed . find the probability of getting two heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the least common multiple of n0 , n1 , n2 , n3	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
what is the least common multiple of n0 , n1 , and n2 ?	add ( const_10 , const_2 ) | multiply ( const_10 , const_3 ) | subtract ( #1 , const_3 ) | lcm ( #0 , #2 ) | lcm ( n1 , #3 )
if | x | = n0 x - n1 , then x = ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
if each edge of cube increased by n0 % , the percentage increase in	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
what is the least common multiple of n0 , n1 , and n2 ?	add ( const_10 , const_2 ) | multiply ( const_10 , const_3 ) | subtract ( #1 , const_3 ) | lcm ( #0 , #2 ) | lcm ( n1 , #3 )
n0 , n1 , n2 , n3 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the average of first six prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
how many times in a day the hands of a clock are straight ?	multiply ( const_12 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_4 ) | divide ( #2 , const_2 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
what is the sum of the numbers between n0 and n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
how many multiples of n1 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the least common multiple of n0 , n1 , and n2 ?	add ( const_10 , const_2 ) | multiply ( const_10 , const_3 ) | subtract ( #1 , const_3 ) | lcm ( #0 , #2 ) | lcm ( n1 , #3 )
find the value of x : x no_ascii_52 + n0 x + n1 .	multiply ( n0 , const_3 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
how many numbers between n0 and n1 are divisible by n2 and n3 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | floor ( #1 ) | subtract ( #2 , const_2 )
three coins are tossed . find the probability of at most n0 tails ?	power ( const_2 , n0 ) | divide ( n0 , #0 )
how many n3 / n1 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n2 ^ ( n1 ) no_ascii_23 no_ascii_37 n2 ^ ( n3 ) = ?	subtract ( n1 , n3 ) | power ( n0 , #0 )
what is the decimal equivalent of ( n0 / n2 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
what is the least common multiple of n0 , n1 , and n2 ?	add ( const_10 , const_2 ) | multiply ( const_10 , const_3 ) | subtract ( #1 , const_3 ) | lcm ( #0 , #2 ) | lcm ( n1 , #3 )
what is the smallest integer that is multiple of n0 , n1 and n2	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
the simple form of the ratio n2 / n1 : n2 / n3 is	divide ( n2 , n3 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
what is n5 / n2 of n2 / n3 of n4 / n5 ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | divide ( n4 , n0 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
the cube root of what integer power of n0 is closest to n1 ?	add ( const_4 , const_4 ) | divide ( n1 , n0 ) | subtract ( #1 , #0 )
if each edge of cube increased by n0 % , the percentage increase in	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
how many internal diagonals does a hexagon ( n0 sided polygon ) have ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
what is the remainder when n0 * n1 * n2 is divided by n3	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
how many numbers up to n0 are divisible by n1 and n2 both ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | floor ( #1 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many positive even integers less than n0 contain digits n1 or n2 ?	multiply ( n1 , const_2 )
if log n3 n1 = n2 , find the value of log n3 n4	divide ( const_1 , n2 )
what is the smallest integer that is multiple of n0 , n1 , n2	add ( const_3 , const_4 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
the surface of a cube is n0 sq cm . find its volume ?	add ( const_2 , const_4 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
how much n0 % of n2 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the sum of the numbers between n0 and n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the remainder when n0 * n1 * n2 is divided by n3	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if n0 percent of n1 is n2 percent of x , then x =	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the calendar of the year n0 can be used again in the year ?	multiply ( const_4 , const_4 ) | subtract ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
how many internal diagonals does a octagon ( eight sided polygon ) have ?	multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #0 , const_3 ) | multiply ( #1 , #2 )
what is the units digit of ( n0 ^ n1 ) ^ n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
find the number which is nearest to n0 and is exactly divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( n0 , #1 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
three coins are tossed . find the probability of at least n0 tails ?	power ( const_2 , n0 ) | divide ( n0 , #0 )
if | x | = n0 x - n1 , then x = ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
there are n0 girls and n1 boys . how many kids are there ?	divide ( n0 , n1 )
what is the ratio of two no . n0 xy and n1 xy .	divide ( n0 , const_60 )
if each edge of cube increased by n0 % , the percentage increase in	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
two coins are tossed . find the probability of at most n0 tails ?	power ( const_2 , n0 ) | divide ( n0 , #0 )
what is the sum of the integers from - n0 to n1 inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the difference between the place values of two fives in the numerical n0 is	add ( n0 , const_1 ) | divide ( #0 , const_2 )
find the probability that a leap year selected at random will have n0 mondays	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
the average of first six prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
which is the smallest no which divides n0 and gives a perfect square ?	divide ( n0 , const_4 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_3 ) | divide ( #3 , const_2 ) | divide ( #4 , const_2 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
find the smallest number of n0 digits which is exactly divisible by n1 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
find the ratio between n0 hr n1 minutes and n2 hrs n3 minutes .	multiply ( n0 , const_60 ) | multiply ( n2 , const_60 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , #3 )
the value of n3 ^ ( n1 / n3 ) x n3 is :	divide ( n1 , n0 ) | power ( n0 , #0 ) | multiply ( n0 , #1 )
volume of a hemisphere is n0 cu . cm . its radius is :	divide ( const_1 , const_3 ) | multiply ( const_2 , const_pi ) | divide ( #1 , const_3 ) | divide ( n0 , #2 ) | power ( #3 , #0 )
how many positive even integers less than n0 contain digits n1 or n2 ?	multiply ( n1 , const_2 )
what is the units digit of the expression n0 ^ n1 - n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
what is the thousandths digit in the decimal equivalent of n0 / n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | floor ( #1 )
if | x | = n0 x - n1 , then x = ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
n0 , n1 , n2 , n3 , n4 , n5 , ___ ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
how many n0 digit even numbers do not use any digit more than once	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
find value for x from given equation ? x + n0 = - n1	subtract ( n1 , n0 )
( n1 no_ascii_62 n1 + n2 + n4 no_ascii_62 n4 ) is equal to	multiply ( n0 , n0 ) | multiply ( n3 , n3 ) | add ( #0 , #1 ) | add ( n2 , #2 )
what is the sum of odd integers from n0 to n1 , inclusive ?	divide ( n1 , n1 )
find the remainder of the division ( n0 ^ n1 ) / n2 .	power ( n0 , n1 ) | reminder ( #0 , n2 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , const_3 )
what is the remainder when n0 * n1 * n2 is divided by n3	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the calendar of the year n0 can be used again in the year ?	multiply ( const_4 , const_4 ) | subtract ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
find the probability that a leap year chosen at random will have n0 sundays	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
if n0 x = n3 y = n2 , then n3 xy = ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
find the smallest four - digit number which is a multiple of n0 .	divide ( n0 , const_1000 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | multiply ( #3 , #3 )
the difference between the place values of two sevens in the numerical n0 is	add ( n0 , const_1 ) | divide ( #0 , const_2 )
find the smallest number in a gp whose sum is n0 and product n1	divide ( n0 , const_1000 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | multiply ( #3 , #3 )
how many positive even integers less than n0 contain digits n1 or n2 ?	multiply ( n1 , const_2 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the remainder when n0 * n1 * n2 is divided by n3	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many n3 / n1 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
find the number which when added to itself n0 times , gives n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
n0 ^ n1 is divisible by n2 . find the remainder for this ?	subtract ( n2 , n0 )
how many n0 digit odd numbers do not use any digit more than once	add ( n0 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , #2 ) | multiply ( #5 , #4 )
what is the smallest integer that is multiple of n0 , n1 , n2	add ( const_3 , const_4 )
what will be the remainder if n0 ^ n1 is divided by n2 ?	power ( n0 , const_2 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
what is the smallest integer that is multiple of n0 , n1 , n2	add ( const_3 , const_4 )
what is the sum of the integers from - n0 to n1 inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the average of first seven prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
if n0 x = n1 y = n2 , then n3 xy = ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the sum of all the prime factors of n0 and n1 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
how many internal diagonals does a hexagon ( six sided polygon ) have ?	multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #0 , const_3 ) | multiply ( #1 , #2 )
i gain n1 paise on rs . n1 . my gain percent is :	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
what is n5 / n2 of n2 / n3 of n4 / n5 ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | divide ( n4 , n0 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
find the probability that a leap year selected at random will have n0 sundays	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
find the smallest number of n0 digits which is exactly divisible by n1 ?	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
what is the decimal equivalent of ( n2 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
how many days per calendar year is the month a factor of the day	add ( const_1 , const_4 ) | add ( const_1 , const_10 ) | multiply ( const_10 , const_3 ) | multiply ( const_2 , const_4 ) | multiply ( const_3 , const_3 ) | multiply ( const_3 , const_4 ) | add ( #2 , const_1 ) | add ( #0 , const_1 ) | divide ( #2 , const_4 ) | divide ( #2 , #4 ) | divide ( #2 , #1 ) | subtract ( #2 , const_2 ) | add ( #6 , #11 ) | add ( #7 , const_1 ) | divide ( #6 , const_3 ) | divide ( #2 , #7 ) | divide ( #6 , #0 ) | divide ( #6 , #3 ) | divide ( #6 , const_10 ) | divide ( #6 , #5 ) | floor ( #8 ) | floor ( #9 ) | floor ( #10 ) | divide ( #6 , #13 ) | floor ( #14 ) | floor ( #16 ) | floor ( #17 ) | floor ( #18 ) | floor ( #19 ) | add ( #12 , #24 ) | floor ( #23 ) | add ( #29 , #15 ) | add ( #31 , #20 ) | add ( #32 , #25 ) | add ( #33 , #30 ) | add ( #34 , #26 ) | add ( #35 , #21 ) | add ( #36 , #27 ) | add ( #37 , #22 ) | add ( #38 , #28 )
the sum of three consecutive integers is n0 . what are the integers ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
how many internal diagonals does a nonagon ( nine sided polygon ) have ?	multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #0 , const_3 ) | multiply ( #1 , #2 )
in a throw of a coin find the probability of getting a head ?	divide ( const_1 , const_2 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
n0 , n1 , n2 , n3 , n4 , . . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if each edge of cube increased by n0 % , the percentage increase in	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
what is the sum of the numbers between n0 and n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how much n3 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the thousandths digit in the decimal equivalent of n0 / n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | floor ( #1 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
up to n0 , how many no . are odd and prime both ?	divide ( n0 , const_4 ) | add ( #0 , const_2 )
find the product of the local value and absolute value of n0 in n1	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
what is the units digit of ( n0 ^ n1 ) ^ n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
the surface of a cube is n0 sq cm . find its volume ?	add ( const_2 , const_4 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
what is n5 / n2 of n2 / n3 of n4 / n5 ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | divide ( n4 , n0 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
if n0 x = n1 y = n2 , then n3 xy = ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the surface of a cube is n0 sq cm . find its volume ?	add ( const_2 , const_4 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
what is the sum of the integers from - n0 to n1 inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
n0 , n1 , n2 , n3 , n4 , . . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the product of the local value and absolute value of n0 in n1	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
the supplementary of an angle is thrice its complimentary . find the angle .	subtract ( const_100 , const_10 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_2 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
what least number must be subtracted from n0 to get number exactly n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
the value of x + ( xx ) when x = n0 is :	multiply ( n0 , n0 ) | add ( n0 , #0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
evaluate ( n0 + n1 + n2 + . . . + n3 )	add ( n0 , n3 ) | subtract ( n0 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #1 )
what is the least common multiple of n0 , n1 , n2 , n3	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
the difference between the place values of two threes in the numerical n0 is	add ( n0 , const_1 ) | divide ( #0 , const_2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
find the remainder of the division ( n0 ^ n1 ) / n2 .	power ( n0 , n1 ) | reminder ( #0 , n2 )
what is the least common multiple of n0 , n1 , n2 , n3	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
the perimeter of a semi circle is n0 cm then the radius is ?	add ( const_2 , const_pi ) | divide ( n0 , #0 )
how many of the positive factors of n0 are not factors of n1 ?	divide ( n1 , n0 )
n0 ^ n1 is divided by n2 . then what is the remainder ?	subtract ( n2 , n0 )
the difference between the place values of two sevens in the numeral n0 is	add ( n0 , const_1 ) | divide ( #0 , const_2 )
the edge of a cube is n0 a cm . find its surface ?	surface_cube ( n0 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the area of a circle with the circumference of n0 cms ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , const_pi ) | divide ( #2 , const_2 ) | multiply ( #3 , #3 ) | multiply ( #4 , const_pi ) | multiply ( #5 , const_2 )
the calendar of the year n0 can be used again in the year ?	multiply ( const_4 , const_4 ) | subtract ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
what is the probability of getting a sum n0 from two throws of dice	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many internal diagonals does a heptagon ( seven sided polygon ) have ?	multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #0 , const_3 ) | multiply ( #1 , #2 )
the average of first n0 prime numbers which are between n1 and n2 is	add ( n1 , const_3 ) | add ( #0 , const_4 ) | add ( #1 , const_4 )
how much n0 % of n1 is greater than n3 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the units digit of the expression n0 ^ n1 + n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the decimal equivalent of ( n0 / n1 ) ^ n2 ?	divide ( n0 , n1 ) | power ( #0 , n2 )
what is the units digit of ( n0 ^ n1 ) ^ n2 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
what is the thousandths digit in the decimal equivalent of n0 / n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | floor ( #1 )
if each edge of cube increased by n0 % , the percentage increase in	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
if log n0 = n1 , what is the value of log n2 ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
a number exceeds n0 % of itself by n1 . the number is ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the surface of a cube is n0 sq cm . find its volume ?	add ( const_2 , const_4 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
what is the nearest no . to n0 which is divisible by n1 ?	reminder ( n0 , n1 ) | add ( n0 , #0 )
how many multiples of n0 are there between n1 and n2 , inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what is the smallest integer that is multiple of n0 , n1 and n2	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
the surface of a cube is n0 sq cm . find its volume ?	add ( const_2 , const_4 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
what is the thousandths digit in the decimal equivalent of n0 / n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | floor ( #1 )
how much n0 % of n1 is greater than n2 % of n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what no should be subtracted from n0 to make it a perfect square ?	sqrt ( n0 ) | floor ( #0 ) | multiply ( #1 , #1 ) | subtract ( n0 , #2 )
if | x | = n0 x - n1 , then x = ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
the calendar of the year n0 can be used again in the year ?	multiply ( const_4 , const_4 ) | subtract ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 ,	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the sum of all the prime numbers from n0 to n1 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
how many n0 digit odd numbers do not use any digit more than once	add ( n0 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , #2 ) | multiply ( #5 , #4 )
what is the smallest integer that is multiple of n0 , n1 , n2	add ( const_3 , const_4 )
the average of n0 consecutive odd numbers is n1 . find the largest number	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_3 )
what is the smallest integer that is multiple of n0 , n1 and n2	add ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | lcm ( #0 , #1 ) | lcm ( n1 , #2 )
how many multiples of n0 are there between n1 and n2 , exclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
how many n0 digit even numbers do not use any digit more than once	multiply ( n0 , n0 ) | multiply ( const_2 , const_4 ) | subtract ( const_1000 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #3 , #1 ) | subtract ( #2 , #4 ) | add ( #5 , const_10 )
if | x - n0 | = n1 x , then x = ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 )
if log n0 = n1 , the number of digits in n2 is .	multiply ( const_1000 , const_2 ) | subtract ( n2 , #0 ) | multiply ( n1 , #1 )
if | x | = n0 x - n1 , then x = ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
the value of ( log n0 n1 + log n2 n3 ) is :	log ( n3 ) | log ( n2 ) | divide ( #0 , #1 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
how many zeros does n0 ^ n1 x n2 ^ n3 end with ?	add ( const_2 , const_3 ) | divide ( n0 , const_2 ) | divide ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( #2 , #3 )
what is the diagonal of a square field whose perimeter is n0 m ?	divide ( n0 , const_4 ) | sqrt ( const_2 ) | multiply ( #0 , #1 )
the radius of a semi circle is n0 cm then its perimeter is ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the area of a square is n0 m no_ascii_52 . find its perimeter .	sqrt ( n0 ) | square_perimeter ( #0 )
the value of x . n0 no_ascii_23 no_ascii_37 n1 no_ascii_23 no_ascii_37 n2 = x	add ( const_1 , const_4 ) | multiply ( n2 , const_10 ) | add ( #1 , const_3 ) | multiply ( #0 , const_10 ) | add ( #3 , const_3 ) | divide ( #2 , const_100 ) | add ( #4 , #5 )
evaluate : n0 - | - x + n1 | for x = n2	negate ( n2 ) | add ( n1 , #0 ) | negate ( #1 ) | subtract ( n0 , #2 )
how many n3 / n4 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
how many odd numbers between n0 and n1 are the squares of integers ?	add ( n0 , const_4 )
if the cost price is n0 % of sp then what is the profit %	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if no_ascii_67 n0 = n1 , find the value of if no_ascii_67 n2 / n3	divide ( n2 , n3 ) | sqrt ( #0 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
if n0 no_ascii_62 n1 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n0 , n3 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
in a n1 x n1 chess board what is the total number of squares .	add ( n0 , const_1 ) | multiply ( n0 , const_2 ) | subtract ( n0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #2 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
if log n4 n3 = n2 , then log n3 n4 is equal to :	divide ( const_1 , n2 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
what is the area of an equilateral triangle whose one side length is n0 ?	triangle_area_three_edges ( n0 , n0 , n0 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
find the area of a parallelogram with base n0 cm and height n1 cm .	multiply ( n0 , n1 )
n0 / n1 of n2 / n4 of n4 / n5 of n6 = ?	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
what is the remainder of q = n0 ^ n1 when divided by n2 ?	reminder ( n1 , const_4 ) | power ( n0 , #0 ) | reminder ( #1 , n2 )
( n0 x n1 ) + ( n2 x n3 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
what is the value of : - n3 ^ n1 + n3 ^ n3 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
n0 , n1 , n2 , n3 , n4 , n5 , . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n4 * n1 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
how many positive integers less than n0 are neither multiples of n1 or n2 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the simple form of the ratio n0 / n2 : n2 / n3 is ?	divide ( n2 , n3 )
n4 * n1 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
find last digits of ( n0 ^ n1 ) + ( n2 ^ n3 )	reminder ( n1 , const_4 ) | subtract ( const_10 , #0 ) | add ( #1 , const_1 )
the simple form of the ratio n0 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
n0 ! is divided by n1 . then what is the remainder for this ?	factorial ( n0 ) | reminder ( #0 , n1 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
find the sum of all n0 digit natural numbers , which are divisible by n1	add ( const_100 , const_4 ) | multiply ( const_10 , const_100 ) | subtract ( #1 , n1 ) | add ( #0 , #2 ) | subtract ( #2 , #0 ) | divide ( #4 , n1 ) | add ( #5 , const_1 ) | divide ( #6 , const_2 ) | multiply ( #3 , #7 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
what should be added to n0 so that it may become a perfect square ?	add ( const_10 , const_10 ) | add ( const_3 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #0 ) | add ( #3 , #1 ) | multiply ( #4 , #4 ) | subtract ( #5 , n0 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the area of an equilateral triangle whose one side length is n0 ?	triangle_area_three_edges ( n0 , n0 , n0 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
by how much is n0 % of n1 more than n2 % of n3 ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
what is the difference between n0 % of n1 nd n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
if n0 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
if n0 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
find the unknown term n0 , x , n1 , - n2 , - n3	add ( n1 , const_2 ) | divide ( #0 , n0 )
the simple form of the ratio n0 / n2 : n2 / n3 is ?	divide ( n2 , n3 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
if x is less than y by n0 % then y exceed x by :	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what is the sum of the multiples of n0 between n1 and n2 inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
the simple form of the ratio n2 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
if n0 no_ascii_62 n1 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n4 , n3 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
n0 no_ascii_62 ? + ( n1 + n2 ) no_ascii_62 n3 / n4 = n5	add ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( #0 , #1 ) | subtract ( n5 , #2 ) | divide ( #3 , n0 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
what is the sum of the odd integers from n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
x no_ascii_16 n0 no_ascii_62 n1 + n2 no_ascii_77 n3 = n4 , then x =	subtract ( n4 , n2 ) | add ( n3 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
the simple form of the ratio n0 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
find the number of divisors of n0 excluding the divisors which are perfect squares .	multiply ( const_4 , const_4 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_3 )
two unbiased coins are tossed . what is the probability of getting two heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
in no_ascii_50 pqs above , if pq = n0 and ps = n1 , then	divide ( n1 , n0 )
simplify : ( n0 + n3 ) + ( n2 - n3 - n4 )	add ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #1 , n4 ) | add ( #0 , #2 )
the sum of two consecutive number is n0 . which is the larger number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the remainder when n0 no_ascii_62 n1 no_ascii_62 n2 is divided by n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | reminder ( #1 , n3 )
( n0 + n1 ) no_ascii_62 n2 no_ascii_62 ( n3 + n4 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
what is the remainder when n0 ^ ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 / n1 of n2 / n4 of n4 / n5 of n6 = ?	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
what could be the range of a set consisting of odd multiples of n0 ?	multiply ( n0 , const_4 )
the sum of the first n2 numbers , n1 to n2 is always divisible by	add ( n0 , n1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( #2 , #3 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the surface area of a n0 cm x n1 cm x n2 cm brick	surface_rectangular_prism ( n0 , n1 , n2 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
find the l . c . m . of n0 , n1 and n2 .	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | power ( const_2 , const_3 ) | power ( const_3 , const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , #3 ) | divide ( #8 , #0 ) | multiply ( #10 , #9 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
( n0 + n1 + n2 ) - ( n3 x n4 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
the sum of three consecutive even numbers is n0 . what are the numbers ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what should be added to n0 so that it may become a perfect square ?	add ( const_10 , const_10 ) | add ( const_3 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #0 ) | add ( #3 , #1 ) | multiply ( #4 , #4 ) | subtract ( #5 , n0 )
the simple form of the ratio n0 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
three unbiased coins are tossed . what is the probability of getting all tails ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n0 no_ascii_62 n1 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n4 , n3 )
n1 x n1 - n3 x n3 / n4 x n5 is equal to :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
whats the reminder when n0 , n1 , n2 , n3 is divided by n4	reminder ( n0 , n4 )
n4 * n1 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
( n1 no_ascii_62 n1 + n2 + n4 no_ascii_62 n4 ) is equal to :	multiply ( n0 , n0 ) | multiply ( n3 , n3 ) | add ( #0 , #1 ) | add ( n2 , #2 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what is x if n2 x - y = n1 and y = n2 ?	multiply ( n0 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #0 )
how many positive integers less than n0 are neither multiples of n1 or n2 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the sum of the n0 st n1 prime numbers greater than n2 ?	add ( n0 , n2 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( #1 , const_4 ) | add ( #2 , #3 ) | add ( #3 , const_2 ) | add ( #4 , #5 ) | add ( #5 , const_4 ) | add ( #6 , #7 ) | add ( n1 , #7 ) | add ( #8 , #9 )
if n2 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
the year next to n0 having the same calendar as that of n1 is no_ascii_77	subtract ( n0 , n1 ) | add ( n0 , #0 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 / n1 of n2 / n4 of n4 / n5 of n6 = ?	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
if x / y = n2 / z , then n1 x ^ n2 =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the greatest prime factor of n0 ^ n1 - n2 ^ n3 ?	add ( n2 , n3 )
n0 / n1 of n2 / n4 of n4 / n5 of n6 = ?	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
the simple form of the ratio n3 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
if the cost price is n0 % of sp then what is the profit %	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
what is the difference between the place value of n0 in the numeral n1 ?	multiply ( n0 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , #2 )
the side of a cube is n0 m , find the lateral surface area ?	multiply ( const_10 , const_4 ) | add ( #0 , const_3 ) | rectangle_area ( n0 , #1 )
the sum of two consecutive number is n0 . which is the larger number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
how many integers between n0 and n1 are divisible by n2 , and n3 ?	lcm ( n2 , n3 ) | divide ( n1 , #0 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
how many n0 - digit integers exist such that all their digits are odd ?	add ( n0 , const_2 ) | power ( #0 , n0 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
n0 no_ascii_62 ? + ( n1 + n2 ) no_ascii_62 n3 / n4 = n5	add ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( #0 , #1 ) | subtract ( n5 , #2 ) | divide ( #3 , n0 )
the sum of two consecutive number is n0 . which is the larger number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
what is the difference between n0 % of n1 and n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
if log n0 = n1 and log n2 = n3 then log n4 = ?	divide ( n1 , n3 ) | multiply ( n1 , #0 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
what is the remainder when n0 ^ n1 ^ n2 is divided by n3 .	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many positive integers less than n0 are neither multiples of n1 or n2 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is x if x + n2 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
find the probability that a non leap year selected at random will have n0 sundays	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
a rectangular garden is n0 m by n1 m , what is its area ?	multiply ( n0 , n1 )
find the area of a parallelogram with base n0 cm and height n1 cm .	multiply ( n0 , n1 )
what is the sum of the integers from - n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
n4 * n1 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
the sum of n0 consecutive even numbers is n1 . what are the numbers ?	add ( const_2 , const_4 ) | subtract ( n1 , #0 ) | divide ( #1 , n0 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
n4 * n1 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
n0 unbiased coins are tossed . what is the probability of getting n1 tails ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
n0 / n1 of n2 / n4 of n4 / n5 of n6 = ?	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what could be the range of a set consisting of odd multiples of n0 ?	multiply ( n0 , const_4 )
what is the perimeter of a square field whose diagonal is n0 no_ascii_67 n1 ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | add ( n1 , #3 ) | add ( #4 , #4 ) | divide ( #5 , n1 )
find the probability that a leap year selected at random will not have n0 sundays	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
if the cost price is n0 % of sp then what is the profit %	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the area of an equilateral triangle whose one side length is n0 ?	triangle_area_three_edges ( n0 , n0 , n0 )
what could be the range of a set consisting of odd multiples of n0 ?	multiply ( n0 , const_4 )
if n0 x - y = n1 then n2 x - n3 y = ?	multiply ( n0 , n3 ) | add ( n2 , #0 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if n0 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
what is the sum of the odd integers from n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
if n0 no_ascii_62 n3 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n4 , n3 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
what is the units digit of the product of the first n0 odd numbers ?	lcm ( n0 , const_1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , n1 )
find the number of elements in the power set of { n0 , n1 }	add ( const_2 , const_2 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
what is the sum of the integers from - n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the area of an equilateral triangle whose one side length is n0 ?	triangle_area_three_edges ( n0 , n0 , n0 )
the sum of four consecutive even numbers is n0 , find the third number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
what is the probability of getting sum n0 with the help of three dice ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if x / y = n0 / z , then n1 x ^ n2 =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the middle one when the sum of n0 consecutive even numbers is n1 ?	add ( n0 , n0 ) | subtract ( n1 , #0 ) | divide ( #1 , n0 ) | add ( #2 , const_2 )
how many positive integers less than n1 have no common prime factor with n1 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many positive integers less than n0 are neither multiples of n1 or n2 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
find the least number of n0 digits , which is exactly divisible by n1 .	multiply ( const_10 , const_1000 ) | subtract ( #0 , const_1 ) | divide ( #1 , n1 ) | add ( #2 , const_1 ) | floor ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_4 ) | divide ( #6 , const_100 ) | add ( #7 , const_2 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
( n0 x n4 ) + ( n2 x n3 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
how many positive n1 - digit integers are divisible by both n1 and n2 ?	lcm ( n0 , n2 ) | divide ( const_1000 , #0 ) | divide ( const_100 , #0 ) | floor ( #1 ) | floor ( #2 ) | subtract ( #3 , #4 )
what is the remainder when you divide n2 ^ n1 - n2 by n3 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
determine the value of ( n0 / n1 + n2 / n3 ) * n4	multiply ( n0 , n1 ) | subtract ( n4 , n3 ) | add ( n3 , #0 ) | subtract ( #2 , #1 ) | add ( #3 , const_1 ) | divide ( #4 , n2 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , n1 )
n5 x n5 + n6 x n6 - n4 x n5 x n6 = ?	multiply ( n0 , n0 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( #3 , #4 )
what is the remainder when n0 ^ n1 + n2 is divided by n3 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
( n0 + n1 + n2 ) - ( n3 x n4 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
what is the sum of all the numbers between n0 and n1 , inclusive ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
the red triangle is equilateral with a side of n0 centimetres . its perimeter is	triangle_perimeter ( n0 , n0 , n0 )
three unbiased coins are tossed . what is the probability of getting n0 heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
what could be the range of a set consisting of odd multiples of n0 ?	multiply ( n0 , const_4 )
find the area of a parallelogram with base n0 cm and height n1 cm .	multiply ( n0 , n1 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
if n0 / n1 = n2 , then n3 / n4 is equal to ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
if n0 no_ascii_23 no_ascii_37 n1 = n2 , then n3 no_ascii_23 no_ascii_37 n4 = ?	divide ( n1 , n4 ) | divide ( n2 , #0 )
what is the remainder of g = n0 ^ n1 when divided by n2 ?	reminder ( n1 , const_4 ) | power ( n0 , #0 ) | reminder ( #1 , n2 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
( n0 x n1 ) + ( n2 x n3 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
calculate the standard deviation of each data set { n0 , n2 , n2 }	add ( n0 , n1 ) | add ( const_3 , const_4 ) | subtract ( const_3 , const_1 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #3 , const_3 ) | subtract ( #5 , n1 ) | subtract ( #5 , n0 ) | power ( #6 , const_2 ) | power ( #7 , const_2 ) | add ( #8 , #8 ) | add ( #10 , #9 ) | divide ( #11 , #2 ) | sqrt ( #12 ) | divide ( #13 , #4 )
find the number , difference between number and its n0 / n1 is n2 .	divide ( n2 , const_2 ) | multiply ( n1 , #0 )
what is the perimeter of a square field whose diagonal is n0 no_ascii_67 n1 ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | add ( n1 , #3 ) | add ( #4 , #4 ) | divide ( #5 , n1 )
if n0 no_ascii_23 no_ascii_37 n1 = n2 , then n3 no_ascii_23 no_ascii_37 n4 = ?	divide ( n1 , n4 ) | divide ( n2 , #0 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
what is the sum of the multiples of n0 between n1 and n2 inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
x ^ y + y ^ x = n0 find the values of x ?	subtract ( n0 , const_1 )
find the value of ( n1 * n1 - n3 * n3 / n4 )	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
if n3 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
what is the perimeter of a square with area p ^ n0 / n1 ?	divide ( n0 , n1 ) | power ( const_pi , #0 ) | sqrt ( #1 ) | multiply ( #2 , const_4 )
find the area of a parallelogram with base n0 cm and height n1 cm .	multiply ( n0 , n1 )
what is the remainder of r = n0 ^ n1 when divided by n2 ?	reminder ( n1 , const_4 ) | power ( n0 , #0 ) | reminder ( #1 , n2 )
if n0 percent of n1 is n2 percent of x , then x = ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many pieces of n0 meteres can be cut from a rod n1 meteres long	divide ( n1 , n0 )
if the cost price is n0 % of sp then what is the profit %	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the sum of the multiples of n0 between n1 and n2 inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the difference between the squares of two consecutive numbers is n0 . the numbers are	add ( n0 , const_1 ) | divide ( #0 , const_2 )
how many times in a day , the hands of a clock are straight ?	multiply ( const_12 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_4 ) | divide ( #2 , const_2 )
find the area of a parallelogram with base n0 cm and height n1 cm .	multiply ( n0 , n1 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
n4 no_ascii_23 no_ascii_42 n4 no_ascii_23 no_ascii_42 n4 no_ascii_23 no_ascii_42 n4 x n4 = n5 ?	divide ( n0 , n3 ) | subtract ( #0 , const_1 )
if x is less than y by n0 % then y exceed x by :	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
( n0 x n1 ) + ( n2 x n3 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
the surface area of a cube is n0 sq . cm . find its volume	multiply ( const_2 , const_3 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | volume_cube ( #2 )
what is the difference between the local values of n0 in the number n1 ?	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
$ n0 will become $ n1 in n2 years find the rate of interest ?	divide ( n2 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #1 , #2 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , ____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is value of x if n0 - y = n1 x - y ?	add ( n0 , const_1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 )
if n0 no_ascii_62 n1 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n4 , n3 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
total number of n0 digit number do not having the digit n1 or n2 .	add ( n1 , n2 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | add ( n1 , #2 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
( n0 + n1 + n2 + . . . + n3 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
if n0 no_ascii_5 n1 = n2 < the value of n3 no_ascii_16 n4 is :	divide ( n3 , n4 )
the sum of two consecutive number is n0 . which is the larger number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the sum of n0 consecutive even numbers is n1 , find the third number ?	divide ( n1 , n0 ) | add ( #0 , const_1 )
if x is less than y by n0 % then y exceed x by :	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
find the product of the local value and absolute value of n0 in n1 ?	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
in no_ascii_50 pqs above , if pq = n0 and ps = n1 , then	divide ( n1 , n0 )
find the average of all numbers between n0 and n1 which are divisible by n2	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #1 ) | multiply ( n2 , #0 ) | add ( #4 , #2 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | divide ( #8 , n2 )
what should be added to n0 so that it may become a perfect square ?	add ( const_10 , const_10 ) | add ( const_3 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #0 ) | add ( #3 , #1 ) | multiply ( #4 , #4 ) | subtract ( #5 , n0 )
n0 , n1 , x , n2 , n3 , n4 value of x ?	add ( n1 , const_2 )
if the number n0 * n1 is divisible by n2 , then * = ?	multiply ( n0 , const_100 ) | reminder ( #0 , n2 ) | subtract ( n2 , #1 ) | divide ( #2 , const_10 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if log n0 = n1 and log n2 = n3 , then find log n4	divide ( n1 , n3 ) | multiply ( n1 , #0 )
the simple form of the ratio n0 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
how many prime numbers between n0 and n1 are factors of n2 , n3 ?	multiply ( n0 , const_4 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
solve x n0 no_ascii_21 no_ascii_15 no_ascii_30 n1 x no_ascii_21 no_ascii_15 no_ascii_30 n2 = n3 .	multiply ( n0 , n2 )
if n0 no_ascii_23 no_ascii_37 n1 = n2 , then n3 no_ascii_23 no_ascii_37 n4 = ?	divide ( n1 , n4 ) | divide ( n2 , #0 )
find the largest number of n0 digits which is exactly divisible by n1 , n2	multiply ( const_10 , const_1000 ) | reminder ( n2 , const_100 ) | reminder ( n1 , const_100 ) | subtract ( n2 , #1 ) | subtract ( n1 , #2 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | lcm ( #5 , #6 ) | lcm ( #7 , #1 ) | lcm ( #8 , #2 ) | divide ( #0 , #9 ) | floor ( #10 ) | multiply ( #11 , #9 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
if n0 no_ascii_23 no_ascii_37 n1 = n2 , then n3 no_ascii_23 no_ascii_37 n4 = ?	divide ( n1 , n4 ) | divide ( n2 , #0 )
the unit digit in the product n0 * n1 * n2 * n3 is ?	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
n0 * n1 = no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 no_ascii_7 _________	multiply ( n0 , n1 )
what is the remainder of w = n0 ^ n1 when divided by n2 ?	reminder ( n1 , const_4 ) | power ( n0 , #0 ) | reminder ( #1 , n2 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the simple form of the ratio n0 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
if n4 and n3 are positive integers , then n4 * n3 + n4 is	lcm ( n0 , n1 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what is the radius of a circle that has a circumference of n0 meters ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 )
find the number which is nearest to n0 and is exactly divisible by n1 .	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( n0 , #1 )
what is the difference between n0 % of n1 nd n2 % of n3 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
what is the remainder when you divide n2 ^ n1 + n2 by n3 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the remainder when you divide n0 ^ n1 + n2 by n3 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
find the unknown term n0 , n1 , x , - n2 , - n3	divide ( n3 , n2 ) | subtract ( #0 , const_1 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the difference between the place values of n0 and n1 in the number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
the radius of a circle is n0 / no_ascii_35 cm then its perimeter is ?	divide ( n0 , const_pi ) | multiply ( #0 , const_pi ) | multiply ( #1 , const_2 )
what is the sum of the integers from - n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the remainder when n0 ^ ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
find the number of zero no_ascii_32 s in n1 ! ( n1 factorial ) ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | floor ( #1 ) | floor ( #4 ) | floor ( #5 ) | add ( #6 , #7 ) | add ( #9 , #8 )
what is the sum of the odd integers from n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
if n1 log ( n1 * n2 ^ n3 ) = x , find x	power ( n2 , n3 ) | multiply ( n1 , #0 ) | power ( #1 , n0 )
if bat = n0 hat = n1 cat = n2 then whats rat = ?	add ( n2 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #1 , const_2 ) | subtract ( #0 , #2 )
if x is less than y by n0 % then y exceed x by :	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
how many positive integers less than n0 are neither multiples of n1 or n2 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
n4 * n6 + n4 * n3 + n4 * n5 + n6 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 )
the sum of three consecutive even numbers is n0 , find the first number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
( n0 x n1 ) + ( n2 x n3 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
what is the sum of the integers from - n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
n0 , n1 , n2 , n3 , n4 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
an athlete runs n0 metres race in n1 seconds . what is his speed ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the sum of all the multiples of n0 between n1 and n2 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
what is the remainder of e = n0 ^ n1 when divided by n2 ?	reminder ( n1 , const_4 ) | power ( n0 , #0 ) | reminder ( #1 , const_10 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
the average of n0 consecutive numbers is n1 . the largest of these numbers is	add ( const_1 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #8 , #9 ) | subtract ( #1 , #10 ) | divide ( #11 , n0 ) | add ( #4 , #12 )
( n0 x n1 ) + ( n2 x n4 ) = ? x n4	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
what is the probability of getting equilateral triangles from the vertices of regular hexagon ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
find the slope of the line perpendicular to the line y = x - n0	negate ( const_1 )
at what rate percent per annum will sum of money double in n0 years ?	divide ( const_100 , n0 )
what is the area of a square field whose diagonal of length n0 m ?	square_area ( n0 ) | divide ( #0 , const_2 )
if n0 no_ascii_62 n1 = n2 , then n3 no_ascii_62 n4 is equal to :	multiply ( n4 , n3 )
if n2 pr = n1 and if n2 cr = n3 , find r ?	divide ( n1 , n3 ) | divide ( #0 , n0 )
evaluate : n0 + sqrt ( - n3 + n2 no_ascii_62 n3 no_ascii_16 n4 )	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
$ n0 will become $ n1 in n2 years find the rate of interest ?	divide ( n2 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #1 , #2 )
find the simple interest on rs n0 at n1 / n2 % for n3 months	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what should be added to n0 so that it may become a perfect square ?	add ( const_10 , const_10 ) | add ( const_3 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #0 ) | add ( #3 , #1 ) | multiply ( #4 , #4 ) | subtract ( #5 , n0 )
how many times digit n0 is used while writing numbers from n1 to n2 ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( n2 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , #0 ) | add ( #3 , #4 ) | add ( #5 , #1 )
what is the remainder when n0 ^ ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the sum of the multiples of n0 between n1 and n2 inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
if x is less than y by n0 % then y exceed x by :	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
in no_ascii_50 pqs above , if pq = n0 and ps = n1 , then	divide ( n1 , n0 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
what should be added to n0 so that it may become a perfect square ?	add ( const_10 , const_10 ) | add ( const_3 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #0 ) | add ( #3 , #1 ) | multiply ( #4 , #4 ) | subtract ( #5 , n0 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if the area of a circle is n0 pi square feet , find its circumference .	sqrt ( n0 ) | circumface ( #0 )
how many n0 - digit positive integers are multiple of each integer from n1 to n2	add ( n1 , n0 ) | add ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
the diagonal of a rhombus are n0 m and n1 m . its area is :	rhombus_area ( n0 , n1 )
find the last digit of ( n0 ^ n3 ) + ( n2 ^ n3 )	reminder ( n0 , const_10 ) | reminder ( n1 , const_10 ) | power ( #0 , #1 ) | reminder ( #2 , const_10 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
if ( n + n0 ) ! / n ! = n1 , n = ?	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 ,	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
n0 , n1 , n2 , n3 , n4 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
how much is n4 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
find the value for x from below equation : x / n0 = - n1 ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
the average of n0 consecutive numbers is n1 . the highest of these numbers is :	add ( const_1 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #8 , #9 ) | subtract ( #1 , #10 ) | divide ( #11 , n0 ) | add ( #4 , #12 )
the compound ratio of n5 : n1 , n5 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
subtracting n0 % of a from a is equivalent to multiplying a by how much ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 )
at what rate percent per annum will a sum of money double in n0 years .	divide ( const_100 , n0 )
the sum of all the integers f such that - n0 < f < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
find the l . c . m of n0 , n1 , n2 and n3 .	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | power ( const_2 , const_3 ) | power ( const_3 , const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , #3 ) | divide ( #8 , #0 ) | multiply ( #10 , #9 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what are the total number of divisors of n2 ( including n1 and n2 ) ?	multiply ( const_0_25 , const_100 ) | divide ( n0 , #0 )
which number can we add to n0 to get a number exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what is the smallest integer z for which n0 ^ z > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
if the radius of the sphere is n0 m . then its total surface area is	surface_sphere ( n0 )
sum of two numbers is n0 and their difference is n1 . find their product .	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
find the value for x from below equation : x / n0 = - n1 ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
{ ( n4 + n5 ) n2 - n3 x n4 x n5 } = ?	add ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n1 , #1 ) | power ( #0 , n2 ) | subtract ( #3 , #2 )
what is the sum of the multiples of n0 from n1 to n2 , inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
find the surface area of a n0 cm x n1 cm x n2 cm brick .	surface_rectangular_prism ( n0 , n1 , n2 )
n0 men shake hands with each other . maximum no of handshakes without cyclic handshakes .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #0 , #1 )
how many pieces of n0 metres can be cut from a rod n1 metres long ?	divide ( n1 , n0 )
how many positive integers less than n0 are evenly divisible by neither n1 nor n2 ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | lcm ( n1 , n2 ) | subtract ( n0 , const_1 ) | divide ( n0 , #2 ) | floor ( #0 ) | floor ( #1 ) | add ( #5 , #6 ) | floor ( #4 ) | subtract ( #7 , #8 ) | subtract ( #3 , #9 ) | divide ( #10 , const_1000 ) | floor ( #11 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what distance will be covered by a bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
how many cubes of edge n0 dm can be cut out of a meter cube ?	volume_cube ( const_10 ) | volume_cube ( n0 ) | divide ( #0 , #1 )
the compound ratio of n5 : n1 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
how many positive integers less than n0 have a reminder n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the lowest positive integer that is divisible by n0 through n1 , inclusive ?	lcm ( n0 , n1 )
the greatest number that divides n0 and n1 leaving remainders n2 and n3 respectively is :	gcd ( n0 , n1 ) | subtract ( n1 , n3 ) | divide ( #1 , #0 )
how many pieces can a square pizza be cut into by making n0 linear cuts ?	multiply ( n0 , const_3 ) | subtract ( #0 , const_1 )
the value of x + x ( x ^ x ) when x = n0 is	power ( n0 , n0 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
solve the given equation n0 ^ y = n1 ^ n2 , what is y ?	log ( n0 ) | log ( n1 ) | divide ( #0 , #1 ) | divide ( n2 , #2 )
the diagonal of a rhombus are n0 m and n1 m . its area is :	rhombus_area ( n0 , n1 )
how many litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what distance will be covered by a bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
the sum of all the integers k such that no_ascii_77 n1 < k < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
( n4 + n5 ) n2 no_ascii_73 ( n3 no_ascii_62 n4 no_ascii_62 n5 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many n0 - digit numerals end with a digit that represents a prime number ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
the largest natural number which exactly divides the product of any n0 consecutive natural numbers is	factorial ( n0 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
n0 % of x = n1 % of n2 . find the value of x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
what is the sum of all digits for the number n0 ^ n1 - n2 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
n = n2 / n1 + n2 / n3 what is the value of n ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 )
at what rate percent per annum will a sum of money double in n0 years .	divide ( const_100 , n0 )
how many integers between n0 and n1 have tens digit n2 and units digit n3 ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | subtract ( #1 , const_10 ) | divide ( #2 , const_1000 ) | floor ( #3 )
n0 men shake hands with each other . maximum no of handshakes without cyclic handshakes .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #0 , #1 )
find value of x : n0 x ^ n3 + n2 x + n3 = n4	add ( n0 , n0 ) | multiply ( n0 , n0 ) | divide ( #1 , const_2 ) | add ( #0 , #2 ) | multiply ( #3 , const_10 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n4 + n4 + n4 no_ascii_52 + n4 no_ascii_46 . . . + n4 ^ n5	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
what is the smallest integer k for which n0 ^ k > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
if the radius of a circle is decreased by n0 % , find the percentage decrease	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
if the number is divided by n0 , it reduced by n1 . the number is	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 )
if the area of a circle is n0 pi square feet , find its circumference .	sqrt ( n0 ) | circumface ( #0 )
what is the lowest positive integer that is divisible by n0 through n1 , inclusive ?	lcm ( n0 , n1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
n0 % of x = n1 % of n2 . find the value of x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
what is the perimeter of a square with area n0 p ^ n1 / n2 ?	sqrt ( n0 ) | sqrt ( n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_4 )
n4 + n4 + n4 no_ascii_52 + n4 no_ascii_46 . . . + n4 ^ n5	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
n0 men shake hands with each other . maximum no of handshakes without cyclic handshakes .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #0 , #1 )
what is the smallest integer b for which n0 ^ b > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
how many odd numbers between n0 and n1 , n2 are the squares of integers ?	add ( n0 , const_4 )
what is the smallest integer x for which n0 ^ x > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
what is the maximum area that can be enclosed by a wire n0 cm long ?	divide ( n0 , const_2 ) | divide ( #0 , const_pi ) | circle_area ( #1 )
the area of a circle of radius n0 is numerically what percent of its circumference ?	circle_area ( n0 ) | circumface ( n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the unit digit in the product ( n0 x n1 x n2 x n3 ) is	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
the compound ratio of n0 : n2 , n2 : n4 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( const_2.0 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
how many litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if n0 = n1 n2 = n3 n4 = n5 then , n6 = ? ?	add ( const_2 , const_3 ) | multiply ( n1 , #0 )
at what rate percent per annum will a sum of money double in n0 years .	divide ( const_100 , n0 )
n0 + n1 + n2 + . . . n3 + n4 + n5 = ?	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
the difference between the squares of two consecutive numbers is n0 . find the numbers .	add ( n0 , const_1 ) | divide ( #0 , const_2 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
what is the remainder when ( n0 ) ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is remainder of the division ( n0 * n1 * n2 ) / n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , const_3 ) | subtract ( #1 , #2 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the sum of all the integers k such that no_ascii_77 n0 < k < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
which n0 digit number has its digits reversed when you double it and take n1 ?	add ( n0 , const_10 ) | multiply ( #0 , const_3 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
( n0 ) n1 no_ascii_62 ( n2 ) n3 no_ascii_62 ( n4 ) n5 = ?	power ( n0 , n1 ) | power ( n2 , n3 ) | power ( n4 , n5 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 )
the sum of all the integers k such that no_ascii_77 n0 < k < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
what distance will be covered by a bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
the diagonal of a rhombus are n0 m and n1 m . its area is :	rhombus_area ( n0 , n1 )
n1 x n1 + n6 x n6 + n4 x n5 x n6 = x ?	multiply ( n0 , n0 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( #3 , #4 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
the diagonal of a rhombus are n0 m and n1 m . its area is :	rhombus_area ( n0 , n1 )
how many positive integers less than n0 have a reminder n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if p / q = n0 / n1 , then n2 p + q = ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
if n0 - n1 / x = n2 + n3 / x , then x =	add ( n3 , const_4 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
n0 , n1 , n2 , n3 , n4 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
two cubes of tire sides ratio n0 : n1 . find its cube volumes ratio ?	volume_cube ( n0 ) | volume_cube ( n1 ) | divide ( #0 , #1 )
the perimeter of a square is n0 m . find the area of the square .	divide ( n0 , const_4 ) | square_area ( #0 )
find the surface area of a n0 cm x n1 cm x n2 cm brick .	surface_rectangular_prism ( n0 , n1 , n2 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
what is the remainder when ( n0 ) ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
which number need to add to n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if radius of a circle is diminished by n0 % then its area is diminished by	circle_area ( const_1 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | circle_area ( #2 ) | subtract ( #0 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
which number need to add to n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
what is the smallest integer k for which n0 ^ k > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
the sum of all the integers k such that no_ascii_73 n0 < k < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
if a number is subtracted from its square we get n0 . find the number ?	multiply ( n0 , const_4 ) | add ( #0 , const_1 ) | sqrt ( #1 ) | add ( #2 , const_1 ) | divide ( #3 , const_2 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
what is the hcf of n0 / n1 , n2 / n3 and n4 / n5	divide ( n0 , n5 )
what is the sum of all the even numbers between n0 and n1 , inclusive ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
the sum of three consecutive integers is n0 . find the lowest of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
if p / q = n0 / n1 , then n2 p + q = ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
the sum of all the integers k such that no_ascii_77 n0 < k < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
what distance will be covered by a bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
the sum of a number and its square is n0 . what is the number ?	multiply ( const_100 , const_4 ) | multiply ( const_2 , const_3 ) | subtract ( const_1 , const_2 ) | add ( #0 , const_1000 ) | add ( #3 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , const_4 ) | subtract ( const_1 , #6 ) | sqrt ( #7 ) | add ( #8 , #2 ) | divide ( #9 , const_2 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if ( n + n0 ) ! / n ! = n1 , n = ?	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
if ( n + n0 ) ! / n ! = n1 , n = ?	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
how many n0 - digit odd numbers do not use any digit more than once ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( #2 , #2 ) | multiply ( #1 , #3 ) | multiply ( #0 , #4 )
how many numbers between n0 and n1 are divisible by n2 , n3 and n4 ?	add ( const_1 , const_4 ) | lcm ( #0 , const_4 ) | lcm ( n3 , #1 ) | divide ( n1 , #2 ) | divide ( n0 , #2 ) | floor ( #3 ) | floor ( #4 ) | subtract ( #5 , #6 )
the sum of all consecutive odd integers from no_ascii_73 n0 to n1 , inclusive , is	add ( n0 , const_2 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( n1 , #4 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
if the number is divided by n0 , it reduced by n1 . the number is	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 )
if ( n + n0 ) ! / n ! = n1 , n = ?	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
which number need to add to n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
if n0 % of n1 % of a number is n2 , then the number is	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | divide ( n2 , #2 )
which number can we add to n0 to get a number exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
if you add all the numbers on your mobile phone , what is the answer ?	subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 )
which number can we add to n0 to get a number exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
n4 + n4 + n4 no_ascii_52 + n4 no_ascii_46 . . . + n4 ^ n5	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
the diagonal of a square is n0 m . the area of the square is :	power ( n0 , const_2 ) | divide ( #0 , const_2 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
find the value for x from below equation : x / n1 = - n1 ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is the lowest positive integer that is divisible by n0 through n1 , inclusive ?	lcm ( n0 , n1 )
at what rate percent per annum will a sum of money double in n0 years .	divide ( const_100 , n0 )
if you multiply all the numbers on your mobile phone , what is the answer ?	subtract ( const_1 , const_1 ) | multiply ( #0 , const_1 )
what is the smallest integer n for which n0 ^ n > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
if the radius of a circle decreased by n0 % its area is decreased by :	divide ( n0 , const_100 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
two unbiased coins are tossed . what is probability of getting at most one tail ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
find the value for x from below equation : x / n0 = - n1 ?	subtract ( n1 , const_4 ) | multiply ( #0 , const_3 )
the side of a cube is n0 m , find it ' s surface area ?	multiply ( const_10 , const_4 ) | add ( #0 , const_3 ) | rectangle_area ( n0 , #1 )
if p / q = n0 / n1 , then n2 p + q = ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
two unbiased coins are tossed . find the probability of getting at most one head ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many pieces can a square pizza be cut into by making n0 linear cuts ?	multiply ( n0 , const_3 ) | subtract ( #0 , const_1 )
what is the sum of the multiples of n0 from n1 to n2 , inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if n0 / ( n1 + n2 / x ) = n3 , then x =	subtract ( n0 , n1 ) | divide ( n2 , #0 )
n0 , n1 , n2 , n3 , n4 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
what is the remainder when ( n0 ) ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
n0 + n1 + n2 + . . . n3 + n4 + n5 = ?	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
how many pieces can a square pizza be cut into by making n0 linear cuts ?	multiply ( n0 , const_3 ) | subtract ( #0 , const_1 )
a car covers a distance of n0 km in n1 hours . find its speed ?	divide ( n0 , n1 )
rhoda tosses a coin n0 times . find the probability of getting exactly n1 heads .	choose ( n0 , n1 ) | power ( const_2 , n0 ) | divide ( #0 , #1 )
find the least number of five digits which is exactly divisible by n0 and n1 ?	multiply ( const_10 , const_1000 ) | subtract ( #0 , const_1 ) | divide ( #1 , n1 ) | add ( #2 , const_1 ) | floor ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_4 ) | divide ( #6 , const_100 ) | add ( #7 , const_2 )
the sum of all consecutive odd integers from no_ascii_73 n0 to n1 , inclusive , is	add ( n0 , const_2 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( n1 , #4 )
if x + y + z = n0 . then xy + yz + zx is	divide ( n0 , const_4 )
if the number is divided by n0 , it reduced by n1 . the number is	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the compound ratio of n4 : n1 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
the greatest number that divides n0 and n1 leaving remainder n2 and n3 respectively is :	gcd ( n0 , n1 ) | subtract ( n1 , n3 ) | divide ( #1 , #0 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the last digit in ( n0 ^ n1 - n2 ^ n3 ) ?	multiply ( const_4 , const_4 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a n0 % stock yield n1 % . the market value of the stock is ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if the area of a circle is n0 pi square feet , find its circumference .	sqrt ( n0 ) | circumface ( #0 )
what is the next number n0 n1 n2 n3 n4 n5 n6 n7 n8 n9 ?	reminder ( n9 , const_100 ) | add ( #0 , const_2 ) | add ( #1 , const_100 )
if the area of a circle is n0 pi square feet , find its circumference .	sqrt ( n0 ) | circumface ( #0 )
if the number is divided by n0 , it reduced by n1 . the number is	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 )
subtracting n0 % of a from a is equivalent to multiplying a by how much ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
the curved surface of a sphere is n0 pi cm n1 . find its radius ?	divide ( n0 , const_4 ) | sqrt ( #0 )
how many times are the hands of a clock at right angle in n0 hours ?	multiply ( const_12 , const_2 ) | multiply ( const_12 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
how many positive integers less than n0 have a reminder n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
n0 , n1 , n2 , n3 , n4 , . n5 find term of sequnce	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n0 / n1 = n2 / x , then the value of x is :	multiply ( n1 , n2 ) | divide ( #0 , n0 )
the sum of all consecutive odd integers from no_ascii_73 n0 to n1 , inclusive , is	add ( n0 , const_2 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( n1 , #4 )
find the area of the square , one of whose diagonals is n0 m long ?	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( #0 , #1 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
how many n0 - digit numerals begin with a digit that represents a prime number ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
n0 % of a number x is n2 . what is n2 % of x .	divide ( n0 , n1 ) | add ( n1 , #0 ) | add ( #1 , const_4 ) | subtract ( #2 , n1 )
find the value of x in ( x / n0 ) + n1 = n2 .	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
the compound ratio of n0 : n3 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
the compound ratio of n0 : n2 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
find the average of all the numbers between n0 and n1 which are divisible by n2	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
n0 , n1 , n2 , n3 , n4 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
n0 % of x = n1 % of n2 . find the value of x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
a n0 % stock yields n1 % . the market value of the stock is ?	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
what is the smallest integer c for which n0 ^ c > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
find the average of all the numbers between n0 and n1 which is divisible by n2	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if n0 / ( n1 + n3 / x ) = n3 , then x =	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the compound ratio of n5 : n1 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
what distance will be covered by a bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if ( n + n0 ) ! / n ! = n1 , n = ?	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
find out the square of a number which when doubled exceeds its quarter by n0 ?	add ( const_1 , const_4 ) | divide ( const_1 , #0 ) | subtract ( const_2 , #1 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
the sum of two consecutive even integers is n0 . what are the two numbers ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
the greatest number that divides n0 and n1 leaving remainder n2 and n3 respectively is :	gcd ( n0 , n1 ) | subtract ( n1 , n3 ) | divide ( #1 , #0 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
what is the hcf of n0 / n1 , n5 / n3 and n4 / n5	divide ( n0 , n5 )
what is the sum of the multiples of n0 from n1 to n2 , inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
what is the smallest integer y for which n0 ^ y > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
if p / q = n2 / n1 , then n2 p + q = ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
n0 % of n1 is the same as vx % of n2 . find x .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 % of x = n1 % of n2 . find the value of x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
the area of the maximum size of the circle described from the n0 inch square ?	divide ( n0 , const_2 ) | circle_area ( #0 )
what is the sum of all digits for the number n0 ^ n1 - n2 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
how many positive integers less than n0 have a reminder n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
which number need to add to n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
find the surface area of a n0 cm x n1 cm x n2 cm brick .	surface_rectangular_prism ( n0 , n1 , n2 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
the compound ratio of n5 : n1 , n2 : n4 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
how many odd numbers between n0 and n1 , n2 are the squares of integers ?	add ( n0 , const_4 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
which number can we add to n0 to get a number exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
find the l . c . m of n0 , n1 , n2 and n3 .	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | power ( const_2 , const_3 ) | power ( const_3 , const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , #3 ) | divide ( #8 , #0 ) | multiply ( #10 , #9 )
what is the probability of getting a sum n0 from two throws of a dice ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many times are the hands of a clock at right angle in n0 days ?	multiply ( const_12 , const_2 ) | multiply ( const_12 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
n0 + n1 + n2 + x = n3 . find the value of x .	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
the perimeter of one face a of cube is n0 cm . its volume must be	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
n0 % of x = n1 % of n2 . find the value of x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
subtracting n0 % of a from a is equivalent to multiplying a by how much ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the sum of all digits for the number n0 ^ n1 - n2 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
at what rate percent per annum will a sum of money double in n0 years ?	divide ( const_100 , n0 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the units digit of the expression n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
find the simple interest on $ n0 for n1 years at n2 % per annum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what is the sum of the multiples of n0 from n1 to n2 , inclusive ?	add ( n1 , const_2 ) | subtract ( n2 , const_3 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | divide ( #3 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , const_1 ) | multiply ( #6 , #5 )
the sum of n0 consecutive integers is n1 . how many of them are prime ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | subtract ( const_10 , #1 ) | subtract ( #2 , const_2 )
how many positive integers less than n0 have a reminder n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many odd numbers between n0 and n1 , n2 are the squares of integers ?	add ( n0 , const_4 )
n0 men shake hands with each other . maximum no of handshakes without cyclic handshakes .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #0 , #1 )
the compound ratio of n0 : n4 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
how many litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the compound ratio of n5 : n1 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
what is the hcf of n0 / n1 , n2 / n3 and n4 / n5	divide ( n0 , n5 )
what is the greatest prime factor of n0 ^ n3 + n2 ^ n3 + n4	multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , n4 ) | add ( #2 , const_3 ) | add ( #3 , const_3 )
find the surface area of a n0 cm * n1 cm * n2 cm brick .	surface_rectangular_prism ( n0 , n1 , n2 )
how many litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what is the probability of getting atmost one head when two unbiased coin are tossed ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
of the n0 - digit integers greater than n1 , how many have distinct digits ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #2 , #1 )
what is remainder of the division ( n0 * n1 * n2 ) / n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , const_3 ) | subtract ( #1 , #2 )
what is the probability of getting a sum of n0 when rolling n1 dice simultaneously ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
n4 + n4 + n4 no_ascii_52 + n4 no_ascii_46 . . . + n4 ^ n5	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
{ ( n4 + n5 ) n2 - n3 x n4 x n5 } = ?	add ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n1 , #1 ) | power ( #0 , n2 ) | subtract ( #3 , #2 )
n0 men shake hands with each other . maximum no of handshakes without cyclic handshakes .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #0 , #1 )
find the value for x from below equation : x / n0 = - n1 ?	subtract ( const_2.0 , const_4 ) | multiply ( #0 , n0 )
find the average of all the numbers between n0 and n1 which are divisible by n2	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the ratio of the areas of a square and rhombus whose base is same is :	inverse ( const_2 ) | multiply ( #0 , const_4 ) | divide ( #1 , #0 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
how many multiples of n0 are less than n1 , and also multiples of n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the compound ratio of n4 : n1 , n4 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many times are the hands of a clock at right angle in n0 days ?	multiply ( const_12 , const_2 ) | multiply ( const_12 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
subtracting n0 % of a from a is equivalent to multiplying a by how much ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
if the area of a circle is n0 pi square feet , find its circumference .	sqrt ( n0 ) | circumface ( #0 )
what is the lowest positive integer that is divisible by n0 through n1 , inclusive ?	lcm ( n0 , n1 )
which number need to add to n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
what is the probability of getting a sum n0 from two throw of a dice ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
the sum of all consecutive odd integers from no_ascii_73 n0 to n1 , inclusive , is	add ( n0 , const_2 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( n1 , #4 )
what is the remainder when ( n0 ) ( n1 ) is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if p / q = n2 / n3 then n2 p + n3 q = ?	divide ( n1 , n0 ) | multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( #2 , #2 ) | add ( #3 , #1 ) | divide ( #4 , #2 )
average between two sets of numbers is closer to the set withmore no ' s ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_10 )
the sum of all the integers d such that - n0 < d < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
what is the smallest integer k for which n0 ^ k > n1 ^ n2 ?	divide ( n2 , const_3 ) | floor ( #0 ) | add ( #1 , const_1 )
find the l . c . m of n0 , n1 , n2 and n3 .	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | power ( const_2 , const_3 ) | power ( const_3 , const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , #3 ) | divide ( #8 , #0 ) | multiply ( #10 , #9 )
if n1 - n1 / x = n3 + n3 / x , then x =	add ( n3 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if n0 % of a = n1 paise , then the value of a is ?	divide ( n1 , n0 )
at what rate percent per annum will a sum of money double in n0 years ?	divide ( const_100 , n0 )
find the value for x from below equation : x / n0 = - n1 ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
what is remainder of the division ( n0 * n1 * n2 ) / n3 ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , const_3 ) | subtract ( #1 , #2 )
the diagonal of a rhombus are n0 m and n1 m . its area is :	rhombus_area ( n0 , n1 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
n0 + n1 + n2 + . . . n3 + n4 + n5 = ?	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
how much is n0 % of n1 is greater than n2 / n3 of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 )
how many pieces of n0 cm can be cut from a rope n1 meters long ?	divide ( n1 , n0 )
n4 no_ascii_23 no_ascii_42 n4 no_ascii_23 no_ascii_42 n4 no_ascii_23 no_ascii_42 n4 x n4 = n5 ^ ?	divide ( n0 , n3 ) | subtract ( #0 , const_1 )
if n0 : n1 : : n2 : n3 : x , then x = ?	multiply ( const_3.0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
n0 , n1 , n2 , n3 , n4 , n5 , . . . ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many times are the hands of a clock at right angles in a day ?	subtract ( const_12 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
at what rate percent per annum will a sum of money double in n0 years .	divide ( const_100 , n0 )
what is the difference between the place values of two sevens in the numeral n0 ?	add ( const_3 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_1000 ) | subtract ( #2 , #1 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
if q and t are positive integers , qt + q + t can not be	add ( const_1 , const_2 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | add ( #2 , const_1 )
the compound ratio of n3 : n2 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
when average age of n0 members are n2 , how many members greater than n2 ?	subtract ( n0 , const_1 )
if a rectangle have length n0 cm and diagonal n1 cm . calculate its area .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( n0 , #3 )
what is the hcf of n0 / n1 , n2 / n3 and n4 / n5	divide ( n0 , n5 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
find the annual income derived by investing $ n0 in n1 % stock at n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the l . c . m of n0 , n1 , n2 and n3 .	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | power ( const_2 , const_3 ) | power ( const_3 , const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , #3 ) | divide ( #8 , #0 ) | multiply ( #10 , #9 )
the compound ratio of n2 : n4 , n2 : n3 and n4 : n5 ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | multiply ( n3 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , #5 )
the average of n0 consecutive numbers is n1 . the largest of these numbers is :	add ( const_1 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #8 , #9 ) | subtract ( #1 , #10 ) | divide ( #11 , n0 ) | add ( #4 , #12 )
what is the hcf of n0 / n1 , n2 / n3 and n4 / n5	divide ( n0 , n5 )
n0 : n1 = n2 / n3 : x . the value of x is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
how many times are the hands of a clock at right angle in n0 weeks ?	multiply ( const_12 , const_2 ) | multiply ( const_12 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
what least number must be subtracted from n0 so that remaining number is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the sum of all digits for the number n0 ^ n1 - n2 ?	subtract ( n1 , n0 ) | add ( #0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #2 , const_2 ) | divide ( #1 , const_2 ) | add ( n0 , #3 ) | multiply ( #5 , #4 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
a number exceeds by n0 from its n1 / n2 part . then the number is ?	multiply ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
in what time a sum of money double itself at n0 % per annum simple interest ?	multiply ( const_100 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the angle between the hands of a clock when time is n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a coin is tossed n0 times . what is the probability of getting exactly n1 heads ?	choose ( const_4 , const_3 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( #1 , n1 ) | multiply ( #2 , #3 )
the difference between the local value and face value of n0 in the numeral n1 is :	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
( x ) + n0 + n1 - n2 = n3 . calculate the value of x	add ( n2 , n3 ) | divide ( const_60 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #2 , n0 ) | multiply ( #1 , #3 )
what is the area of a square field whose sides have a length of n0 meters ?	square_area ( n0 ) | divide ( #0 , const_2 )
the total number of digits used in numbering the pages of a book having n0 pages is	multiply ( n0 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
n0 dice are thrown simultaneously on the board . find the probability show the same face .	add ( const_3 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , #1 )
how many positive integers less than n0 are multiples of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
how many positive integers less than n0 are multiples of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
for covering n0 km a wheel revolve n1 times . what is the radius of wheel ?	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | multiply ( const_10 , const_2 ) | add ( #2 , const_2 ) | multiply ( #0 , #1 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 ) | multiply ( #6 , const_1000 ) | multiply ( #7 , const_2 )
a car covers a distance of n0 km in n1 no_ascii_49 hours . find its speed ?	divide ( n0 , n1 )
how many integers between n0 and n1 are divisible by n2 , n3 , and n4 ?	lcm ( n2 , n3 ) | lcm ( n4 , #0 ) | divide ( n1 , #1 )
( x ) + n0 + n1 - n2 = n3 . calculate the value of x	add ( n2 , n3 ) | divide ( const_60 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #2 , n0 ) | multiply ( #1 , #3 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
a man invests in a n0 % stock at n1 . the interest obtained by him is	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
madhav ranks seventeenth in a class of thirtyone . what is his rank from the last ?	multiply ( const_3 , const_4 ) | add ( #0 , const_4 ) | add ( #1 , const_1 ) | add ( #2 , #0 ) | add ( #3 , const_2 ) | subtract ( #4 , #2 ) | add ( #5 , const_1 )
if n = n2 ^ n2 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the leastvalue of x . so that n0 x n1 is divisible by n2 ?	divide ( n0 , const_10 ) | divide ( n1 , const_10 ) | reminder ( n0 , const_10 ) | reminder ( n1 , const_10 ) | floor ( #0 ) | floor ( #1 ) | add ( #4 , #2 ) | add ( #6 , #5 ) | add ( #7 , #3 ) | reminder ( #8 , n2 ) | subtract ( n2 , #9 )
when n0 fair coins are tossed together , what is the probability of getting n1 tails ?	power ( const_2 , n0 ) | divide ( const_4 , #0 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a semicircle has a radius of n0 . what is the approximate perimeter of the semicircle ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the length of a side of a hexagon is n0 inches . what is the perimeter ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
a train moves with a speed of n0 kmph . its speed in metres per second is	multiply ( n0 , const_0_2778 )
the sum of n1 consecutive multiples of n1 is n2 . what is the larget number ?	divide ( n2 , n0 ) | add ( n0 , #0 )
find out the square of a number which when doubled exceeds its one fifth by n0 ?	add ( const_1 , const_4 ) | divide ( const_1 , #0 ) | subtract ( const_2 , #1 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
n0 * n1 * n2 * . . n3 what is the digit in units place ?	volume_cube ( n3 ) | volume_rectangular_prism ( n0 , n1 , n2 ) | divide ( #1 , #0 )
find the simple interest on rs . n0 for n2 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
find the perimeter and area of the rectangle of length n0 cm and breadth n1 cm .	square_area ( n0 )
how many multiples of n0 are there between n3 and n4 , n3 and n4 inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the greatest number by which the product of n0 consecutive multiples of n1 is always divisible is	multiply ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | multiply ( #2 , #1 )
the decimal n0 is how many times greater than the decimal ( n1 ) ^ n2 ?	power ( n1 , n2 ) | divide ( n0 , #0 )
a number exceeds by n0 from its n1 / n2 part . then the number is ?	multiply ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
. a car covers a distance of n0 km in n1 hours . find its speed ?	divide ( n0 , n1 )
find the perimeter and area of the rectangle of length n0 cm and breadth n1 cm .	square_area ( n0 )
what is the angle between the hands of a clock when time is n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if remainder is n0 , quotient is n1 and dividend is n2 then what is divisor ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
( n0 ) ( n1 ) / ( n2 ) ( n3 ) ( n4 ) =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #0 , #2 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
how many positive integer solutions does the equation n0 x + n1 y = n2 have ?	divide ( n1 , n0 )
the length of a side of a hexagon is n0 inches . what is the perimeter ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
the value for d = ( n0 no_ascii_62 n1 ) / n2 to the nearest tenth is	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_10 ) | floor ( #2 ) | divide ( #3 , const_10 )
what is the angle between the hands of a clock when time is n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
what is the angle between the hands of a clock when time is n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
how many multiples of n0 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
if n4 ^ k = n1 , then n4 ^ ( n4 k + n4 ) =	power ( n1 , n3 ) | power ( n0 , n4 ) | multiply ( #0 , #1 )
the sum of four consecutive numbers is n0 . the greatest among these three number is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the sum of three consecutive multiples of n0 is n1 . what is the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
find the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively .	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
the sum of three consecutive numbers is n0 . the greatest among these three number is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
find the maximum value of n such that n0 ! is perfectly divisible by n1 ^ n	divide ( n0 , const_10 ) | add ( #0 , const_3 )
a number exceeds by n0 from its n1 / n2 part . then the number is ?	multiply ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
three unbiased coins are tossed . what is the probability of getting at least n0 heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
how many integers are divisible by n0 between n2 ! and n2 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
three unbiased coins are tossed . what is the probability of getting at most two heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the product between the place values of two n0 ' s in the numeral n1	divide ( n1 , const_100 ) | multiply ( n1 , const_10 ) | floor ( #1 ) | floor ( #0 ) | multiply ( #3 , const_100 ) | subtract ( #1 , #2 ) | divide ( #5 , const_10 ) | subtract ( n1 , #4 ) | floor ( #7 ) | multiply ( #6 , #8 )
what is the remainder when n0 no_ascii_62 n1 no_ascii_62 n2 no_ascii_62 n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many integers from n0 to n1 ( both inclusive ) have odd number of factors ?	divide ( n1 , const_10 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what is the total number of integers between n0 and n1 that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
the total number of digits used in numbering the pages of a book having n0 pages is	multiply ( n0 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
how many positive integers less than n0 are multiples of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
in how many no . between n0 and n1 exactly one of the digits is n2 ?	divide ( n1 , n0 ) | divide ( #0 , n2 )
if n2 a = n1 , then the value of n2 ( a - n3 ) is	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
find the smallest number which should be divided with n0 to make it a perfect square .	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 ) | divide ( #3 , const_4 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
( x ) + n0 + n1 - n2 = n3 . calculate the value of x	add ( n2 , n3 ) | divide ( const_60 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #2 , n0 ) | multiply ( #1 , #3 )
the length of a side of a hexagon is n0 inches . what is the perimeter ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
the difference between the place value and the face value of n0 in the numerical n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
if n = n1 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
find the value of x from this equation ? n0 ( x - n1 ) = n2	divide ( n2 , n0 ) | add ( n1 , #0 )
what least number must be subtracted from n0 to get a number exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
how many multiples of n0 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
n0 , n1 , n2 , n3 , n4 , n5 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the value of ( n4 no_ascii_62 n1 + n4 no_ascii_62 n3 + n4 no_ascii_62 n5 ) is	add ( n1 , n3 ) | add ( n5 , #0 ) | multiply ( n0 , #1 )
if remainder is n0 , quotient is n1 and dividend is n2 then what is divisor ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
which no . need to add to n0 to get a number exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n0 , #0 )
how many multiples of n0 are there between n3 and n4 , n3 and n4 inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
if the radius of a circle is decreased n0 % , what happens to the area ?	divide ( n0 , const_100 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
when you draw n0 dices together , find the probability of getting a total of n1 ?	power ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( const_3 , #0 ) | add ( #1 , #2 )
what least number should be subtracted from n0 such that the remainder is divisible by n1 ?	reminder ( n0 , n1 )
the sum of three consecutive multiples of n0 is n1 . what is the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
calculate the average of all the numbers between n0 and n1 which are divisible by n2 .	divide ( n0 , n2 ) | divide ( n1 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | multiply ( n2 , #6 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
the decimal n0 is how many times greater than the decimal ( n1 ) ^ n2 ?	power ( n1 , n2 ) | divide ( n0 , #0 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
n0 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #2 )
( n0 ) ( n1 ) / ( n2 ) ( n3 ) ( n4 ) =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #0 , #2 )
( n0 + n1 + n2 + no_ascii_6 no_ascii_6 no_ascii_6 + n3 ) is equal to :	add ( n3 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | subtract ( #4 , #5 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
ravi covers a distance of n0 mtrs in n1 secs . find his speed in kmph ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
how many multiples of n0 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the difference between the local value and the face value of n0 in the numerical n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
what is the least number to be subtracted from n0 to make it a perfect square ?	multiply ( const_2 , const_3 ) | add ( #0 , const_10 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 )
how many positive integers less than n0 are multiples of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
the sum of n0 consecutive numbers is n1 . the greatest among these n2 number is :	add ( const_1 , const_2 ) | add ( n2 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 ) | add ( n2 , #3 )
calculate the average of all the numbers between n0 and n1 which are divisible by n2 .	divide ( n0 , n2 ) | divide ( n1 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | multiply ( n2 , #6 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
what is the remainder when n0 no_ascii_62 n1 no_ascii_62 n2 no_ascii_62 n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
n3 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #2 )
how many integers between n1 and n1 , n2 are divisible by n3 , and n4 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
in how many no . between n0 and n1 exactly two of the digits is n2 ?	divide ( n1 , n0 ) | divide ( #0 , n2 )
find the value of x : n1 a ^ n1 - n2 a + n3 = n4	add ( n0 , n2 ) | power ( n0 , n1 ) | divide ( #0 , #1 )
three coins are tossed . find the probability of at least n1 head and n1 tail ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #1 , const_4 )
how many integers between n0 and n1 are there such that their unit digit is even ?	divide ( n0 , const_2 ) | add ( #0 , const_1 )
how many trucks are there if each truck carrying n0 packages and total of n1 packages ?	divide ( n1 , n0 )
what is the total number of integers between n0 and n1 that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
find the smallest number that must be added to n0 to make it a perfect square .	divide ( n0 , const_1000 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | multiply ( #3 , #3 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
calculate the average of all the numbers between n0 and n1 which are divisible by n2 .	divide ( n0 , n2 ) | divide ( n1 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | multiply ( n2 , #6 )
what is the total number of integers between n0 and n1 that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
what is the sum between the place values of three n0 ' s in the numeral n1	multiply ( n0 , const_10 ) | multiply ( n0 , const_1000 ) | add ( #0 , #1 )
when n0 . . . . . is converted into a fraction , then the result is	tangent ( n0 )
what is the remainder when n0 ^ n3 - n2 ^ n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in how many no . between n0 and n1 exactly two of the digits is n2 ?	divide ( n1 , n0 ) | divide ( #0 , n2 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
what is the leastvalue of x . so that n0 x n1 is divisible by n2 ?	divide ( n0 , const_10 ) | divide ( n1 , const_10 ) | reminder ( n0 , const_10 ) | reminder ( n1 , const_10 ) | floor ( #0 ) | floor ( #1 ) | add ( #4 , #2 ) | add ( #6 , #5 ) | add ( #7 , #3 ) | reminder ( #8 , n2 ) | subtract ( n2 , #9 )
what is the difference between the place values of two n0 ' s in the numeral n1	divide ( n0 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( #1 , #0 )
how many times in a day , the hands of a clock are shows opposite directions ?	multiply ( const_12 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_4 ) | divide ( #2 , const_2 )
what is the least number to be subtracted from n0 to make it a perfect square ?	multiply ( const_2 , const_3 ) | add ( #0 , const_10 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 )
how many integers are divisible by n0 between n3 ! and n3 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
the sum of four consecutive even numbers is n0 . what would be the smallest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the area of a square field whose sides have a length of n0 meters ?	square_area ( n0 ) | divide ( #0 , const_2 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
find the smallest positive integer n such that n0 n - n1 is divisible by n2 .	multiply ( const_2 , const_3 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 )
what is the least number to be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
how many multiples of n0 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
the base of a right triangle is n0 and hypotenuse is n1 . its area is ?	multiply ( n1 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_2 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
evaluate n0 + n1 no_ascii_73 no_ascii_73 no_ascii_67 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_67	multiply ( n1 , const_4 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_2 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
( x ) + n0 + n1 - n2 = n3 . calculate the value of x	add ( n2 , n3 ) | divide ( const_60 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #2 , n0 ) | multiply ( #1 , #3 )
what is the least value of x , so that n0 x n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
what is the sum of all the prime numbers greater than n0 but less than n1 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
how many integers are divisible by n0 between n2 ! and n2 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
how many of the positive divisors of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
the unit digit in the product ( n0 x n1 x n2 x n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
how many of the positive divisors of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the distance between parallel sides of the hexagon is n0 . determine the length of the hexagon	multiply ( const_2 , const_3 ) | sqrt ( const_3 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
express the ratio n5 n1 / n5 : n3 n4 / n5 in its simplest form .	multiply ( n0 , n0 ) | multiply ( n0 , n3 ) | add ( n1 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 ) | divide ( #3 , n0 ) | divide ( #4 , #5 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
a number exceeds by n0 from its n1 / n2 part . then the number is ?	multiply ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
how many natural numbers are there between n0 and n1 which are exactly divisible by n2 ?	add ( n0 , const_1 ) | subtract ( n1 , const_4 ) | subtract ( #1 , #0 ) | divide ( #2 , n2 ) | add ( #3 , const_1 )
what is the smallest positive integer x , such that no_ascii_67 n0 x is an integer ?	add ( const_3 , const_4 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the least value of x . so that n0 x is divisible by n1 ?	multiply ( n0 , const_10 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
the radius of a semicircle is n0 . what is the approximate perimeter of the semicircle ?	add ( n0 , n0 ) | circumface ( n0 ) | divide ( #1 , const_2 ) | add ( #0 , #2 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
what least number should be subtracted from n0 such that the remainder is divisible by n1 ?	reminder ( n0 , n1 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what least number should be subtracted from n0 such that the remainder is divisible by n1 ?	reminder ( n0 , n1 )
which number need to add to n0 to get a no . exactly divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
in how many no . between n0 and n1 exactly two of the digits is n2 ?	divide ( n1 , n0 ) | divide ( #0 , n2 )
if n = n2 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what is the least value of x , so that n0 x n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
area of a square is n0 / n1 hectare . the diagonal of the square is ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_2 ) | sqrt ( #3 )
evaluate : n0 + sqrt ( - n3 + n2 no_ascii_62 n3 no_ascii_16 n4 ) = ?	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
find out the square of a number which when doubled exceeds its one eighth by n0 ?	add ( const_1 , const_4 ) | divide ( const_1 , #0 ) | subtract ( const_2 , #1 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
if n2 ^ k = n1 , then n2 ^ ( n4 k + n4 ) =	power ( n1 , n3 ) | power ( n0 , n4 ) | multiply ( #0 , #1 )
a coin is tossed n0 times . what is the probability of getting exactly n1 heads ?	choose ( n0 , n1 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( #1 , n1 ) | multiply ( #2 , #3 )
how many natural numbers are there between n0 and n1 which are exactly divisible by n2 ?	add ( n0 , const_1 ) | subtract ( n1 , const_4 ) | subtract ( #1 , #0 ) | divide ( #2 , n2 ) | add ( #3 , const_1 )
evaluate : n0 + sqrt ( - n3 + n2 * n3 * n4 ) = ?	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
the difference between a number and its three fifth is n0 . what is the number ?	add ( n0 , const_4 ) | power ( #0 , const_4 )
a train moves with a speed of n0 kmph . its speed in metres per second is	multiply ( n0 , const_0_2778 )
the total number of digits used in numbering the pages of a book having n0 pages is	multiply ( n0 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
what is the probability of always having x + y > n1 , where y < n1	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many multiples of n0 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the smallest number by which n0 be divided to make it a perfect cube ?	power ( const_2 , const_3 ) | divide ( n0 , #0 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
find the perimeter and area of the rectangle of length n0 cm and breadth n1 cm .	square_area ( n0 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the least value of x , so that n0 x n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what is the angle between the hands of a clock when time is n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
find the average of all the numbers between n2 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
( n0 ) ( n1 ) / ( n2 ) ( n3 ) ( n4 ) =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #0 , #2 )
how many multiples of n0 are there between n3 and n4 , n3 and n4 inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
( n0 ) ( n1 ) / ( n2 ) ( n3 ) ( n4 ) =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #0 , #2 )
n1 . the value of x + x ( xx ) when x = n1 is :	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
what is the area of a square field whose sides have a length of n0 meters ?	square_area ( n0 ) | divide ( #0 , const_2 )
if the radius of a circle is decreased n0 % , what happens to the area ?	divide ( n0 , const_100 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
the decimal n0 is how many times greater than the decimal ( n1 ) ^ n2 ?	power ( n1 , n2 ) | divide ( n0 , #0 )
if remainder is n0 , quotient is n1 and dividend is n2 then what is divisor ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
a train moves with a speed of n0 kmph . its speed in metres per second is	multiply ( n0 , const_0_2778 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many integers are divisible by n0 between n2 ! and n2 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
. a car covers a distance of n0 km in n1 hours . find its speed ?	divide ( n0 , n1 )
three unbiased coins are tossed . what is the probability of getting at least n0 tails ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
a semicircle has a radius of n0 . what is the approximate perimeter of the semicircle ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
how many positive integers less than n0 have a remainder of n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
three fifth of the square of a certain number is n0 . what is the number ?	add ( const_1 , const_4 ) | divide ( const_3 , #0 ) | divide ( n0 , #1 ) | sqrt ( #2 )
what percentage of numbers from n0 to n1 have squares that end in the digit n2 ?	divide ( n1 , const_10 ) | floor ( #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_100 )
how many consecutive zeros are there at the end of n1 ! ( n1 factorial ) ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | multiply ( #0 , #0 ) | divide ( n0 , #2 ) | add ( #1 , #3 )
n0 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #2 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the total number of integers between n0 and n1 that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
john bought n0 m of cloth for $ n1 . find the cost price per metre .	divide ( n1 , n0 )
how many multiples of n1 are there between n1 and n2 ( both are inclusive ) ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the least value of x , so that n0 x n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
the sum of two number is n0 and their difference is n1 . find the numbers .	multiply ( n0 , n1 ) | multiply ( #0 , const_2 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the n0 - fourth decimal to the right in the fraction n1 / n2 ?	subtract ( const_12 , const_1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n0 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the difference between the place value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the least number by which n0 must be divided to get a number perfect square	multiply ( const_10 , const_2 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 )
find out the square of a number which when doubled exceeds its one nineth by n0 ?	add ( const_1 , const_4 ) | divide ( const_1 , #0 ) | subtract ( const_2 , #1 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
how many positive integers less than n0 are there such that they are multiples of n1 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
three unbiased coins are tossed . what is the probability of getting at most n0 heads ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what is the units digit of the solution to n0 ^ n1 no_ascii_73 n2 ^ n3 ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
find the smallest number which should be multiplied with n0 to make it a perfect square .	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 ) | divide ( #3 , const_4 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the sum of four consecutive even numbers is n0 . what would be the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
by how much is n0 % of n1 greater than n2 / n3 th of n4 ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
the decimal n0 is how many times greater than the decimal ( n1 ) ^ n2 ?	power ( n1 , n2 ) | divide ( n0 , #0 )
( x ) + n0 + n1 - n2 = n3 . calculate the value of x	add ( n2 , n3 ) | divide ( const_60 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #2 , n0 ) | multiply ( #1 , #3 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the sum of three consecutive numbers is n0 . the greatest among these three numbers is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
a semicircle has a radius of n0 . what is the approximate perimeter of the semicircle ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
n0 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #2 )
if the radius of a circle is decreased n0 % , what happens to the area ?	divide ( n0 , const_100 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
three unbiased coins are tossed , what is the probability of getting at least n0 tails ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the least number to be subtracted from n0 to make it a perfect square ?	multiply ( const_2 , const_3 ) | add ( #0 , const_10 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 )
a number exceeds by n0 from its n1 / n2 part . then the number is ?	multiply ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
n0 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #2 )
n0 / n1 of n2 * n3 / n4 + x = n5 / n6 + n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , const_2.0 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
n0 , n3 , n2 , n3 , n6 , n5 , n6 , n7 , _____	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the smallest positive integer x , such that n0 x is a perfect cube ?	add ( const_3 , const_4 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the least number to be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
what is the n0 - fifth decimal to the right in the fraction n1 / n2 ?	divide ( n1 , n2 ) | multiply ( #0 , const_10 ) | floor ( #1 )
a semicircle has a radius of n0 . what is the approximate perimeter of the semicircle ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
what is the remainder when n0 ^ n3 - n2 ^ n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the diameter of a wheel is n0 m . how far will it travel in n1 revolutions	add ( const_1000 , const_60 ) | multiply ( const_10 , const_2 ) | multiply ( const_10 , const_1000 ) | add ( #1 , const_4 ) | add ( #0 , #3 ) | divide ( #4 , #2 ) | subtract ( const_0_25 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | multiply ( n1 , #8 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
how many positive integers less than n0 have a remainder of n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
n0 / n1 of n7 / n3 of n4 / n5 of ? = n6 no_ascii_62 n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | multiply ( n6 , #4 )
how many positive integer solutions does the equation n0 x + n1 y = n2 have ?	divide ( n1 , n0 )
from given equation find the value of x : n0 x no_ascii_52 + n1 x no_ascii_73 n2	divide ( const_1 , n0 )
the sum of four consecutive even numbers is n0 . what would be the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the least value of x , so that n0 x n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the sum of n0 consecutive even numbers is n1 . what would be the largest number ?	subtract ( n1 , const_12 ) | divide ( #0 , n0 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 )
what is the smallest positive integer x , such that n0 x is a perfect cube ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | add ( #1 , const_2 ) | floor ( #2 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
what is the remainder when n0 ^ n3 - n2 ^ n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
how many integers are divisible by n0 between n2 ! and n2 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
the sum of four consecutive even numbers is n0 . what would be the smallest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
how many positive integer solutions does the equation n0 x + n1 y = n2 have ?	divide ( n1 , n0 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
by selling an article for $ n0 a man gains $ n1 then his gain % ?	multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the sum of three consecutive multiples of n0 is n1 . what is the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the sum of all the prime numbers greater than n0 but less than n1 ?	add ( const_12 , const_2 ) | add ( const_2 , const_4 ) | add ( const_10 , const_2 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | add ( #5 , #3 ) | add ( #4 , const_1 ) | add ( #6 , #5 ) | add ( #8 , #2 ) | add ( #0 , #9 ) | add ( #4 , #10 ) | add ( #11 , #7 ) | add ( n0 , #12 ) | add ( #13 , #1 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the smallest positive integer x , such that n0 x is a perfect cube ?	add ( const_3 , const_4 )
calculate the average of all the numbers between n0 and n1 which are divisible by n2 .	divide ( n0 , n2 ) | divide ( n1 , n2 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | multiply ( n2 , #6 )
the difference between the place value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
the total number of digits used in numbering the pages of a book having n0 pages is	multiply ( n0 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
what is the smallest positive integer x , such that n0 x is a perfect cube ?	add ( const_3 , const_4 )
at n0 , the hour hand and the minute hand of a clock form an angle of	add ( const_1 , const_4 ) | power ( const_2 , const_3 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #2 , const_10 ) | subtract ( #3 , #0 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_10 ) | subtract ( #4 , #7 )
if n = n1 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
a coin is tossed n0 times . what is the probability of getting exactly n1 heads ?	choose ( n0 , n1 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( #1 , n1 ) | multiply ( #2 , #3 )
the sum of two consecutive numbers is n0 . the greatest among these three number is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
by how much is n0 - fifth of n1 greater than n2 - seventh of n3 ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | multiply ( n3 , #3 ) | subtract ( #4 , #5 )
the radius of a sphere is increased by n0 % . the surface area increases by ?	divide ( n0 , const_100 ) | surface_sphere ( const_1 ) | add ( #0 , const_1 ) | surface_sphere ( #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
the difference between the place value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what will be remainder when ( n2 ^ n2 + n2 ) is divided by n3 ?	subtract ( n0 , n3 ) | power ( #0 , n0 ) | add ( n0 , #1 )
the sum of two numbers is n0 and their difference is n1 . find their product .	add ( n0 , n1 ) | add ( const_1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #2 , n1 ) | multiply ( #2 , #3 )
simplify n0 / n1 of n2 n3 no_ascii_77 n4 / n5 of n6 + ? = n7	divide ( n0 , n1 ) | divide ( n4 , n5 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | subtract ( #2 , #3 ) | negate ( #4 ) | add ( n7 , #5 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the probability of getting exactly three heads on five flips of a fair coin ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the least number to be subtracted from n0 to make it a perfect square ?	multiply ( const_2 , const_3 ) | add ( #0 , const_10 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 )
( n0 + n1 ) no_ascii_23 no_ascii_42 n2 no_ascii_23 no_ascii_42 ( n3 + n4 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
find the angle between the hour hand and the minute hand of a clock when n0 .	divide ( const_60 , const_2 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , #2 ) | divide ( #3 , const_60 ) | subtract ( const_60 , #4 )
how many positive integers less than n0 are multiples of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2	multiply ( n0 , n1 ) | add ( n2 , #0 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
how many positive integer solutions does the equation n0 x + n1 y = n2 have ?	divide ( n1 , n0 )
how many positive integers less than n0 have a remainder of n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a coin is tossed n0 times . what is the probability of getting exactly n1 heads ?	choose ( n0 , n1 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( #1 , n1 ) | multiply ( #2 , #3 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
find the value of x : n3 x ^ n1 - n2 x + n3 = n4	add ( n0 , n2 ) | power ( n0 , n1 ) | divide ( #0 , #1 )
if n2 ^ k = n4 , then n2 ^ ( n3 k + n4 ) =	power ( n1 , n3 ) | power ( n0 , n4 ) | multiply ( #0 , #1 )
the sum of two numbers is n0 . their difference is n1 . the bigger number is	add ( n0 , n1 ) | divide ( #0 , const_2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if the cost price is n0 % of selling price then what is the profit percentage .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many of the positive divisors of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
if the sum of a number and its square is n0 , what is the number ?	sqrt ( n0 ) | floor ( #0 )
calculate the value of y : n0 y ^ n1 - n2 y + n3 = n4	multiply ( n0 , n1 ) | power ( n2 , const_2 ) | subtract ( n3 , n4 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_4 ) | subtract ( #1 , #4 ) | sqrt ( #5 ) | add ( n2 , #6 ) | divide ( #7 , #0 )
what distance will be covered by a city bus moving at n0 kmph in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
what is the smallest positive integer x , such that n0 x is a perfect cube ?	add ( const_3 , const_4 )
how many positive integers less than n0 have a remainder of n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
in what time a sum of money double itself at n0 % per annum simple interest ?	multiply ( const_100 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
$ n0 will become $ n1 at n2 % p . a . find the time ?	divide ( n2 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #1 , #2 )
how many multiples of n0 are there between n3 and n4 , n3 and n4 inclusive ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
when fair coin is tossed n0 times find the probability of getting head at least once .	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | subtract ( const_1 , #1 )
what is the angle between the two hands of a clock when time is n0 : n1	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if n0 less than n1 times a certain number is n2 . what is the number ?	multiply ( n0 , n1 ) | multiply ( const_10 , const_4 ) | add ( n2 , #0 ) | subtract ( #2 , #0 ) | subtract ( #3 , #0 ) | subtract ( #4 , #1 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
what is the remainder when n0 no_ascii_62 n1 no_ascii_62 n2 no_ascii_62 n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
. a car covers a distance of n0 km in n1 hours . find its speed ?	divide ( n0 , n1 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
if the radius of a circle is decreased n0 % , what happens to the area ?	divide ( n0 , const_100 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
the sum of three consecutive multiples of n0 is n1 . what is the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
a coin is tossed n0 times . what is the probability of getting exactly n1 heads ?	choose ( n0 , n1 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( #1 , n1 ) | multiply ( #2 , #3 )
a semicircle has a radius of n0 . what is the approximate perimeter of the semicircle ?	circumface ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the perimeter of one face of a cube is n0 cm . its volume will be :	square_edge_by_perimeter ( n0 ) | volume_cube ( #0 )
the sum of four consecutive even numbers is n0 . what would be the smallest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
( n0 + n1 ) no_ascii_23 no_ascii_42 n3 no_ascii_23 no_ascii_42 ( n3 + n4 ) = ?	add ( n0 , n1 ) | divide ( #0 , n2 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if x + n3 / x = n4 then find x n4 + n3 / x n4	divide ( n1 , n0 )
how many positive integers less than n0 are multiple of n1 but not multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
find the smallest number which should be multiplied with n0 to make it a perfect square .	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 ) | divide ( #3 , const_4 )
how many of the positive divisors of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
find the smallest number which should be multiplied with n0 to make it a perfect square .	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 ) | divide ( #3 , const_4 )
( n6 ^ n1 x n6 ^ n3 ) no_ascii_16 n6 ^ n5 = n6 ^ ?	add ( n1 , n3 ) | subtract ( #0 , n5 )
two numbers n and n0 have lcm = n1 and gcf = n2 . find n .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
find out the square of a number which when doubled exceeds its one seventh by n0 ?	add ( const_1 , const_4 ) | divide ( const_1 , #0 ) | subtract ( const_2 , #1 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
if n3 oranges bought n2 r and n2 oranges sold n3 r . what is the profit	divide ( n0 , n1 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what is the value of n0 n1 / n2 % of n3 + n4 no_ascii_49 of n5	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
if the average of n2 consecutive integers is n1 then the n2 th integer is : -	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
what is the least value of p , so that n0 p n1 is divisible by n2	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
if the cost price is n0 % of selling price . then what is the profit percent	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what least number must be subtracted from n0 so that remaining no . is divisible by n1	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
the length of a side of a hexagon is n0 inches . what is the perimeter ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
how many integers between n0 and n1 are there such that their unit digit is odd ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
what is the difference between local value & face value of n0 in the numeral n1 ?	multiply ( n0 , const_100 ) | subtract ( #0 , n0 )
how many litres of pure acid are there in n0 litres of a n1 % solution ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
find the average of all the numbers between n0 and n1 which are divisible by n2 ?	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
the sum of three consecutive multiples of n0 is n1 . what is the larget number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
the difference between the local value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
how many positive integers less than n0 have a remainder of n1 when divided by n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if n = n0 ^ n1 no_ascii_77 n2 , what is the units digit of n ?	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #2 )
what least number should be subtracted from n0 such that the remainder is divisible by n1 ?	reminder ( n0 , n1 )
the sum of n1 consecutive multiples of n1 is n2 . what is the largest number ?	divide ( n2 , n0 ) | add ( n0 , #0 )
the total number of digits used in numbering the pages of a book having n0 pages is	multiply ( n0 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
the sum of three consecutive numbers is n0 . the greatest among these three number is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
how many n1 - digit positive integers are there in which all n1 digits are even ?	add ( n1 , n0 ) | add ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 )
solve for x the equation log n0 ( x n1 ) = log n2 ( n3 )	log ( n3 ) | log ( n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 ) | power ( const_2 , #3 )
what is the probability of getting a number less than n0 when a die is rolled ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many even number in the range between n0 to n1 inclusive are not divisible by n2	multiply ( n2 , const_4 ) | subtract ( n1 , n0 ) | subtract ( n1 , const_2 ) | subtract ( #1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 ) | subtract ( #6 , n2 ) | divide ( #7 , n2 ) | divide ( #8 , const_2 ) | subtract ( #5 , #9 )
the unit digit in the product ( n0 * n1 * n2 * n3 ) is :	add ( const_4 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , #0 ) | subtract ( #3 , #4 )
if n2 ^ k = n1 , then n2 ^ ( n3 k + n4 ) =	power ( n1 , n3 ) | power ( n0 , n4 ) | multiply ( #0 , #1 )
how many integers are divisible by n0 between n2 ! and n2 ! + n3 inclusive ?	divide ( n3 , n0 ) | add ( #0 , const_1 )
find the average of all the numbers between n0 and n1 which are divisible by n2 .	add ( n0 , const_4 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in a throw of dice what is the probability of ge no_ascii_58 no_ascii_4 ng number greater than n0	subtract ( const_6 , n0 ) | divide ( #0 , const_6 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
a bag marked at $ n0 is sold for $ n1 . the rate of discount is ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many integers from n0 to n1 inclusive have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
the difference between a number and its three - fifth is n0 . what is the number ?	add ( n0 , const_4 ) | power ( #0 , const_4 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many positive integers less than n0 are such that the product of their digits is n1 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many figures are required to number the pages the pages of a book containing n0 pages ?	divide ( n0 , const_10 ) | subtract ( n0 , const_1 ) | divide ( #0 , const_10 ) | subtract ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #1 , #3 ) | multiply ( #5 , const_3 ) | subtract ( #3 , #4 ) | add ( #4 , #7 ) | add ( #8 , #6 )
what is the least value of x . so that n0 x n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
if the radius of a circle is increased by n0 % , then the area of the circle	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if n0 % of x is n2 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
find two integers , neither of which ends in a zero , and whose product is exactly n0	log ( const_10 ) | multiply ( const_100 , const_1000 ) | log ( #1 ) | divide ( #2 , #0 ) | subtract ( #3 , const_1 ) | power ( #3 , #4 ) | add ( n0 , #5 )
what is the smallest positive integer x such that n0 x is the cube of a positive integer	add ( const_3 , const_4 )
if the height of a cone is increased by n0 % then its volume is increased by ?	rectangle_area ( n0 , const_1 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
in a throw of dice what is the probability of ge no_ascii_58 no_ascii_4 ng number greater than n0	subtract ( const_6 , n0 ) | divide ( #0 , const_6 )
the least number which must be subtracted from n0 to make it exactly divisible by n1 is :	add ( const_2 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n0 , #4 )
the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively , is :	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | gcd ( #0 , #1 )
a number divided by n0 leaves remainder n1 what is the remainder when same number divided by n2	subtract ( n1 , n2 ) | divide ( #0 , #0 )
what is the difference between the place value and face value of n0 in the numeral n1 ?	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
what is the units digit of n0 ^ n1 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
what will be the remainder when ( n2 ^ n2 ) + n2 is divided by n3 ?	power ( n0 , n0 )
( n3 ) ^ n1 no_ascii_62 ( n3 ) ^ ? = ( n3 ) ^ n4 .	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
if the product n0 * n1 p n2 is divisible by n3 , the value of p ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 ) | divide ( #2 , #2 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
what is the units digit of n0 ! + n1 ! + n2 ! + n3 ! ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if n0 / p = n1 & n2 / q = n3 then p - q = ?	divide ( const_3.0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if p = n0 no_ascii_62 n1 no_ascii_62 n2 / n3 , how many digits are in p ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_3 ) | divide ( n0 , #0 ) | divide ( n3 , #0 ) | divide ( n1 , #3 ) | multiply ( n2 , #4 ) | multiply ( #2 , #5 ) | divide ( #6 , #1 )
if the diagonals of a rhombus are n0 cm and n1 cm , what will be its perimeter	divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | sqrt ( #4 ) | rhombus_perimeter ( #5 )
find the greatest number which leaves the same remainder when it divides n0 , n1 and n2 .	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
which no . need to add to n0 to get a no . exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n0 , #0 )
if n2 / p = n1 & n2 / q = n3 then p - q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
n0 times a positive integer is more than its square by n1 , then the positive integer is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
find the probability that a leap year selected at random will not have n0 sundays or mondays .	add ( const_3 , const_4 ) | divide ( const_2 , #0 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
how many figures are required to number the pages the pages of a book containing n0 pages ?	divide ( n0 , const_10 ) | subtract ( n0 , const_1 ) | divide ( #0 , const_10 ) | subtract ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #1 , #3 ) | multiply ( #5 , const_3 ) | subtract ( #3 , #4 ) | add ( #4 , #7 ) | add ( #8 , #6 )
the difference between a number and its three - fifths is n0 . what is the number ?	add ( n0 , const_4 ) | power ( #0 , const_4 )
find the perimeter of a triangle with sides measuring n0 centimeters , n1 centimeters and n2 centimeters .	triangle_perimeter ( n0 , n1 , n2 )
if the height of a cone is increased by n0 % then its volume is increased by ?	rectangle_area ( n0 , const_1 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
if log n0 = n1 , then the value of log n2 will be ( approx ) ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
n0 , n1 , n2 , n3 , n4 , n5 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
three unbiased coins are tossed . what is the probability of getting n1 heads , n1 tail ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what number is obtained by adding the units digits of n0 ^ n1 and n2 ^ n3 ?	add ( const_1 , const_10 ) | subtract ( n1 , n3 ) | divide ( n1 , #0 ) | subtract ( #1 , #2 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if n0 is divisible by n1 , find the value of the smallest natural no . n ?	multiply ( const_2 , const_4 ) | subtract ( #0 , const_3 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
what is the units digit of n0 ^ ( n1 ) * n2 ^ ( n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
how many integers from n0 to n1 inclusive have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
n0 times a positive integer is more than its square by n1 , then the positive integer is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
what is the sum of n0 consecutive integers from - n1 inclusive , in a increasing order ?	add ( n1 , const_1 )
if you multiply all the numbers on your mobile phone except n0 , what is the answer ?	subtract ( const_1 , const_1 ) | multiply ( #0 , const_1 )
what will be the remainder when ( n2 ^ n2 ) + n2 is divided by n3 ?	power ( const_2.0 , const_2 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
find the minimum value of n such that n0 ! is perfectly divisible by n1 ^ n .	divide ( n0 , const_100 ) | multiply ( #0 , const_2 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
the product of two successive numbers is n0 . which is the smaller of the two numbers ?	sqrt ( n0 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what least number should be added to n0 , so that the sum is completely divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
how many positive integers less than n0 are such that the product of their digits is n1 .	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many six - digit numbers that do not contain the digits n0 or n1 are there ?	multiply ( const_10 , const_10 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
if a dozen of oranges cost $ n0 , what would be the cost of n1 oranges ?	add ( n1 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the sum of n0 consecutive integers is n1 . what is the greatest integer in the set ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if y is n0 % greater than x , than x is what % less than y ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
the product of two successive numbers is n0 . which is the smaller of the two numbers ?	sqrt ( n0 )
what is the units digit of n0 ! + n1 ! + n2 ! + n3 ! ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if a ^ n0 is divisible by n1 what is the least possible value of integer a ?	power ( const_2 , const_3 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
nitin ranks n0 th in a class of n1 students . what is rank from the last ?	subtract ( n1 , n0 )
the least perfect square , which is divisible by each of n0 , n1 and n2 is :	add ( const_3 , const_4 ) | divide ( n1 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | power ( #4 , const_2 ) | multiply ( #5 , #6 ) | multiply ( #7 , #2 ) | multiply ( #8 , #3 )
what is the probability of getting exactly n0 heads in a single throw of five fair coins ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively , is :	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | gcd ( #0 , #1 )
a number divided by n0 leaves remainder n1 what is the remainder when same number divided by n2	subtract ( n1 , n2 ) | divide ( #0 , #0 )
find the smallest number of five digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
simplify : ( n0 + n1 ) no_ascii_77 ( n2 + n3 + n5 ) - n5 .	add ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #1 , n4 ) | add ( #0 , #2 )
how many shots of n0 cm radius can be prepared from a sphere of n1 cm radius ?	power ( n1 , const_2 ) | multiply ( n1 , #0 )
if a positive integer n has n0 factors , then how many prime factors does n have ?	divide ( n0 , n0 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
if the height of a cone is increased by n0 % then its volume is increased by ?	rectangle_area ( n0 , const_1 )
what is the probability of getting exactly n0 heads in a single throw of five fair coins ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many odd integers from n0 to n1 ( both inclusive ) have odd number of factors ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_10 ) | subtract ( #2 , const_10 )
the value of ( n4 no_ascii_62 n1 + n4 no_ascii_62 n3 + n4 no_ascii_62 n5 ) is :	add ( n1 , n3 ) | add ( n5 , #0 ) | multiply ( n0 , #1 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
the sum of n0 consecutive integers is n1 . what is the greatest integer in the set ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
find the smallest number of four digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
if y is n0 % greater than x , than x is what % less than y ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
what is the least value of x . so that n0 x n1 is divisible by n2 ?	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
n1 , n1 , n2 , n3 , n4 , n5 , n6 , n7 _ , n8	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
if y is n0 % greater than x , than x is what % less than y ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
what is the probability of getting only n0 head in a single throw of four fair coins ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
four dice are thrown simultaneously . find the probability that all of them show the same face .	add ( const_3 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , #1 )
if n0 % of a number = n1 , then n2 % of that number will be ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
if the cost price is n0 % of selling price . then what is the profit percent .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if a cube has a volume of n0 , what is the surface area of one side ?	cube_edge_by_volume ( n0 ) | square_area ( #0 )
what is the sum of n0 consecutive integers from - n1 inclusive , in a increasing order ?	add ( n1 , const_1 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
what least number should be added to n0 , so that the sum is completely divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
how many positive integers less than n0 are multiples of n1 but not of n2 or n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the smallest positive perfect square that is divisible by n0 , n1 , and n2 ?	multiply ( n1 , n2 ) | power ( const_3 , const_2 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #0 )
if the height of a cone is increased by n0 % then its volume is increased by ?	rectangle_area ( n0 , const_1 )
what is the units digit of n0 ^ n5 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
the least number which must be subtracted from n0 to make it exactly divisible by n1 is :	add ( const_2 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n0 , #4 )
if n0 % of n1 / n2 of a number is n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | divide ( n3 , #2 )
the difference between a number and its two - fifth is n0 . what is the number ?	add ( n0 , const_4 ) | power ( #0 , const_4 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
nitin ranks n0 th in a class of n1 students . what is rank from the last ?	subtract ( n1 , n0 )
what is the units digit of n0 ^ n1 * n2 ^ n3 * n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
if a clock strikes n0 in n1 seconds , it will strike n2 in how many seconds ?	subtract ( n0 , const_1 ) | subtract ( n2 , const_1 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
a n0 by n1 rectangle is inscribed in circle . what is the circumference of the circle ?	power ( n0 , n1 ) | power ( n1 , n1 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( #3 , n1 ) | circumface ( #4 )
what is the sum of n0 consecutive integers from - n1 inclusive , in a increasing order ?	add ( n1 , const_1 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
there are n0 girls and n1 chairs . in how many ways girls can occupy the chairs ?	divide ( n0 , n1 )
find the highest value of ' a ' so that n0 a n1 is divisible by n2 .	gcd ( n2 , const_100 ) | lcm ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
if y is n0 % greater than x , than x is what % less than y ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
how many of the positive divisors d of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
what is the total number of d integers between n0 and n1 that are divisible by n2 ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #3 ) | add ( n2 , #5 ) | subtract ( #4 , #6 ) | add ( n2 , #7 ) | divide ( #8 , n2 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
what is the sum of n0 consecutive integers from - n1 inclusive , in a increasing order ?	add ( n1 , const_1 )
if a # b = ab no_ascii_77 b + b ^ n0 , then n1 # n2 =	multiply ( n1 , n2 ) | power ( n2 , n0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 )
a die is rolled twice . what is the probability of getting a sum equal to n0 ?	divide ( const_1 , n0 )
find the perimeter of a triangle with sides measuring n0 centimeters , n1 centimeters and n2 centimeters .	triangle_perimeter ( n0 , n1 , n2 )
nitin ranks n0 th in a class of n1 students . what is rank from the last ?	subtract ( n1 , n0 )
if n0 % of n1 / n2 of a number is n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | divide ( n3 , #2 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if n0 and n1 are factors of n2 n , what is the minimum value of n ?	lcm ( n0 , n1 )
a n0 by n1 rectangle is inscribed in circle . what is the circumference of the circle ?	power ( n0 , const_2 ) | power ( n1 , n1 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( #3 , const_2 ) | circumface ( #4 )
nitin ranks n0 th in a class of n1 students . what is rank from the last ?	subtract ( n1 , n0 )
if x ^ n1 no_ascii_77 x = n1 , then one possible value of x no_ascii_77 n2 =	multiply ( n0 , const_4 ) | add ( #0 , const_1 ) | sqrt ( #1 ) | add ( #2 , const_1 ) | divide ( #3 , const_2 ) | subtract ( #4 , n2 )
the radius of a cone is n0 m , height n1 m . find the slant height ?	volume_cone ( n0 , n1 )
find the smallest number of five digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively , is :	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | gcd ( #0 , #1 )
a semicircular cubicle has a radius of n0 . what is the approximate perimeter of the cubicle ?	multiply ( n0 , const_pi ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
if the average of n0 , n1 , n2 and x is n3 , what is x ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #0 , #2 )
the lateral surface area of cuboid length n0 m , breadth n1 m and height n2 m .	divide ( n0 , const_4 ) | sqrt ( #0 ) | power ( #1 , const_3 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
n0 times a positive integer is more than its square by n1 , then the positive integer is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the difference between the local value and the face value of n0 in the numeral n1 is ?	multiply ( n0 , const_1000 ) | subtract ( #0 , n0 )
the radius of a semicircular plot is n0 . what is the approximate perimeter of the plot ?	circumface ( n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
what number is obtained by adding the units digits of n0 ^ n1 and n2 ^ n3 ?	add ( const_1 , const_10 ) | subtract ( n1 , n3 ) | divide ( n1 , #0 ) | subtract ( #1 , #2 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
what is the units digit of n0 ^ n1 * n2 ^ n5 * n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
what is the least value of x . so that n0 x n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
if one - seventh of a number exceeds its eleventh part by n0 then the number is no_ascii_6	add ( const_3 , const_4 ) | add ( const_1 , const_10 ) | multiply ( n0 , #1 ) | subtract ( #1 , #0 ) | multiply ( #0 , #2 ) | divide ( #4 , #3 )
what is the smallest positive perfect square that is divisible by n0 , n1 , and n2 ?	multiply ( n1 , n2 ) | power ( const_3 , const_2 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #0 )
( n0 * n4 ^ n5 ) * ( n3 * n4 ^ - n5 ) = ?	negate ( n2 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 )
what is the units digit of n0 ^ n1 * n2 ^ n5 * n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
the value of n0 x n1 x n2 / n3 x n4 x n5 is closest to :	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the least value of x . so that n0 x n1 is divisible by n2 ?	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
if there are n0 apples and n1 oranges , what is the ratio of apples to oranges ?	divide ( n0 , n1 )
n0 coins are tossed . whats is the probability that one and only one turns up head ?	power ( const_2 , n0 ) | divide ( n0 , #0 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively , is :	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | gcd ( #0 , #1 )
how many shots of n0 cm radius can be prepared from a sphere of n1 cm radius ?	power ( n1 , const_2 ) | multiply ( n1 , #0 )
if a # b = ab no_ascii_77 b + b ^ n0 , then n1 # n2 =	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | subtract ( #0 , n2 ) | add ( #1 , #2 )
the difference between a positive proper fraction and its reciprocal is n0 / n1 . the fraction is	subtract ( n0 , const_4 ) | divide ( const_4 , #0 )
what least number should be added to n0 , so that the sum is completely divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
how many odd integers from n0 to n1 ( both inclusive ) have odd number of factors ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_10 ) | subtract ( #2 , const_10 )
if n0 % of a number = n1 , then n2 % of that number will be ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what least number should be added to n0 , so that the sum is completely divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
a number divided by n0 leaves remainder n2 what is the remainder when same number divided by n2	subtract ( n1 , n2 ) | divide ( #0 , #0 )
find the value of log y ( x n0 ) if logx ( y n1 ) = n2	add ( n0 , n2 )
what is the total number of y integers between n0 and n1 that are divisible by n2 ?	add ( n0 , const_2 ) | subtract ( n1 , const_2 ) | subtract ( #1 , #0 ) | divide ( #2 , n2 ) | add ( #3 , const_1 )
product of two co - prime numbers is n0 . their l . c . m should be	multiply ( n0 , const_1 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
how many of the positive divisors q of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
find the smallest number of five digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
find the simple interest for rs . n0 at n1 % p / a for n2 years .	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
how many five - digit numbers that do not contain the digits n0 or n1 are there ?	multiply ( const_10 , const_10 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
how can a cake ( circular ) be cut into n0 pieces by making just n1 cuts ?	divide ( n0 , n1 ) | multiply ( n0 , #0 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 times a positive integer is more than its square by n1 , then the positive integer is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
a number divided by n0 leaves remainder n1 what is the remainder when same number divided by n2	subtract ( n1 , n2 ) | divide ( #0 , #0 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if the sum of a number and its square is n0 , then what is the number ?	sqrt ( n0 ) | floor ( #0 )
if the radius of a circle is increased by n0 % then the area is increased by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
find the greatest number which leaves the same remainder when it divides n0 , n1 and n2 .	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
if n0 % of n1 / n2 of a number is n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | divide ( n3 , #2 )
how many integers between n1 and n1 , n2 are divisible by n3 , n4 , n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
if k ^ n0 is divisible by n1 what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
if n2 / p = n1 and n2 / q = n3 then p no_ascii_77 q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
what least number must be subtracted from n0 so that the remaining number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
the product of two successive numbers is n0 . which is the smaller of the two numbers ?	sqrt ( n0 )
at what rate percent of simple interest will a sum of money double itself in n0 years ?	divide ( const_100 , n0 )
which is greatest in n0 ( n3 / n2 ) % , n3 / n4 and n5 ?	multiply ( n5 , const_1 )
how many two - digit numbers that do not contain the digits n0 or n1 are there ?	multiply ( const_10 , const_10 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
what least number must be subtracted from n0 so that the remaining number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the probability of getting exactly n0 head in a single throw of five fair coins ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
how many cubes of n0 cm edge can be cut out of a cube of n1 cm edge	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
the length of the diagonal of a square is n0 cm . find its area and perimeter .	sqrt ( const_2 ) | divide ( n0 , #0 ) | square_perimeter ( #1 )
what is the sum of n0 consecutive integers from - n1 inclusive , in a increasing order ?	add ( n1 , const_1 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
find the least number of n0 digits which is exactly divisible by n1 , n2 and n3 ?	lcm ( n1 , n2 ) | multiply ( const_2 , const_4 ) | multiply ( const_12 , const_4 ) | add ( #1 , #2 ) | lcm ( n3 , #0 ) | multiply ( #3 , #4 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , __ ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
three unbiased coins are tossed . what is the probability of getting n1 heads and n1 tail ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
n0 + n1 + n2 + . . . n3 + n4 + n5 + n6 = ?	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
how many numbers between n0 and n1 are divisible by n2 , n3 , and n4 together ?	multiply ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #2 , #3 )
the smallest value of n , for which n + n0 is not a prime number , is	add ( n0 , n0 )
a number divided by n0 leaves remainder n1 what is the remainder when same number divided by n2	subtract ( n1 , n2 ) | divide ( #0 , #0 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
a die is rolled twice . what is the probability of getting a sum equal to n0 ?	divide ( const_1 , n0 )
if number divisible by both n0 and n1 , then the same number divisible by which number ?	multiply ( n0 , n1 ) | multiply ( #0 , const_1 )
find the highest value of ' a ' so that n0 a n1 is divisible by n2 .	gcd ( n2 , const_100 ) | lcm ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
how many integers from n0 to n1 inclusive have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
if log n0 = n1 , then the number of digits in ( n2 ) n3 is ?	log ( const_100 ) | log ( const_10 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
how many cubes of n0 cm edge can be cut out of a cube of n1 cm edge	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
how many even integers from n0 to n1 ( both inclusive ) have even number of factors ?	sqrt ( n1 ) | divide ( #0 , const_2 )
if x ^ n0 is divisible by n1 what is the least possible value of integer x ?	divide ( n1 , n0 ) | divide ( #0 , n0 )
how many pieces of n0 cm length can be cut from a rod of n1 meters long ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
if n0 : n1 : : n2 : x then the value of no_ascii_47 x no_ascii_32 is :	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
the lateral surface area of cube is n0 sq . units . find the volume of cube ?	divide ( n0 , const_4 ) | sqrt ( #0 ) | power ( #1 , const_3 )
the least number which must be subtracted from n0 to make it exactly divisible by n1 is :	add ( const_2 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n0 , #4 )
three unbiased coins are tossed . what is the probability of getting n1 heads and n1 tail ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
if n1 = n1 w / ( n2 - w ) , then ( w ) n3 =	add ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
how many integers from n0 to n1 inclusive have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
if the radius of a circle is increased by n0 % then the area is increased by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
in a throw of dice what is the probability of ge no_ascii_58 no_ascii_4 ing number greater than n0	subtract ( const_6 , n0 ) | divide ( #0 , const_6 )
how many shots of n0 cm radius can be prepared from a sphere of n1 cm radius ?	power ( n1 , const_2 ) | multiply ( n1 , #0 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
the curved surface of a right circular cone of height n0 cm and base diameter n1 cm is	divide ( n1 , const_2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | add ( #1 , #2 ) | sqrt ( #3 ) | multiply ( #0 , #4 ) | multiply ( #5 , const_pi )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
if the cost price is n0 % of selling price . then what is the profit percent .	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the least number must be subtracted from n0 so that remaining number is divisible by n1 .	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
find the greatest number of n0 digits which is exactly divisible by n1 , n2 and n3 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_4 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the circumference of a circle is equal to n0 pi . find the radius of this circle .	divide ( n0 , const_2 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
what will be the reminder when ( n2 ^ n2 + n2 ) is divided by n3 ?	power ( n0 , n0 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | floor ( #2 ) | multiply ( n3 , #3 ) | subtract ( #1 , #4 )
find the smallest number of six digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
how many even integers from n0 to n1 ( both inclusive ) have even number of factors ?	sqrt ( n1 ) | divide ( #0 , const_2 )
how many even integers from n0 to n1 ( both inclusive ) have even number of factors ?	sqrt ( n1 ) | divide ( #0 , const_2 )
how many shots of n0 cm radius can be prepared from a sphere of n1 cm radius ?	power ( n1 , const_2 ) | multiply ( n1 , #0 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a n0 by n1 rectangle is inscribed in circle . what is the circumference of the circle ?	power ( n0 , const_2 ) | power ( n1 , n1 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( #3 , n1 ) | circumface ( #4 )
the greatest number which on dividing n0 and n1 leaves remainders n2 and n3 respectively , is :	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | gcd ( #0 , #1 )
if ( n2 / n1 ) x - n2 = n3 what is the value of x ?	add ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
how many n0 digit positive integers exist that when divided by n1 leave a remainder of n2 ?	add ( const_10 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , n1 )
two numbers are in ratio n0 : n1 and their lcm is n2 . the smaller number is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
divide $ n0 among a , b , c in the ratio n1 : n2 : n3 .	divide ( n0 , n1 )
if n0 % of n1 / n2 of a number is n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | divide ( n3 , #2 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
what is the least value of k . so that n0 k n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
if the radius of a circle is increased by n0 % then the area is increased by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
how many of the positive divisors f of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
how many times will the digit n0 be written when listing the integers from n1 to n2 ?	multiply ( n1 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 )
what number is obtained by adding the units digits of n0 ^ n1 and n2 ^ n3 ?	add ( const_1 , const_10 ) | subtract ( n1 , n3 ) | divide ( n1 , #0 ) | subtract ( #1 , #2 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
how many integers between n0 and n1 have no digits other than n2 , n3 or n4 ?	subtract ( n2 , const_1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 )
the sum of five consecutive even numbers is n0 . find the middle number of the five ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if you add all the numbers on your mobile phone except n0 , what is the answer ?	subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 )
find the surface area of a cuboid n0 m long , n1 m broad and n2 m high	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( #4 , const_2 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how many integers between n0 and n1 that have distinct digits and increase from left to right ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | factorial ( #1 ) | multiply ( #0 , #1 ) | factorial ( #3 ) | multiply ( #2 , #2 ) | divide ( #4 , #5 )
if n2 / p = n1 & n2 / q = n3 then p - q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
if n0 % of x is n1 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
if y is n0 % greater than x , than x is what % less than y ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
how many numbers between n0 and n1 are divisible by n2 , n3 , and n4 together ?	multiply ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #2 , #3 )
how many three - digit numbers that do not contain the digits n0 or n1 are there ?	multiply ( const_10 , const_10 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
what is the units digit of n0 ^ n1 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 ?	factorial ( n0 ) | factorial ( const_4.0 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
how many positive integers between n0 and n1 are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
if a radio is purchased for rs n0 and sold for rs n1 find the loss % ?	subtract ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
find n0 + n1 + n2 + n3 + n4 + . . . up to n5 terms	multiply ( n4 , n5 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #2 , #3 ) | multiply ( #5 , const_10 ) | add ( #4 , #6 )
if n0 and n1 are factors of n2 n , what is the minimum value of n ?	lcm ( n0 , n1 )
if n0 and n1 are factors of n2 n , what is the minimum value of n ?	lcm ( n0 , n1 )
if n0 % of n1 / n2 of a number is n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | divide ( n3 , #2 )
what is the least value of x . so that n0 x n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
a bag marked at $ n0 is sold for $ n1 . the rate of discount is ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
a car covers a distance of n0 km in n1 no_ascii_21 no_ascii_49 hours . find its speed ?	divide ( n0 , n1 )
what is the units digit of n0 ^ ( n1 ) * n2 ^ ( n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if n0 % of a number = n1 , then n2 % of that number will be ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the units digit of ( n0 ) ( n1 ) ( n2 ) ( n3 )	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if the volume of the cube is n0 , then the surface area of the cube will be	cube_edge_by_volume ( n0 ) | multiply ( const_2 , const_3 ) | power ( #0 , const_2 ) | multiply ( #1 , #2 )
a n0 by n1 rectangle is inscribed in circle . what is the circumference of the circle ?	power ( n0 , const_2 ) | power ( n1 , n1 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( #3 , n1 ) | circumface ( #4 )
find the smallest number of five digits exactly divisible by n0 , n1 , n2 and n3 .	multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #1 , const_100 ) | add ( n1 , #2 )
how many of the positive divisors g of n2 are also multiples of n1 not including n2 ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 )
if n0 x + n1 = n2 x no_ascii_77 n3 , what is the value of x ?	add ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a bag marked at $ n0 is sold for $ n1 . the rate of discount is ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the radius of a circle is increased by n0 % then the area is increased by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
what is the remainder when n0 + n1 + n2 no_ascii_6 no_ascii_6 + n3 is divided by n4	reminder ( n1 , n2 ) | power ( n0 , #0 ) | add ( n2 , #1 ) | reminder ( #2 , n3 )
a man invests in a n0 % stock at n1 . the interest obtained by him is :	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
if n0 x + n1 = n2 x no_ascii_77 n3 , what is the value of x ?	add ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
how many figures are required to number the pages the pages of a book containing n0 pages ?	divide ( n0 , const_10 ) | subtract ( n0 , const_1 ) | divide ( #0 , const_10 ) | subtract ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #1 , #3 ) | multiply ( #5 , const_3 ) | subtract ( #3 , #4 ) | add ( #4 , #7 ) | add ( #8 , #6 )
what is the smallest positive perfect square that is divisible by n0 , n1 , and n2 ?	multiply ( n1 , n2 ) | power ( const_3 , const_2 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #0 )
if a # b = ab no_ascii_77 b + b ^ n0 , then n1 # n2 =	multiply ( n1 , n2 ) | power ( n2 , n0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 )
how many numbers between n0 and n1 are divisible by n2 , n3 , and n4 together ?	multiply ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #2 , #3 )
if the height of a cone is increased by n0 % then its volume is increased by ?	rectangle_area ( n0 , const_1 )
in how many years will a sum of money doubles itself at n0 % per annum simple interest	divide ( const_100 , n0 )
if each edge of cube increased by n0 % , the percentage increase in surface area is :	add ( n0 , const_100 ) | power ( const_100 , const_3 ) | power ( #0 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
if x ^ n0 is divisible by n1 what is the least possible value of integer x ?	divide ( n1 , n0 ) | divide ( #0 , n0 )
how many n0 - digit numbers that do not contain the digits n1 or n2 are there ?	multiply ( const_2 , const_4 ) | subtract ( n0 , const_1 ) | power ( #0 , #1 ) | multiply ( n2 , #2 )
what is the dividend . divisor n0 , the quotient is n1 and the remainder is n2 ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 times a positive integer is more than its square by n1 , then the positive integer is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
log n2 n + log n1 n what is n2 digit number n that will be whole number	power ( n1 , n0 )
how many cubes of n0 cm edge can be cut out of a cube of n1 cm edge	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
if ( n + n0 ) ! = n1 ( n ! ) ; find no_ascii_32 n no_ascii_32	add ( const_4 , const_4 ) | subtract ( #0 , const_1 )
if n0 and n1 are factors of n2 n , what is the minimum value of n ?	lcm ( n0 , n1 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
in a throw of dice what is the probability of ge no_ascii_58 no_ascii_4 ng number greater than n0	subtract ( const_6 , n0 ) | divide ( #0 , const_6 )
the probability that a number selected at random from first n0 natural numbers is a composite number is	multiply ( const_3 , const_6 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
if n0 % of a number = n1 , then n2 % of that number will be ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
if n2 / p = n1 & n2 / q = n3 then p - q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
what is the least value of x . so that n0 x n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
product of two natural numbers is n0 . then , the sum of reciprocals of their squares is	divide ( const_1 , const_1 ) | divide ( const_1 , n0 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 )
what is the units digit of n0 ! + n1 ! + n2 ! + n3 ! ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if the length of the diagonal of a square is n0 cm , then its perimeter must be	power ( n0 , const_2 ) | sqrt ( const_2 ) | divide ( #0 , const_2 ) | sqrt ( #2 ) | divide ( #3 , #1 ) | square_perimeter ( #4 )
the sum of n0 consecutive integers is n1 . what is the greatest integer in the set ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what least number should be added to n0 , so that the sum is completely divisible by n1	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
if a + b + c = n0 , then find the ab + bc + ca :	add ( n0 , const_2 ) | factorial ( n0 ) | factorial ( #0 ) | divide ( #2 , #1 ) | divide ( #3 , const_2 )
find the least number must be subtracted from n0 so that remaining number is divisible by n1 .	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what is the least value of x . so that n0 x n1 is divisible by n2 .	lcm ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 ) | divide ( #2 , const_4 )
what least value should be replaced by * in n0 * so the number become divisible by n1	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
if log n0 = n1 and log n2 = n3 , the values of log n4 n5 is	divide ( n1 , n3 ) | multiply ( n1 , #0 )
how many numbers between n0 and n1 are divisible by n2 , n3 , and n4 together ?	multiply ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #2 , #3 )
how many positive integers less than n0 , n1 are evenly divisible by neither n2 nor n3 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the product of two successive numbers is n0 . which is the smaller of the two numbers ?	sqrt ( n0 )
what is the units digit of n0 ^ n5 * n2 ^ n5 * n4 ^ n5 ?	factorial ( n0 ) | factorial ( const_4.0 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
how many cubes of n0 cm edge can be cut out of a cube of n1 cm edge	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
what least number must be subtracted from n0 so that the remaining number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what least number must be subtracted from n0 so that the remaining number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if n1 % of a = b , then b % of n1 is the same as :	divide ( n1 , n0 )
what is the sum of two consecutive even numbers , the difference of whose squares is n0 ?	multiply ( const_2 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , const_2 ) | add ( #3 , #2 )
a n0 by n1 rectangle is inscribed in circle . what is the circumference of the circle ?	power ( n0 , const_2 ) | power ( n1 , const_2.0 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( #3 , n1 ) | circumface ( #4 )
if x > n0 , x / n1 + x / n2 is what percent of x ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
what is the units digit of n0 ^ ( n1 ) * n2 ^ ( n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
if n0 % of x is n2 less than n2 % of n3 , then x is ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 )
what is the units digit of n0 ^ n1 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
if n2 / p = n1 & n2 / q = n3 then p - q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
in how many no . between n0 and n1 at least one of their digits is n2 ?	divide ( n1 , n0 ) | divide ( #0 , n2 )
if a # b = ab no_ascii_77 b + b ^ n1 , then n1 # n2 =	multiply ( n1 , n2 ) | power ( n2 , n0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 )
find the least number of five digits which is exactly divisible by n0 , n1 and n2 ?	multiply ( const_10 , const_1000 ) | subtract ( #0 , const_1 ) | divide ( #1 , n1 ) | add ( #2 , const_1 ) | floor ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_4 ) | divide ( #6 , const_100 ) | add ( #7 , const_2 )
maria bought n0 notebooks and n1 pens costing n2 dollars each . how much did maria pay ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
the least number which must be subtracted from n0 to make it exactly divisible by n1 is :	add ( const_2 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n0 , #4 )
what is the units digit of n0 ! + n1 ! + n3 ! + n3 ! ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
the sum of three consecutive even numbers is n0 . find the middle number of the three ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
if n2 / p = n1 & n2 / q = n3 then p - q = ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
the sum of n0 consecutive integers is n1 . what is the greatest integer in the set ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what number is obtained by adding the units digits of n0 ^ n1 and n2 ^ n3 ?	add ( const_1 , const_10 ) | subtract ( n1 , n3 ) | divide ( n1 , #0 ) | subtract ( #1 , #2 )
find compound interest on rs . n0 at n1 % per annum for n2 years , compounded annually	multiply ( n0 , const_4 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( #5 , n0 )
a bag marked at $ n0 is sold for $ n1 . the rate of discount is ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the positive integer that can be added by n0 to make it a perfect square ?	sqrt ( n0 ) | floor ( #0 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | subtract ( #3 , n0 )
what is the value of ( n0 * n1 * n2 + n3 / n4 ^ n5 )	negate ( n1 ) | power ( n0 , #0 )
if the radius of a circle is increased by n0 % then the area is increased by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
the sum of the non - prime numbers between n0 and n1 , non - inclusive , is	add ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | add ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #3 , const_1 ) | add ( #4 , #5 ) | add ( #5 , const_1 ) | add ( #6 , #7 ) | add ( #7 , const_1 ) | add ( #8 , #9 ) | add ( #9 , const_1 ) | add ( #10 , #11 )
calculate the ratio between x and y if n0 % of x equal to n1 % of y ?	divide ( n0 , n1 )
andy solves problems n0 to n1 inclusive in a math exercise . how many problems does he solve ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3 .	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if log n0 = n1 and log n2 = n3 , the value of log n4 ( n5 )	divide ( n1 , n3 ) | multiply ( n1 , #0 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many two - digit numbers yield a remainder of n0 when divided by both n1 and n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , #0 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge .	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
calculate the ratio between x and y if n0 % of x equal to n1 % of y ?	divide ( n0 , n1 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers i	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
the product of n0 consecutive numbers is n1 . then the sum of the smallest two numbers is ?	power ( n1 , const_0_33 ) | floor ( #0 ) | add ( #1 , const_1 ) | add ( #2 , #1 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
from n0 officers and n1 jawans in how many can n2 be chosen to include exactly one officer ?	factorial ( n1 ) | factorial ( const_3 ) | subtract ( n2 , const_1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | multiply ( n0 , #5 )
if each side of a rectangle is increased by n0 % , by what % the area increases ?	divide ( n0 , const_100 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if n0 % of a number exceeds n1 % of it by n2 , then find the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | add ( n1 , #2 )
how many integers between n1 and n1 , n2 are divisible by n3 , n4 , and n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
what is the value of n0 x ^ n2 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
n0 is subtracted from n1 % of a number , the result is n2 . find the number ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what is the smallest positive integer x such that n0 - x is the cube of a positive integer	add ( const_3 , const_4 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
what number times ( n0 no_ascii_39 n3 ) ^ n2 will give the value of n3 ^ n4 ?	power ( n1 , n1 ) | power ( n1 , n4 ) | multiply ( #0 , #1 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
if n1 = n1 w / ( n2 - w ) , then ( n3 w ) n4 =	add ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
what is the angle between the minute hand and the hour hand when the time is n0 hours ?	divide ( n0 , const_4 ) | divide ( #0 , const_3 )
if x = n2 ^ n1 and x ^ x = n2 ^ k , what is k ?	power ( n0 , n1 ) | multiply ( n1 , #0 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
the ratio of the cost price and selling price is n0 : n1 . the profit percent is ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
in how many ways can the integer n0 be expressed as a product of two different positive integers ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
what is the probability of drawn an ace or a space or both from a dew of cards .	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
ajay can walk n0 km in n1 hour . in how many hours he can walk n2 km ?	divide ( n2 , n0 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
what is the sum of the squares of the first n2 natural numbers ( n1 to n2 ) ?	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( const_2 , const_3 ) | add ( n1 , #1 ) | multiply ( n0 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #2 )
solve the equation for x : n3 ( x + y + n1 ) = n3 y - n3	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
the smallest value of n , for which n0 n + n1 is not a prime number , is	add ( n0 , n0 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n4 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
q ' = n1 q - n1 , what is the value of ( n2 ' ) ' ?	multiply ( n0 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , n0 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #1 )
a fair coin is tossed n0 times . what is the probability of getting at least n1 tails ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if n1 = n1 w / ( n2 - w ) , then ( n3 w ) n4 =	add ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
what is the perimeter of a triangle with sides n0 and n1 that has the maximum possible area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | triangle_perimeter ( n0 , n1 , #3 )
find the greatest number which on dividing n0 and n1 , leaves a reminder of n2 and n3 respectively	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 is ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3 .	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
n0 % of the population of a city is n1 . find the total population of the city ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
if | x - n0 | = n1 what is the sum of all the values of x .	add ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 )
product of two co - prime numbers is n0 . their l . c . m should be :	multiply ( n0 , const_1 )
the smallest value of n , for which n0 n + n1 is not a prime number , is	add ( n0 , n0 )
how many positive integers h less than n0 are such that the product of their digits is n1 ?	add ( const_1 , const_4 ) | divide ( n1 , #0 ) | divide ( #1 , const_3 ) | divide ( #2 , const_2 ) | subtract ( #3 , const_3 ) | factorial ( #4 ) | subtract ( #3 , #4 ) | add ( #5 , #5 ) | factorial ( #6 ) | add ( #7 , #8 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
how many two - digit numbers yield a remainder of n0 when divided by both n1 and n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , #0 )
the difference between a positive proper fraction and its reciprocal is n0 / n1 . the fraction is :	subtract ( n0 , const_4 ) | divide ( const_4 , #0 )
if p represents the product of the first n0 positive integers , then p is not a multiple of	add ( n0 , const_3 ) | multiply ( #0 , const_3 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
if n1 = n1 w / ( n2 - w ) , then ( n3 w ) n4 =	add ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
a + n3 b = n1 , ab = n2 n3 / a + n4 / b = ?	add ( n0 , n4 ) | divide ( #0 , n0 )
what percentage of numbers from n2 to n1 have n2 or n3 in the unit ' s digit ?	divide ( n1 , const_10 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 ) | multiply ( #2 , const_100 )
two dice are thrown simultaneously . what is the probability of getting two numbers whose product is even ?	add ( const_3 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , #1 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
if log n0 = n1 and log n2 = n3 , the value of log n4 n5 is :	divide ( n1 , n3 ) | multiply ( n1 , #0 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
find how many n2 digits no . is less then n1 such that all n2 digits are distinct .	reminder ( n1 , const_10 ) | subtract ( #0 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_3 ) | subtract ( #1 , const_1 ) | multiply ( #1 , #4 ) | add ( #5 , #2 ) | add ( #6 , #3 )
if - n2 and - n3 are negative integers , then - n2 * - n3 + n4 is	negate ( n0 ) | negate ( n1 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
three unbiased coins are tossed , what is the probability of ge no_ascii_54 ng at least n0 tails ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the smallest positive integer x such that n0 - x is the cube of a positive integer	add ( const_3 , const_4 )
if n0 % of x = n1 % of y , then x : y is equal to ?	divide ( n1 , n0 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge .	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
n0 % of the population of a city is n1 . the total population of the city is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
what is the probability of getting at least one six in a single throw of three unbiased dice ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
what is the ratio of n0 / n3 to the product n2 * ( n3 / n4 ) ?	divide ( n0 , const_60 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
what is the lowest positive integer that is divisible by each of the integers n0 through n1 inclusive ?	lcm ( n0 , n1 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
n0 , n1 , n2 , n3 , n4 , . . . . n5 find term of sequnce	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , n0 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
if you write down all the numbers from n0 to n1 , then how many multiples of n2 ?	subtract ( n1 , const_1 ) | divide ( #0 , n2 )
the present worth of rs . n0 due in n1 years at n2 % per annum compound interest is	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
what is n0 - n1 + n2 - n3 + . . . + ( - n4 ) ?	subtract ( n2 , n1 )
if | x - n0 | = n1 what is the sum of all the values of x .	add ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 )
if the area of a circle decreases by n0 % , then the radius of a circle decreases by	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
a car covers a distance of n0 km in n1 n2 / n3 hours . find its speed ?	divide ( n2 , n3 ) | add ( n1 , #0 ) | divide ( n0 , #1 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
the product of two numbers is n0 and their difference is n1 . what is the bigger number ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
the last two - digits in the multiplication n0 no_ascii_62 n1 no_ascii_62 n2 no_ascii_62 n3 no_ascii_62 n4 will be	add ( const_1 , const_4 ) | multiply ( #0 , const_10 )
the sides of a cube are in the ratio n0 : n1 the ratio of their volume is ?	volume_cube ( const_1 ) | volume_cube ( n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
ajay can walk n0 km in n1 hour . in how many hours he can walk n2 km ?	divide ( n2 , n0 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
n0 - [ n1 - { n2 - x } ] = n3 no_ascii_62 n6 no_ascii_16 n5 / n6	subtract ( n0 , const_3 )
there are n0 non - collinear points . how many triangles can be drawn by joining these points ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
my watch gains n0 min every hour . how many degrees the second hand moves in every min ?	add ( n0 , const_60 ) | divide ( const_3600 , const_10 ) | multiply ( #0 , #1 ) | divide ( #2 , const_60 )
what is n0 - n1 + n2 - n3 + . . . + ( - n4 ) ?	subtract ( n2 , n1 )
if n0 % of a number exceeds n1 % of it by n2 , then find the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | add ( n1 , #2 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 is ?	add ( n0 , n1 ) | add ( const_1 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
what is the cp of rs n0 stock at n3 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
find the lowest positive integer that can be divided by all the even numbers between n0 and n1 .	divide ( n0 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | lcm ( #2 , const_10 ) | lcm ( #0 , #3 ) | multiply ( #1 , #4 )
a car covers a distance of n0 km in n1 n2 / n3 hours . find its speed ?	divide ( n2 , n3 ) | add ( n1 , #0 ) | divide ( n0 , #1 )
the sum of three consecutive even numbers multiples of n0 is n1 . what is the largest number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
evaluate : n0 + sqrt ( - n1 + n2 no_ascii_23 no_ascii_42 n3 no_ascii_23 no_ascii_37 n4 ) = ?	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
the present worth of rs . n0 due in n1 years at n2 % per annum compound interest is	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
n0 points lie on a circle . how many cyclic quadrilaterals can be drawn by using these points ?	factorial ( n0 ) | factorial ( const_4 ) | subtract ( n0 , const_4 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 )
evaluate : n0 + sqrt ( - n1 + n2 no_ascii_23 no_ascii_42 n4 no_ascii_23 no_ascii_37 n4 ) = ?	multiply ( n3 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
in a single throw of a die , what is probability of getting a number greater than n0 ?	add ( n0 , const_2 ) | divide ( const_2 , #0 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
effective annual rate of interest corresponding to nominal rate of n0 % per annum compounded half yearly will be	divide ( n0 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( #3 , const_100 ) | subtract ( #4 , const_100 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x	add ( n1 , n3 ) | add ( n2 , n0 ) | divide ( #0 , #1 )
the ratio of the areas of two squares , one having double its diagonal then the other is :	inverse ( const_2 ) | multiply ( #0 , const_4 ) | divide ( #1 , #0 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
evaluate : | n0 - n1 ( n2 - n3 ) | - | n4 - n5 | =	subtract ( n2 , n3 ) | subtract ( n4 , n5 ) | multiply ( n1 , #0 ) | negate ( #1 ) | subtract ( n0 , #2 ) | subtract ( #4 , #3 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
find compound interest on rs . n0 at n1 % per annum for n2 years , compounded annually .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( #5 , n0 )
if the largest n0 digit number is subtracted from the smallest n1 digit number , then the remainder is	multiply ( n1 , const_100 ) | add ( #0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( #1 , const_1 ) | subtract ( #2 , #3 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3 .	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the ratio of the cost price and selling price is n0 : n1 . the profit percent is ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
what is the range of all the roots of | x ^ n0 - n1 | = x ?	sqrt ( n1 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
the least number by which n0 must be multiplied in order to produce a multiple of n1 , is	gcd ( n0 , n1 ) | divide ( n1 , #0 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
if the perimeter and diagonal of a rectangle are n0 and n1 cms respectively , find its area .	divide ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
ajay can ride n0 km in n1 hour . in how many hours he can ride n2 km ?	divide ( n2 , n0 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( n0 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
how many two - digit numbers yield a remainder of n0 when divided by both n1 and n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , #0 )
a student is ranked n0 th from right and n1 th from left . how many are there ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( const_4 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
what least value should be replaced by * in n0 * n1 so the number become divisible by n2	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
( n5 + n5 + n5 + n5 ) x n5 x n5 = ? = ? x n6	add ( n3 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | subtract ( #4 , #5 )
a light flashes every n0 seconds , how many times will it flash in ? of an hour ?	divide ( const_3600 , n0 )
a man goes downstream at n0 kmph , and upstream n1 kmph . the speed of the stream is	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
what number times ( n0 no_ascii_39 n3 ) ^ n2 will give the value of n3 ^ n4 ?	power ( n2 , n1 ) | power ( n1 , n4 ) | multiply ( #0 , #1 )
what is the ratio of n0 / n3 to the product n4 * ( n3 / n4 ) ?	divide ( n0 , const_60 )
when n3 / n1 % of n5 is subtracted from n3 / n4 of n5 , the difference is	divide ( n2 , n4 ) | multiply ( n1 , const_100 ) | divide ( n2 , #1 ) | subtract ( #0 , #2 )
how many n0 digit positive integers r exist that when divided by n1 leave a remainder of n2 ?	add ( const_10 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , n1 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge .	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
when two dice are rolled , what is the probability that the sum is either n0 or n1 ?	add ( n0 , const_1 ) | multiply ( const_6 , const_6 ) | divide ( #0 , #1 )
how many n0 digit positive integers q exist that when divided by n1 leave a remainder of n2 ?	add ( const_10 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , n1 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
if the area of a circle decreases by n0 % , then the radius of a circle decreases by	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers i	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
the number of positive integer solutions for the equation x + y + z + t = n0 is	subtract ( n0 , const_1 ) | subtract ( const_4 , const_1 ) | factorial ( #0 ) | factorial ( #1 ) | subtract ( #0 , #1 ) | factorial ( #4 ) | multiply ( #3 , #5 ) | divide ( #2 , #6 )
what is the range of all the roots of | x ^ n0 - n1 | = x ?	sqrt ( n1 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 , is	add ( n0 , n1 ) | add ( const_1 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
how many n2 x n2 x n2 cubes could fit in a n3 x n4 x n5 box ?	volume_rectangular_prism ( n3 , n4 , n5 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3 .	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
find the greatest number which on dividing n0 and n1 , leaves a reminder of n2 and n3 respectively	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
the sum of money will be double itself in n0 years and simple interest find rate of interest ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
if the area of a circle decreases by n0 % , then the radius of a circle decreases by	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
the sum of two numbers is n0 and their difference is n1 . the ratio of the numbers is	divide ( n0 , const_2 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( n0 , #1 ) | divide ( #3 , const_2 ) | divide ( #4 , #2 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
when n3 / n4 percent of n5 is subtracted from n3 / n4 of n5 , the difference is	multiply ( n1 , n2 ) | divide ( #0 , const_100 )
a man goes downstream at n0 kmph , and upstream n1 kmph . the speed of the stream is	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
what number times ( n0 no_ascii_39 n3 ) ^ n3 will give the value of n3 ^ n4 ?	power ( n1 , n1 ) | power ( n1 , n4 ) | multiply ( #0 , #1 )
if n0 percent of n1 is n2 percent of x , then what is n3 percent of x ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the greatest number which on dividing n0 and n1 , leaves a reminder of n2 and n3 respectively	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if a sum of money doubles itself in n0 years at simple interest , the ratepercent per annum is	divide ( n0 , const_100 ) | divide ( const_2 , #0 ) | divide ( #1 , const_2 )
q ' = n1 q - n1 , what is the value of ( n2 ' ) ' ?	multiply ( n0 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , n0 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #1 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( n0 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
an inspector rejects n0 % of the meters as defective . how many will be examine to project ?	multiply ( const_100 , const_2 ) | multiply ( n0 , const_100 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 )
if n0 ^ n4 x n2 ^ n4 = n4 ^ n what is the value of n ?	log ( n4 ) | power ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( #1 , #2 ) | log ( #3 ) | divide ( #4 , #0 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
ajay can ride n0 km in n1 hour . in how many hours he can ride n2 km ?	divide ( n2 , n0 )
n0 is subtracted from n1 % of a number , the result is n2 . find the number ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the number of positive integer solutions for the equation x + y + z + t = n0 is	subtract ( n0 , const_1 ) | subtract ( const_4 , const_1 ) | factorial ( #0 ) | factorial ( #1 ) | subtract ( #0 , #1 ) | factorial ( #4 ) | multiply ( #3 , #5 ) | divide ( #2 , #6 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
what is the least integer that is a sum of n0 different prime numbers each greater than n1 ?	add ( n1 , const_1 ) | add ( #0 , const_2 ) | add ( #0 , #1 ) | add ( n0 , #1 ) | add ( #2 , #3 ) | add ( #3 , const_2 ) | add ( #4 , #5 )
what is the smallest positive integer that can be multiplied by n0 to make it a perfect square ?	add ( const_3 , const_4 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( n0 ) | power ( const_2 , const_4.0 ) | multiply ( #0 , #1 )
if n0 ^ n3 x n2 ^ n3 = n4 ^ n what is the value of n ?	log ( n4 ) | power ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( #1 , #2 ) | log ( #3 ) | divide ( #4 , #0 )
how many n0 digit positive integers w exist that when divided by n1 leave a remainder of n2 ?	add ( const_10 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , n1 )
if it takes n0 movers n1 minutes to unpack their van , how long would n2 movers take ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the least number of n0 digits which is divisible by n1 , n2 , n3 and n4 is :	multiply ( n0 , const_2 ) | multiply ( n4 , #0 ) | multiply ( #1 , #0 ) | multiply ( #2 , const_2 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 is ?	add ( n0 , n1 ) | add ( const_1 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find a positive number which when increased by n0 is equal to n1 times the reciprocal of the number	gcd ( n0 , n1 ) | add ( #0 , const_2 )
the present worth of $ n0 due in n1 years at n2 % per annum compound interest is ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
how many integer values are there for x such that n0 < n1 x + n2 < n3 ?	subtract ( n3 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , n1 ) | divide ( #1 , n1 ) | subtract ( #2 , #3 ) | floor ( #4 )
the largest natural number by which the product of n0 consecutive even natural numbers is always divisible , is	subtract ( n0 , const_1 ) | multiply ( #0 , #0 ) | add ( #1 , #0 ) | multiply ( #1 , #0 ) | multiply ( #2 , #3 )
n0 is subtracted from n1 % of a number , the result is n2 . find the number ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
the edges of cuboid are n0 cm ; n1 cm and n2 cm . find its surface area ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n2 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
q ' = n2 q - n2 , what is the value of ( n2 ' ) ' ?	multiply ( n0 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , n0 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #1 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
a light flashes every n0 seconds , how many times will it flash in ? of an hour ?	divide ( const_3600 , n0 )
what is the ratio of n4 / n3 to the product n2 * ( n3 / n4 ) ?	divide ( n0 , const_60 )
if n0 % of a number exceeds n1 % of it by n2 , then find the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | add ( n1 , #2 )
find the greatest number which on dividing n0 and n1 , leaves a reminder of n2 and n3 respectively	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
the largest four digit number which is a multiple of n0 , n1 , n2 and n3 is :	square_area ( const_pi )
in how many ways can the integer n0 be expressed as a product of two different positive integers ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
a ball dropped from h height and moves n0 % of height each time . total distance covered is	divide ( n0 , const_10 ) | add ( #0 , const_1 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
in how many ways can the integer n0 be expressed as a product of two different positive integers ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
find the l . c . m of n0 / n1 , n2 / n3 , n4 / n5	multiply ( n3 , const_3 )
if ramola ranks n0 th in a class of n1 , what is her rank from the last ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
n3 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
a man goes downstream at n0 kmph , and upstream n1 kmph . the speed of the stream is	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
andy solves problems n0 to n1 inclusive in a math exercise . how many problems does he solve ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , n0 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
ajay can walk n0 km in n1 hour . in how many hours he can walk n2 km ?	divide ( n2 , n0 )
q ' = n1 q - n1 , what is the value of ( n2 ' ) ' ?	multiply ( n0 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , n0 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #1 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if the a radio is sold for rs n0 and sold for rs n1 . find loss value .	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 is ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
by investing in n0 % stock at n1 , one earns rs . n2 . the investment made is	divide ( const_100 , const_2 ) | multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #1 , #1 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
the number of positive integer solutions for the equation x + y + z + t = n0 is	subtract ( n0 , const_1 ) | subtract ( const_4 , const_1 ) | factorial ( #0 ) | factorial ( #1 ) | subtract ( #0 , #1 ) | factorial ( #4 ) | multiply ( #3 , #5 ) | divide ( #2 , #6 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
n1 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what least no . must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
( n0 + n1 + n2 ) no_ascii_23 no_ascii_42 n5 no_ascii_23 no_ascii_42 ( n4 + n5 ) = ?	add ( n3 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | subtract ( #4 , #5 )
if n0 % of a number exceeds n1 % of it by n2 , then find the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | add ( n1 , #2 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n4 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
at n1 : n1 pm railway time , what will be the angle between minute and hour hand ?	add ( n0 , n0 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
if n0 % of a number exceeds n1 % of it by n2 , then find the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | add ( n1 , #2 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers i	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
find the greatest number which on dividing n0 and n1 , leaves a reminder of n2 and n3 respectively	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 )
what least no . must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
find the sum of all n0 digit numbers formed using digits n1 , n2 , n3 , n4 .	add ( const_100 , const_4 ) | multiply ( const_10 , const_100 ) | subtract ( #1 , n1 ) | add ( #0 , #2 ) | subtract ( #2 , #0 ) | divide ( #4 , n1 ) | add ( #5 , const_1 ) | divide ( #6 , const_2 ) | multiply ( #3 , #7 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
n0 % of the population of a village is n1 . the total population of the village is ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 )
the length of the longest rod that can fit in a cubical room of n0 m side is ?	power ( n0 , const_2 ) | sqrt ( const_2 ) | multiply ( n0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #0 ) | sqrt ( #4 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
in an exam ashley secured n0 marks . if she secured n1 % makes , find the maximum marks	divide ( n1 , const_100 ) | divide ( n0 , #0 )
if n0 % of n1 is greater than n2 % of a number by n3 , the number is	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
what percentage of numbers from n2 to n1 have n2 or n3 in the unit ' s digit ?	divide ( n1 , const_10 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 ) | multiply ( #2 , const_100 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
if | x + n1 | = n1 what is the sum of all the values of x .	add ( n0 , n1 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
what is the least number . which should be added to n0 to make it a perfect square ?	add ( const_12 , const_4 ) | add ( #0 , const_2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #2 ) | subtract ( #3 , n0 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge .	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
what least value should be replaced by * in n0 * n1 so the number become divisible by n2	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
if n1 = n1 w / ( n2 - w ) , then ( n4 w ) n4 =	add ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
what could be the range of a set consisting of odd multiples of ( n0 + n1 ) ?	multiply ( n0 , const_4 )
what least no . must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if the radius of a circle is diminished by n0 % , then the area is diminished by :	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
what number times ( n0 no_ascii_39 n3 ) ^ n2 will give the value of n3 ^ n4 ?	power ( n1 , n2 ) | power ( n1 , n4 ) | multiply ( #0 , #1 )
evaluate : n0 + sqrt ( - n1 + n2 no_ascii_23 no_ascii_42 n3 no_ascii_23 no_ascii_37 n4 ) = ?	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n0 , #1 )
how many two - digit numbers yield a remainder of n0 when divided by both n1 and n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , #0 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
q ' = n1 q - n1 , what is the value of ( n2 ' ) ' ?	multiply ( n0 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , n0 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #1 )
the difference between a positive proper fraction and its reciprocal is n0 / n1 . the fraction is ?	subtract ( n0 , const_4 ) | divide ( const_4 , #0 )
what is n4 - n1 + n2 - n3 + . . . + ( - n4 ) ?	subtract ( n2 , n1 )
n0 of a number is equal to n1 of another number . the ratio of the numbers will be	divide ( n1 , n0 )
each side of a rectangle is increased by n0 % . by what percentage does the area increase ?	multiply ( const_2 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( n0 , #1 )
maximun number of identical pieces ( of same size ) of a cake by making only n0 cuts ?	add ( const_1 , const_4 ) | multiply ( n0 , const_2 ) | power ( n0 , const_3 ) | inverse ( #1 ) | multiply ( n0 , #0 ) | add ( #4 , #2 ) | add ( #5 , #1 ) | multiply ( #6 , #3 )
if n0 ^ n1 x n2 ^ n3 = n4 ^ n what is the value of n ?	log ( const_10 ) | power ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( #1 , #2 ) | log ( #3 ) | divide ( #4 , #0 )
what is n0 - n1 + n2 - n3 + . . . + ( - n4 ) ?	subtract ( n2 , n1 )
if the a radio is sold for rs n0 and sold for rs n1 . find loss percentage .	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many n2 x n2 x n2 cubes could fit in a n3 x n4 x n5 box ?	volume_rectangular_prism ( n3 , n4 , n5 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
what least value should be replaced by * in n0 * n1 so the number become divisible by n2	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , const_3 ) | divide ( n0 , #0 )
the speed of a car is n0 m / s . what is the its speed in kmph .	multiply ( n0 , const_3_6 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the area of a circle decreases by n0 % , then the radius of a circle decreases by	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
if n4 ^ n1 x n4 ^ n3 = n4 ^ n what is the value of n ?	log ( n4 ) | power ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( #1 , #2 ) | log ( #3 ) | divide ( #4 , #0 )
how long does a train n0 m long traveling at n1 kmph takes to cross a signal post ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a man goes downstream at n0 kmph , and upstream n1 kmph . the speed of the stream is	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
how many n0 x n1 x n2 cubes could fit in a n3 x n4 x n5 box ?	volume_rectangular_prism ( n3 , n4 , n5 )
what is the smallest positive integer x such that n0 - x is the cube of a positive integer	add ( const_3 , const_4 )
if two dice are thrown together , the probability of getting a square number on both the dice is	multiply ( const_6 , const_6 ) | divide ( const_6 , #0 )
a number whose fifth part increased by n1 is equal to its fourth part diminished by n1 is ?	add ( n0 , n1 ) | add ( const_1 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
ajay can walk n0 km in n1 hour . in how many hours he can walk n2 km ?	divide ( n2 , n0 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , n0 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
what is the smallest positive integer that can be multiplied by n0 to make it a perfect square ?	add ( const_3 , const_4 )
find the smallest number which when divided by n0 and n1 leaves respective remainders of n2 and n3 .	add ( const_1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers i	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , n0 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
when the circumference and area of a circle are numerically equal , then the diameter is numerically equal to	multiply ( const_2 , const_pi ) | divide ( #0 , const_pi ) | multiply ( #1 , const_2 )
the ratio of the area of a square to that of the square drawn on its diagonal is ?	sqrt ( const_2 ) | divide ( const_1 , #0 ) | power ( #1 , const_2 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
what is the remainder when the number n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
calculate the ratio between x and y if n0 % of x equal to n1 % of y ?	divide ( n0 , n1 )
what is the difference between the place value and the face value of n0 in the numeral n1 ?	divide ( n1 , n0 ) | divide ( #0 , n0 )
in how many ways can the integer n0 be expressed as a product of two different positive integers ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
how many two - digit numbers yield a remainder of n0 when divided by both n1 and n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , #0 )
how many n0 digit positive integers e exist that when divided by n1 leave a remainder of n2 ?	add ( const_10 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , n1 )
what is the ratio whose term differ by n0 and the measure of which is n1 / n2 ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( const_4 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
what is the lowest positive integer that is divisible by each of the integers n0 through n1 inclusive ?	lcm ( n0 , n1 )
find the least number must be added to n0 so that remaining no . is divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
a fair coin is tossed n0 times . what is the probability of getting at least n1 heads ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
the present worth of rs . n0 due in n1 years at n2 % per annum compound interest is	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
if x = n2 ^ n1 and x ^ x = n2 ^ k , what is k ?	power ( n0 , n1 ) | multiply ( n1 , #0 )
if k ^ n0 is divisible by n1 , what is the least possible value of integer k ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
by investing in n0 % stock at n1 , one earns rs . n2 . the investment made is	divide ( const_100 , const_2 ) | multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #1 , #1 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
n0 % of a number is more than n1 % of n2 by n3 . find the number ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n3 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
a number x is n0 times another number y . the percentage that y is less than x is	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the side of a square is increased by n0 % then how much % does its area increases ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
how many cubes of n0 cm edge can be put in a cubical box of n1 m edge .	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
victor gets n0 % marks in examinations . if these are n1 marks , find the maximum marks .	divide ( n0 , const_100 ) | divide ( n1 , #0 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the product of three consecutive numbers is n0 . then the sum of the smallest two numbers is ?	factorial ( n0 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
what least value should be replaced by * in n0 * n1 so the number become divisible by n2	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
how many cubes of n0 cm edge can be put in a cubic box of n1 m edge ?	divide ( n0 , const_100 ) | volume_cube ( n1 ) | volume_cube ( #0 ) | divide ( #1 , #2 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what least number must be added to n0 , so that the sum is completely divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
if the cost price is n0 % of the selling price , then what is the profit percent ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
n0 is subtracted from n1 % of a number , the result is n2 . find the number ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
what is the cp of rs n0 stock at n1 discount , with n2 / n3 % brokerage ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | add ( #0 , #1 )
find the least number must be added to n0 so that remaining no . is divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the present worth of rs . n0 due in n1 years at n2 % per annum compound interest is	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
what is the lowest positive integer that is divisible by each of the integers n0 through n1 inclusive ?	lcm ( n0 , n1 )
what is the greatest value of x such that n0 ^ x is a factor of n1 ! ?	subtract ( n1 , const_1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers i	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
the average marks obtained by n0 candidates in a certain examination is n1 . find the total marks .	multiply ( n0 , n1 )
what is the average ( arithmetic mean ) of all multiples of n1 from n1 to n2 inclusive ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
a man goes downstream at n0 kmph , and upstream n1 kmph . the speed of the stream is	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a car covers a distance of n0 km in n2 2 / n3 hours . find its speed ?	divide ( n2 , n3 ) | add ( n1 , #0 ) | divide ( n0 , #1 )
if x = y = n0 z and xyz = n1 then what is the value of x ?	divide ( const_1 , const_3 ) | multiply ( n0 , n1 ) | power ( #1 , #0 )
a light flashes every n0 seconds , how many times will it flash in ? of an hour ?	divide ( const_3600 , n0 )
a light flashes every n0 seconds , how many times will it flash in ? of an hour ?	divide ( const_3600 , n0 )
what is the range of all the roots of | x ^ n0 - n1 | = x ?	sqrt ( n1 )
andy solves problems n0 to n1 inclusive in a math exercise . how many problems does he solve ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x + n3 for x = n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
the sum of money will be double itself in n0 years and simple interest find rate of interest ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 )
a football team lost n0 yards and then gained n1 . what is the team ' s progress ?	subtract ( n1 , n0 )
the sum of two prime numbers is n0 . what is the product of these two prime numbers ?	subtract ( n0 , const_2 ) | multiply ( #0 , const_2 )
if n0 % of a certain number is n1 , then what is n2 % of that number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
ajay can ride n0 km in n1 hour . in how many hours he can ride n2 km ?	divide ( n2 , n0 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
a card is drawn from a pack of n0 cards . the probability of getting a face card ?	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
what is n0 - n1 + n2 - n3 + . . . + ( - n4 ) ?	subtract ( n2 , n1 )
what is the sum of the greatest common factor and the lowest common multiple of n0 and n1 ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
what is the equation of a circle of radius n0 units centered at ( n1 , n2 ) ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n2 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
what is the sum of all remainders obtained when the first n0 natural numbers are divided by n1 ?	add ( const_1 , const_2 ) | add ( const_1 , const_4 ) | reminder ( n0 , n1 ) | add ( #0 , const_3 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , n1 ) | add ( #1 , #5 ) | add ( #3 , #7 ) | multiply ( #8 , #6 ) | add ( #9 , const_3 )
by selling n0 pens , a trader gains the cost of n1 pens . find his gain percentage ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
a shopkeeper sold an article at $ n0 with n1 % profit . then find its cost price ?	add ( n1 , n0 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
if ( n2 ^ n2 + n2 ) is divided by n3 , then the remainder is : ?	subtract ( n0 , n3 ) | add ( n0 , #0 )
in how many ways can the integer n0 be expressed as a product of two different positive integers ?	divide ( n0 , const_1 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_3 )
the number of positive integer solutions for the equation x + y + z + t = n0 is	subtract ( n0 , const_1 ) | subtract ( const_4 , const_1 ) | factorial ( #0 ) | factorial ( #1 ) | subtract ( #0 , #1 ) | factorial ( #4 ) | multiply ( #3 , #5 ) | divide ( #2 , #6 )
if x = n2 ^ n1 and x ^ x = n2 ^ k , what is k ?	power ( n0 , n1 ) | multiply ( n1 , #0 )
if x = n2 ^ n1 and x ^ x = n2 ^ k , what is k ?	power ( n0 , n1 ) | multiply ( n1 , #0 )
( n6 ) n1 no_ascii_62 ( n2 ) n5 no_ascii_16 ( n4 ) n5 = ( n6 ) ?	power ( n0 , n1 ) | power ( n2 , const_0.25 ) | power ( n4 , n5 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 )
if a sum of money doubles itself in n0 years at simple interest , the ratepercent per annum is	divide ( n0 , const_100 ) | divide ( const_2 , #0 ) | divide ( #1 , const_2 )
ajay can ride n0 km in n1 hour . in how many hours he can ride n2 km ?	divide ( n2 , n0 )
find the least number must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
what least no . must be subtracted from n0 so that remaining no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if a sum of money doubles itself in n0 years at simple interest , the ratepercent per annum is	divide ( n0 , const_100 ) | divide ( const_2 , #0 ) | divide ( #1 , const_2 )
there are n0 girls and n1 boys in a classroom . what is the ratio of girls to boys ?	divide ( n0 , n1 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
if n0 % of a is the same as n1 % of b , then a : b is :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
how much interest will $ n0 , n1 earn in n2 months at an annual rate of n3 % ?	divide ( const_3 , n2 ) | divide ( const_4.0 , const_100 ) | power ( const_100 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
what is the smallest positive integer x such that n0 - x is the cube of a positive integer ?	add ( const_3 , const_4 )
how much interest will $ n0 , n1 earn in n2 months at an annual rate of n3 % ?	divide ( const_3 , n2 ) | divide ( n2 , const_100 ) | power ( const_100 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
the product of two numbers is n0 and the sum of their squares is n1 . find the sum ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
what is the average of n6 , n1 , n2 , n3 , n4 , n5 , and n6 ?	add ( n0 , n1 ) | add ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n0 , #5 ) | divide ( #6 , #1 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
if a light flashes every n0 seconds , how many times will it flash in no_ascii_14 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
what is the smallest positive integer x such that n0 + x is the cube of a positive integer ?	add ( const_3 , const_4 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
if n0 % of an equal to n1 % of b , then ratio between a and b is ?	divide ( n1 , n0 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
what is the lowest positive integer that is divisible by each of the integers n0 through n1 , inclusive ?	lcm ( n0 , n1 )
the radius of a cylinder is n0 m , height n1 m . the volume of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the area of a cuboid of length n0 cm , breadth n1 cm . and height n2 cm .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the smallest number which when diminished by n0 is divisible by n1 , n2 and n3 is . . .	multiply ( n1 , n3 ) | subtract ( n3 , const_10 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
what is the greatest positive integer w such that n0 ^ w is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
how many integers between n0 and n1 , inclusive , can not be evenly divided by n2 nor n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
robert ate n0 chocolates , nickel ate n1 chocolates . how many more chocolates did robert ate than nickel ?	subtract ( n0 , n1 )
what positive number , when squared , is equal to the cube of the positive square root of n0 ?	divide ( const_1 , const_2 ) | power ( n0 , #0 ) | power ( #1 , const_3 ) | sqrt ( #2 )
if n0 ! / n1 ^ x is an integer , what is the greatest possible value of x ?	divide ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
if the number n0 * n1 is exactly divisible by n2 , then the minimum value of * is ?	multiply ( n0 , const_100 ) | reminder ( #0 , n2 ) | subtract ( n2 , #1 ) | divide ( #2 , const_10 )
find the area of a rhombus whose side is n0 cm and one of the diagonals is n1 cm ?	multiply ( const_10 , const_2 ) | multiply ( #0 , const_2 ) | rhombus_area ( n1 , #1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
the sum of three consecutive integers is n0 . what is the sum of the next three consecutive integers ?	multiply ( const_1 , const_2 ) | subtract ( n0 , const_1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
in expressing a length n0 km as nearly as possible with n1 significant digits , find the percentage error .	multiply ( n1 , const_10 ) | add ( #0 , const_4 ) | divide ( #1 , const_100 ) | divide ( #2 , const_10 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
what is the greatest positive integer n such that n0 ^ n is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
n0 . what is the dividend . divisor n1 , the quotient is n3 and the remainder is n3 .	multiply ( n1 , n2 ) | add ( n3 , #0 )
how many integers between n0 and n1 ^ n2 are such that the sum of their digits is n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the radius of a cylinder is n0 m , height n1 m . the volume of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if an object travels at ten feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
the sum of the squares of two consecutive positive integers exceeds their product by n0 . find the integers ?	subtract ( n0 , const_1 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | subtract ( #3 , const_1 ) | divide ( #4 , const_2 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
if p = n0 no_ascii_62 n1 no_ascii_62 n2 , what is the remainder when p is divided by n3 ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_3 ) | divide ( n0 , #0 ) | divide ( n3 , #0 ) | divide ( n1 , #3 ) | multiply ( n2 , #4 ) | multiply ( #2 , #5 ) | divide ( #6 , #1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
if | n0 x - n1 | = n2 , then find the sum of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the area of a square field is n0 m ( power ) n1 the length of its diagonal is :	sqrt ( n0 ) | sqrt ( n1 ) | multiply ( #0 , #1 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if n0 % of n1 is greater than n2 % of a number by n3 , the number is :	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
the difference between a n0 digit number and the number formed by reversing its digit is not a multiple of	add ( n0 , const_4 ) | power ( #0 , const_4 )
if an object travels at six feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
the sum of n0 consecutive even numbers is n1 . find the sum of the squares of these numbers ?	add ( n0 , const_10 ) | multiply ( const_12 , const_12 ) | power ( #0 , const_2 ) | add ( #1 , #2 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
find the length of the wire required to go n0 times round a square field containing n1 m n2 .	square_edge_by_area ( n1 ) | square_perimeter ( #0 ) | multiply ( n0 , #1 )
find the least number that must be subtracted from n0 so that the remaining number is divisible by n1 .	multiply ( const_2 , const_4 ) | subtract ( const_100 , #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
by selling an article for $ n0 , a person gains $ n1 . what is the gain % ?	multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
what is rate of interest if principal . amount be n0 , simple interest n1 and time n2 year .	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if the product of n0 integers is negative , at most how many of the integers can be negative ?	subtract ( n0 , const_1 )
the sum of four consecutive even numbers is n0 . find the sum of the squares of these numbers ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
the cost of n0 articles is equal to selling price of n1 . find the gain or loss percent ?	divide ( n1 , n1 ) | multiply ( #0 , const_100 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( n1 , const_10 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
if | n0 x - n1 | = n2 , then find the product of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
what is the greatest integer m for which the number n0 ! / n1 ^ m is an integer ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
robert ate n0 chocolates , nickel ate n1 chocolates . how many more chocolates did robert ate than nickel ?	subtract ( n0 , n1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
how many integers between n0 and n1 ^ n2 are such that the sum of their digits is n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
evaluate : | n0 - n1 ( n2 - n3 ) | - | n4 - n5 | = ?	subtract ( n2 , n3 ) | subtract ( n4 , n5 ) | multiply ( n1 , #0 ) | negate ( #1 ) | subtract ( n0 , #2 ) | subtract ( #4 , #3 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
if | n0 x - n1 | = n2 , then find the sum of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
if tim had lunch at $ n0 and he gave n1 % tip , how much did he spend ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
if each side of a square is increased by n0 % , find the percentage change in its area .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | square_area ( #1 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , ( . . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the value of y from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
if n0 x = n1 y = z , what is x + y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
find the slope of the line perpendicular to the line y = ( n0 / n1 ) x - n2	divide ( n0 , n1 )
if n0 % of a is the same as n1 % of b , then a : b is :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
find a positive number which when increased by n0 is equal to n1 times the reciprocal of the number ?	gcd ( n0 , n1 ) | add ( #0 , const_2 )
what is the radius of the incircle of the triangle whose sides measure n0 , n1 and n2 units ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , #2 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the radius of a cone is n0 m , height n1 m . the volume of the cone is :	volume_cone ( n0 , n1 )
a book is bought for $ n0 and sold for $ n1 . what is the profit in percentage ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
the sale price shirts listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n0 , #4 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
what is the greatest number of n0 digits which is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | multiply ( const_100 , const_100 ) | lcm ( n3 , #0 ) | lcm ( n4 , #2 ) | divide ( #1 , #3 ) | floor ( #4 ) | multiply ( #5 , #3 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
n0 , n1 , n2 , n3 , n4 , . . n5 find term of sequnce for this ?	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
what is the smallest no . that should be added to n0 to make it exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( #1 , const_2 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
if n0 ! / n1 ^ x is an integer , what is the greatest possible value of x ?	divide ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
the area of an isosceles trapezoid with sides of length n0 and bases of length n1 and n2 is ?	quadrilateral_area ( const_4 , n2 , n1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
two cubes of their volumes in the ratio n0 : n1 . the ratio of their surface area is :	power ( n0 , const_0_33 ) | power ( n1 , const_0_33 ) | divide ( #0 , #1 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers is :	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
what is the greatest positive integer n such that n0 ^ n is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
what is the smallest positive integer k such that the product of n0 x k is a perfect square ?	add ( const_3 , const_4 )
if x and y are positive integers and y no_ascii_24 n1 , then xy ( y no_ascii_73 n1 ) is	add ( n1 , const_1 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
if | n0 x - n1 | = n2 , then find the product of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
how many integers from n0 to n1 , inclusive , are divisible by n2 but not divisible by n3 ?	divide ( n1 , const_10 )
there are two positive integers a and b . what is the probability that a + b is odd /	divide ( const_2 , const_4 ) | multiply ( #0 , const_100 )
( ( - n0 ) ( n1 ) no_ascii_77 ( n2 ) ( n3 ) ) / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | negate ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the digit in units place of the product n0 x n1 x . . . . . x n2 is	divide ( n2 , const_10 ) | floor ( #0 ) | add ( #1 , const_1 ) | factorial ( #2 ) | reminder ( #3 , const_100 )
the product of two positive integers is n0 and their difference is n1 . what is the bigger number ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_4 ) | add ( #2 , const_10 ) | subtract ( #3 , const_1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
find compound interest on $ n0 at n1 % per annum for n2 years n3 months , compounded annually .	divide ( n1 , const_100 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | add ( n0 , #2 ) | multiply ( #3 , #0 ) | add ( #2 , #4 ) | add ( #3 , #4 ) | multiply ( #6 , #1 ) | add ( #5 , #7 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
a book is bought for $ n0 and sold for $ n1 . what is the profit in percentage ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if tim had lunch at $ n0 and he gave n1 % tip , how much did he spend ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
n0 . what is the dividend . divisor n1 , the quotient is n2 and the remainder is n3 .	multiply ( n1 , n2 ) | add ( n3 , #0 )
find compound interest on $ n0 at n1 % per annum for n2 years n3 months , compounded annually .	divide ( n1 , const_100 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | add ( n0 , #2 ) | multiply ( #3 , #0 ) | add ( #2 , #4 ) | add ( #3 , #4 ) | multiply ( #6 , #1 ) | add ( #5 , #7 )
if p represents the product of the first n0 positive integers , then p is not a multiple of :	add ( n0 , const_3 ) | multiply ( #0 , const_3 )
if n0 ! / n1 ^ x is an integer , what is the greatest possible value of x ?	divide ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the difference between a n0 digit number and the number formed by reversing its digit is not a multiple of	add ( n0 , const_4 ) | power ( #0 , const_4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if the area of the equilateral triangle above is n0 , what is the area of the adjacent square ?	multiply ( n0 , const_4 ) | sqrt ( const_3 ) | divide ( #0 , #1 )
a book is bought for $ n0 and sold for $ n1 . what is the profit in percentage ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
if n0 x = n1 y = z , what is x + y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
what is the smallest n0 digit number that is divisible by n1 , n2 , n3 , and n4 ?	lcm ( n0 , n1 ) | multiply ( const_100 , const_100 ) | lcm ( n2 , #0 ) | lcm ( n3 , #2 ) | lcm ( n4 , #3 ) | reminder ( #1 , #4 ) | subtract ( #4 , #5 ) | add ( #1 , #6 )
the radius of a cylinder is n0 m , height n1 m . the volume of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
what is the smallest positive integer k such that the product of n0 x k is a perfect square ?	add ( const_3 , const_4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what is the lowest positive integer that is divisible by each of the integers n0 through n1 , inclusive ?	lcm ( n0 , n1 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
if x no_ascii_39 n0 + n1 no_ascii_39 n4 = n3 no_ascii_39 n4 , what is the value of x ?	divide ( n3 , n2 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
n0 , n1 , n2 , n3 , n4 , . . n5 find term of sequnce for this .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
let p be a prime number . if n = n0 p , how many divisors does n have ?	divide ( const_1 , const_2 ) | divide ( n0 , const_2 ) | subtract ( #1 , const_2 ) | add ( #0 , #2 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
what is the greatest positive integer n such that n0 ^ n is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
the area of an isosceles trapezoid with sides of length n0 and bases of length n1 and n2 is ?	quadrilateral_area ( const_4 , n2 , n1 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x ?	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
how many books each of volume n0 meter cube can be packed into a crate of volume n1 meter cube	multiply ( n1 , const_1 )
the percentage increase in the area of a rectangle , if each of its sides is increased by n0 %	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if n0 x = n1 y = z , what is x + y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
what is the maximum number of pieces that a circular pizza can be cut into with n0 linear cuts ?	multiply ( n0 , const_3 )
find the slope of the line perpendicular to the line y = ( n0 / n1 ) x - n2	divide ( n0 , n1 )
the radius of the circle is reduced from n0 cm to n1 cm then the % change of area .	circle_area ( n1 ) | circle_area ( n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
a shop owner sells n0 mtr of cloth and gains sp of n1 mtrs . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
what is the greatest positive integer t such that n0 ^ t is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
if an object travels at eight feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if the product of n0 integers is negative , at most how many of the integers can be negative ?	subtract ( n0 , const_1 )
if n0 ! / n1 ^ n is an integer , what is the largest possible value of n ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #1 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
a circular wheel radius is n0 m . for covering n1 k . m how much time it revolve ?	circumface ( n0 ) | multiply ( n1 , const_1000 ) | divide ( #1 , #0 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
a shop owner sells n0 mtr of cloth and gains sp of n1 mtrs . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
the simple interest on rs . n0 for n1 months at the rate of n2 paise per rupeeper month is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if xy denotes x is raised to the power y , find the last two digits of n0 + n1	power ( const_100 , const_2 ) | divide ( n0 , #0 ) | reminder ( n1 , #0 ) | floor ( #1 ) | reminder ( #2 , const_100 ) | reminder ( #3 , const_100 ) | subtract ( #4 , const_10 ) | subtract ( #6 , const_10 ) | add ( #5 , #7 ) | subtract ( #8 , const_10 ) | subtract ( #9 , const_10 )
if a ^ n1 + b ^ n1 = n2 , then the greatest possible value of b is between	multiply ( n0 , n0 ) | multiply ( #0 , const_2 ) | add ( #1 , const_2 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( n1 , const_10 )
find a positive number , which when increased by n0 is equal to n1 times reciprocal of the number .	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 )
evaluate : n0 + sqrt ( - n3 + n2 no_ascii_62 n3 no_ascii_16 n4 ) = . . . .	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | subtract ( #1 , n1 ) | sqrt ( #2 ) | add ( n0 , #3 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if n0 no_ascii_77 n is divisible by n3 , and n2 < n < n3 , what is n ?	gcd ( n0 , n1 )
a shop owner sells n0 mtr of cloth and gains sp of n1 mtrs . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if an object travels at five feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
find the length of the wire required to go n0 times round a square field containing n1 m n2 .	square_edge_by_area ( n1 ) | square_perimeter ( #0 ) | multiply ( n0 , #1 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
by investing in n0 % stock at n1 , one earns rs . n2 . the investment made is ?	divide ( const_100 , const_2 ) | multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #1 , #1 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
the radius of a cylinder is n0 m , height n1 m . the volume of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
an article with cost price of n0 is sold at n1 % profit . what is the selling price ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many integers between n0 and n1 , inclusive , can not be evenly divided by n2 nor n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
evaluate : | n0 - n1 ( n2 - n3 ) | - | n4 - n5 | = ?	subtract ( n2 , n3 ) | subtract ( n4 , n5 ) | multiply ( n1 , #0 ) | negate ( #1 ) | subtract ( n0 , #2 ) | subtract ( #4 , #3 )
if xy denotes x is raised to the power y , find the last two digits of n0 + n1	power ( const_100 , const_2 ) | divide ( n0 , #0 ) | reminder ( n1 , #0 ) | floor ( #1 ) | reminder ( #2 , const_100 ) | reminder ( #3 , const_100 ) | subtract ( #4 , const_10 ) | subtract ( #6 , const_10 ) | add ( #5 , #7 ) | subtract ( #8 , const_10 ) | subtract ( #9 , const_10 )
it is currently n0 : n1 pm . what time was it in the morning exactly n2 minutes ago ?	multiply ( n0 , const_60 ) | reminder ( n2 , const_60 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_3600 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
what is the total number of integers between n0 and n1 ( exclusive ) that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
what is the smallest positive integer nn such that no_ascii_67 n0 , n1 no_ascii_64 n is a perfect cube ?	add ( const_3 , const_4 )
an inspector rejects n0 % of the meters as defective , how many meters he examine to reject n1 meteres	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
the simple interest on rs . n0 for n1 months at the rate of n2 paise per rupeeper month is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( const_100.0 , const_10 )
how many integers from n0 to n1 , inclusive , have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
two cubes of their volumes in the ratio n0 : n1 . the ratio of their surface area is :	power ( n0 , const_0_33 ) | power ( n1 , const_0_33 ) | divide ( #0 , #1 )
population is n0 . population increases by n1 % every year , then the population after n2 years is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 )
if x and y are integers , what is the least positive number of n0 x + n1 y ?	subtract ( n0 , n1 )
the difference between a positive proper fraction and its reciprocal is n0 / n1 . then the fraction is :	subtract ( n0 , const_4 ) | divide ( const_4 , #0 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
what is the value of n0 x ^ n1 no_ascii_73 n2 x no_ascii_73 n3 for x = no_ascii_73 n4 ?	power ( n0 , n1 ) | power ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 )
find the compound interest on $ n0 , n1 for n2 months at n3 % per annum compounded quarterly .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
the area of an isosceles trapezoid with sides of length n0 and bases of length n1 and n2 is ?	quadrilateral_area ( const_4 , n2 , n1 )
the radius of a circle is increased by n0 % . find how much % does its area increases ?	multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , const_100 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
the product of two positive integers is n0 and their difference is n1 . what is the smaller number ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_4 ) | add ( #2 , const_10 ) | subtract ( #3 , const_1 )
the probability that a number selected at random from the first n0 natural numbers is a composite number is ?	multiply ( const_3 , const_6 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many integers from n0 to n1 , inclusive , are divisible by n2 but not divisible by n3 ?	divide ( n1 , const_10 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
if an object travels at seven feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
how many positive integers less than n0 , n1 are such that the product of their digits is n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the sale price shirts listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n0 , #4 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
n3 x ^ n1 - n2 x + n3 = n4 find the above equation find the value of x	divide ( n2 , const_3 ) | divide ( #0 , const_2 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
n0 % of x is greater than n1 / n2 rd of x by n3 . what is x ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n3 , #2 )
if n0 ! / n1 ^ n is an integer , what is the largest possible value of n ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #1 )
if the product of n0 integers is negative , at most how many of the integers can be negative ?	subtract ( n0 , const_1 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 second ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
if n0 ! / n1 ^ n is an integer , what is the largest possible value of n ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #1 )
the product of two positive integers is n0 and their difference is n1 . what is the bigger number ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_4 ) | add ( #2 , const_10 ) | subtract ( #3 , const_1 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
what is the smallest no . that should be added to n0 to make it exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( #1 , const_2 )
if the product of n0 integers is negative , at most how many of the integers can be negative ?	subtract ( n0 , const_1 )
by selling an article for $ n0 , a person gains $ n1 . what is the gain % ?	multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
what is the unit digit of ( n2 ! * n1 ! / n2 ! * n3 ! ) ?	factorial ( n0 ) | factorial ( n3 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many digits are in ( n2 no_ascii_62 n5 ^ n2 ) ( n5 no_ascii_62 n5 ^ n5 ) ?	add ( const_3 , const_4 ) | add ( #0 , n1 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
how many digits are in ( n0 no_ascii_62 n5 ^ n2 ) ( n5 no_ascii_62 n5 ^ n5 ) ?	add ( const_3 , const_4 ) | add ( #0 , n1 )
population is n0 . population increases by n1 % every year , then the population after n2 years is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 )
there are n0 positive integers x and y . what is the probability that x + y is odd ?	divide ( n0 , const_4 )
the average of non - zero number and its square is n0 times the number . the number is ?	multiply ( n0 , const_2 ) | subtract ( #0 , const_1 )
how many positive integers less than n0 , n1 are such that the product of their digits is n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the probability that a number selected at random from the first n0 natural numbers is a composite number is ?	multiply ( const_3 , const_6 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
find the value of x from the below equation : x ^ n0 no_ascii_73 n1 x + n2 = n3	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n1 , #3 ) | divide ( #4 , n0 )
the simple interest on rs . n0 for n1 months at the rate of n2 paise per rupeeper month is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
the difference between a number and its two fifth is n0 . what is n1 % of that number ?	add ( n0 , const_4 ) | power ( #0 , const_4 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
at n0 : n1 , the hour hand and the minute hand of a clock form an angle of :	divide ( n1 , const_60 ) | multiply ( const_3 , const_60 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | divide ( #3 , const_3 ) | multiply ( #0 , #3 ) | divide ( #4 , const_4 ) | multiply ( #2 , #6 ) | subtract ( #5 , #7 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
if n0 x = n1 y = z , what is x + y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
what is the greatest integer m for which the number n0 ! / n1 ^ m is an integer ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
two cubes have their volumes in the ratio n0 : n1 . find the ratio of their surface areas .	divide ( n0 , n1 ) | inverse ( const_3 ) | power ( #0 , #1 ) | power ( #2 , const_2 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
if | n0 x + n1 | = n2 , then find the sum of the values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
if tim had lunch at $ n0 and he gave n1 % tip , how much did he spend ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
( ( - n0 ) ( n1 ) no_ascii_77 ( n2 ) ( n3 ) ) / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | negate ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n4 )
how many integers between n0 and n1 , inclusive , can not be evenly divided by n2 nor n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
in how many r ways can n0 people from a group of n1 people be seated around a circular table	subtract ( n0 , const_1 ) | factorial ( #0 ) | multiply ( n1 , #1 )
if x and y are integers , what is the least positive number of n0 x + n1 y ?	subtract ( n0 , n1 )
find the area of a cuboid of length n0 cm , breadth n1 cm . and height n2 cm .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
what is the smallest integer that is the sum of n0 distinct prime integers , each greater than n1 ?	add ( n1 , const_1 ) | add ( n1 , const_3 ) | add ( #0 , #1 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
what positive number , when squared , is equal to the cube of the positive square root of n0 ?	divide ( const_1 , const_2 ) | power ( n0 , #0 ) | power ( #1 , const_3 ) | sqrt ( #2 )
what annual installment will discharge a debt of $ n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
if tim had lunch at $ n0 and he gave n1 % tip , how much did he spend ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
the average length of the sides of triangle abc is n0 . what is the perimeter of triangle abc ?	multiply ( n0 , const_3 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
what is the total cost of n0 sandwiches at $ n1 each and n2 sodas at $ n3 each ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
find the value of y from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the ratio of the cost price and the selling price is n0 : n1 . the profit percent is :	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
a card is drawn from a pack of n0 cards . the probability of not getting a face card ?	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
if the radius of a circle is decreased by n0 % , find the percentage decrease in its area .	divide ( const_100 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | power ( #2 , const_2 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 )
find the area of a cuboid of length n0 cm , breadth n1 cm . and height n2 cm .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
what is the total number of integers between n0 and n1 ( exclusive ) that are divisible by n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | add ( #1 , const_1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the ratio between the radii of two spheres is n0 : n1 . find the ratio between their volumes ?	power ( n1 , const_3 ) | divide ( n0 , #0 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what is the greatest positive integer q such that n0 ^ q is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
a number whose fifth part increased by n0 is equal to its fourth part diminished by n1 , is :	add ( n0 , n1 ) | add ( const_1 , const_4 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #0 , #4 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
population is n0 . population increases by n1 % every year , then the population after n2 years is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers is :	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
if an object travels at four feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 sec ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
what is the smallest no . that should be added to n0 to make it exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( #1 , const_2 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
what is the greatest positive integer r such that n0 ^ r is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
n0 , n5 , n2 , n3 , n4 , - n5 , n6 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( n1 , const_10 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if an object travels at n0 feet per second , how many feet does it travel in n1 minutes ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
the area of an isosceles trapezoid with sides of length n0 and bases of length n1 and n2 is ?	quadrilateral_area ( const_4 , n2 , n1 )
find the area of a rhombus one side of which measures n0 cm and one diagonal is n1 cm .	divide ( const_1 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 ) | subtract ( #4 , #2 ) | sqrt ( #5 ) | multiply ( #3 , #6 ) | add ( n1 , #7 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers is :	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
how many n2 x n2 x n2 cubes can you fit in a n3 x n4 x n5 box ?	volume_rectangular_prism ( n3 , n4 , n5 )
if | n0 x - n1 | = n2 , then find the product of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
find the least positive integer divisible by each of the integers between n0 through n2 ( including n2 ) .	add ( const_3 , const_4 ) | power ( const_2 , const_3 ) | power ( const_3 , const_2 ) | multiply ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
how many integers from n0 to n1 , inclusive , are divisible by n2 but not divisible by n3 ?	divide ( n1 , const_10 )
the sum of two numbers is n0 and their difference is n1 . find the difference between their squares .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
find the slope of the line perpendicular to the line y = ( n0 / n1 ) x - n2	divide ( n0 , n1 )
find the area of a right - angled triangle whose base is n0 cm and hypotenuse is n1 cm .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | triangle_area ( n0 , #3 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
find the value of y from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if an object travels at nine feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what is the dividend ? the divisor is n0 , the quotient is n1 and the remainder is n2 .	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
what is the smallest positive integer k such that the product of n0 x k is a perfect square ?	add ( const_3 , const_4 )
if n is a natural number , then n2 n ^ n1 + n2 n is always divisible by ?	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
the angle between the minute hand and the hour hand of a clock when the time is n0 , is	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
if n0 ! / n1 ^ n is an integer , what is the largest possible value of n ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what is the unit digit of ( n2 ! * n2 ! / n2 ! * n3 ! ) ?	factorial ( n0 ) | factorial ( n3 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
what is the smallest of n0 consecutive odd integers whose average ( arithmetic mean ) is b + n1 ?	subtract ( n0 , const_1 ) | subtract ( const_2 , #0 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
in how many q ways can n0 people from a group of n1 people be seated around a circular table	factorial ( n1 ) | factorial ( n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | factorial ( #2 ) | multiply ( #3 , #4 )
two cubes of their volumes in the ratio n0 : n1 . the ratio of their surface area is :	power ( n0 , const_0_33 ) | power ( n1 , const_0_33 ) | divide ( #0 , #1 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
find a positive number which when increased by n0 is equal to n1 times the reciprocal of the number .	gcd ( n0 , n1 ) | add ( #0 , const_2 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
what is the smallest positive integer k such that the product of n0 x k is a perfect square ?	add ( const_3 , const_4 )
what is the greatest integer m for which the number n0 ! / n1 ^ m is an integer ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
the difference between a n0 digit number and the number formed by reversing its digit is not a multiple of	add ( n0 , const_4 ) | power ( #0 , const_4 )
the present worth of rs . n0 due in n1 years at n2 % per annum compound interest is :	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
find compound interest on $ n0 at n1 % per annum for n2 years n3 months , compounded annually .	divide ( n1 , const_100 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | add ( n0 , #2 ) | multiply ( #3 , #0 ) | add ( #2 , #4 ) | add ( #3 , #4 ) | multiply ( #6 , #1 ) | add ( #5 , #7 )
robert ate n0 chocolates , nickel ate n1 chocolates . how many more chocolates did robert ate than nickel ?	subtract ( n0 , n1 )
n0 % of x is greater than n1 / n2 rd of x by n3 . what is x ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n3 , #2 )
n0 % of x is greater than n1 / n2 rd of x by n3 . what is x ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n3 , #2 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the local value of n0 in the difference of n1 and local value of n2 in n3 ?	multiply ( const_10 , const_1000 ) | reminder ( n3 , const_1000 ) | subtract ( n3 , #1 ) | reminder ( #2 , #0 ) | multiply ( n1 , #3 ) | reminder ( #4 , #0 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers is :	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
in a km race , a beats bby n0 metres or n1 seconds . find a ' s timeoverthe course	divide ( n1 , n0 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , n1 ) | subtract ( #3 , #1 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
the difference of two numbers is n0 and one - fifth of their sum is n1 . find the numbers	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
in a simultaneous throw of pair of dice . find the probability of getting the total more than n0 ?	add ( n0 , const_4 ) | add ( const_2 , const_4 ) | add ( #0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
an article with cost price of n0 is sold at n1 % profit . what is the selling price ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
find the area of a cuboid of length n0 cm , breadth n1 cm . and height n2 cm .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
in a simultaneous throw of a pair of dice , find the probability of getting a total more than n0	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
if you add all the numbers on your mobile phone except n0 and n1 , what is the answer ?	subtract ( const_10 , const_1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 )
the mean of n0 ^ n1 ^ n2 ^ n3 ^ n4 ^ n5 ^ n6 ^ n7 is ?	add ( const_2 , const_3 ) | add ( const_2 , const_4 ) | add ( const_3 , const_4 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | add ( #3 , #4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | power ( #2 , const_2 ) | add ( #5 , #7 ) | add ( #8 , #9 ) | add ( #6 , #10 ) | add ( #12 , #11 ) | add ( n0 , #13 ) | divide ( #14 , #2 )
population is n0 . population increases by n1 % every year , then the population after n2 years is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
find the length of the wire required to go n0 times round a square field containing n1 m n2 .	square_edge_by_area ( n1 ) | square_perimeter ( #0 ) | multiply ( n0 , #1 )
robert ate n0 chocolates , nickel ate n1 chocolates . how many more chocolates did robert ate than nickel ?	subtract ( n0 , n1 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if an object travels at ten feet per second , how many feet does it travel in two hours ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
julian owes his classmate jenny n0 dollars . if he borrows n1 dollars how much will he owe her ?	add ( n0 , n1 )
how many even n0 - digit integers greater than n1 are there such that all their digits are different ?	add ( n0 , const_1 ) | add ( const_3 , const_4 ) | multiply ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #0 , #1 ) | subtract ( #2 , const_2 ) | factorial ( #5 ) | divide ( #3 , #6 ) | multiply ( n0 , #7 ) | multiply ( #0 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , #4 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
the radius of a cylinder is n0 m , height n1 m . the volume of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
the simple interest on rs . n0 for n1 months at the rate of n2 paise per rupeeper month is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half yearly is	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
how many integers between n0 and n1 ^ n2 are such that the sum of their digits is n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
if n0 x = n1 y = z , what is x + y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
find the value of y from ( n0 ) ^ n3 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
what positive number , when squared , is equal to the cube of the positive square root of n0 ?	divide ( const_1 , const_2 ) | power ( n0 , #0 ) | power ( #1 , const_3 ) | sqrt ( #2 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the least number by which n0 must be multiplied in order to produce a multiple of n1 , is :	gcd ( n0 , n1 ) | divide ( n1 , #0 )
how many integers from n0 to n1 , inclusive , are divisible by n2 but not divisible by n3 ?	divide ( n1 , const_10 )
how many integers between n0 , n1 and n2 , n3 have tens digit n4 and units digit n5 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
how many integers from n0 to n1 , inclusive , have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
what is the smallest no . that should be added to n0 to make it exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( #1 , const_2 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a book is bought for $ n0 and sold for $ n1 . what is the profit in percentage ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if an object travels at two feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
how many n2 x n2 x n2 cubes could fit in a box of n3 x n4 x n5 ?	volume_rectangular_prism ( n3 , n4 , n5 )
a soccer team played n0 games and won n1 percent of them . how many games did it win ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
a soccer team played n0 games and won n1 percent of them . how many games did it win ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the ratio of three numbers is n0 : n1 : n2 and their product is n3 . the numbers are	power ( n0 , n1 ) | power ( const_2.0 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a person is traveling at n0 km / hr and reached his destiny in n1 then find the distance ?	multiply ( n0 , n1 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
by selling an article for $ n0 , a person gains $ n1 . what is the gain % ?	multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if | n0 x + n1 | = n2 , then find the product of the values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
two n0 faced dice are thrown together . the probability that both show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
the angle between the minute hand and the hour hand of a clock when the time is n0 , is	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
by investing in n0 % stock at n1 , one earns rs . n2 . the investment made is :	divide ( const_100 , const_2 ) | multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #1 , #1 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
the greatest number that divides n0 , n1 and n2 leaving remainder n5 , n5 and n5 respectively is :	gcd ( n0 , n1 ) | subtract ( n1 , n3 ) | divide ( #1 , #0 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
( ( - n0 ) ( n1 ) no_ascii_77 ( n2 ) ( n3 ) ) / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | negate ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n4 )
replace x with the appropriate number in n0 , n1 , n2 , n3 , n4 , n5 , x	subtract ( n2 , n1 ) | add ( n5 , #0 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
find the value of y from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
the length of each side of an equilateral triangle having an area of n0 no_ascii_67 n1 cm n2 is ?	divide ( n1 , n0 )
what is the greatest integer m for which the number n0 ! / n1 ^ m is an integer ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
in a single throw of a die , what is the probability of getting a number greater than n0 ?	add ( n0 , const_2 ) | divide ( const_2 , #0 )
in how many years will a sum of money doubles itself at n0 % per annum on simple interest ?	divide ( const_100 , n0 )
population is n0 . pop increases by n1 % every year , then the pop after n2 years is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 ) | multiply ( #4 , #0 ) | add ( #4 , #5 )
a coin is tossed six times . what is the probability that there is at the least one tail ?	divide ( const_1 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( #4 , const_1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
what is the total cost of n0 sandwiches at $ n1 each and n2 sodas at $ n3 each ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
how much interest will $ n0 , n1 earn in n2 months at an annual rate of n3 % ?	divide ( const_3 , const_4 ) | divide ( n2 , const_100 ) | power ( const_100 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
how many digits are in ( n0 no_ascii_62 n4 ^ n4 ) ( n4 no_ascii_62 n4 ^ n5 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_10 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 sec ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
an inspector rejects n1 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
( ( - n0 ) ( n1 ) no_ascii_77 ( n2 ) ( n3 ) ) / n4 = ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | negate ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n4 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
an article with cost price of n0 is sold at n1 % profit . what is the selling price ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average of non - zero number and its square is n0 times the number . the number is :	multiply ( n0 , const_2 ) | subtract ( #0 , const_1 )
if each side of a square is increased by n0 % , find the percentage change in its area ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | square_area ( #1 )
how many integer values r are there for x such that n0 < n1 x + n2 < n3 ?	multiply ( n0 , n2 )
if m and n are positive integers and n no_ascii_24 n1 , then mn ( n no_ascii_73 n1 ) is	multiply ( n0 , const_2 ) | power ( #0 , const_0_33 ) | floor ( #1 )
if xy denotes x is raised to the power y , find the last two digits of n0 + n1	power ( const_100 , const_2 ) | divide ( n0 , #0 ) | reminder ( n1 , #0 ) | floor ( #1 ) | reminder ( #2 , const_100 ) | reminder ( #3 , const_100 ) | subtract ( #4 , const_10 ) | subtract ( #6 , const_10 ) | add ( #5 , #7 ) | subtract ( #8 , const_10 ) | subtract ( #9 , const_10 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
if n0 of a number is equal to n1 of another number , the ratio of the numbers is :	multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #0 , #1 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how much interest will $ n3 , n1 earn in n2 months at an annual rate of n3 % ?	divide ( const_3 , n2 ) | divide ( n2 , const_100 ) | power ( const_100 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( n1 , const_10 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
what is rate of interest if principal . amount be n0 , simple interest n1 and time n2 year .	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 sec ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
what is the average ( arithmetic mean ) of all the multiples of n1 from n1 to n2 inclusive ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , const_2 )
evaluate : | n0 - n1 ( n2 - n3 ) | - | n4 - n5 | = ?	subtract ( n2 , n3 ) | subtract ( n4 , n5 ) | multiply ( n1 , #0 ) | negate ( #1 ) | subtract ( n0 , #2 ) | subtract ( #4 , #3 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
find compound interest on $ n0 at n1 % per annum for n2 years n3 months , compounded annually .	divide ( n1 , const_100 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | add ( n0 , #2 ) | multiply ( #3 , #0 ) | add ( #2 , #4 ) | add ( #3 , #4 ) | multiply ( #6 , #1 ) | add ( #5 , #7 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the volume and surface area of a sphere are numerically the same , then its radius is : ?	divide ( const_4 , const_3 ) | multiply ( const_4 , const_pi ) | multiply ( #0 , const_pi ) | divide ( #2 , #1 ) | divide ( const_1 , #3 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
a shop owner sells n0 mtr of cloth and gains sp of n1 metres . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
what is the total cost of n0 sandwiches at $ n1 each and n2 sodas at $ n3 each ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
how many digits are in ( n0 no_ascii_62 n4 ^ n2 ) ( n4 no_ascii_62 n4 ^ n5 ) ?	add ( const_3 , const_4 ) | add ( #0 , n1 )
find the slope of the line perpendicular to the line y = ( n0 / n1 ) x - n2	divide ( n0 , n1 )
the angle between the minute hand and the hour hand of a clock when the time is n0 : n1	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 sec ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if p gets n0 % more than q , then by what percent does q get less than p ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if c is n0 % of a and n1 % of b , what percent of a is b ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
in how many w ways can n0 people from a group of n1 people be seated around a circular table	factorial ( n1 ) | divide ( #0 , n0 )
find the value of y from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_16 n4 = y ?	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
if | n0 x - n1 | = n2 , then find the product of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
what is the smallest positive integer k such that the product of n0 x k is a perfect square ?	add ( const_3 , const_4 )
what is rate of interest if principal . amount be n0 , simple interest n1 and time n2 year .	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
what should be the least number to be added to the n0 number to make it divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the diagonals of the two squares are in the ratio of n0 : n1 find the ratio of their area	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , #3 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
what is the greatest positive integer n such that n0 ^ n is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
if x / n0 - x - n1 / n2 = n3 , then find the value of x .	divide ( n1 , n2 ) | add ( n3 , #0 ) | multiply ( n0 , #1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
if n0 % of a is the same as n1 % of b , then a : b is :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if n0 x = n1 y = z , what is x - y , in terms of z ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
how many odd n0 - digit integers smaller than n1 are there such that all their digits are different ?	subtract ( const_10 , const_1 ) | subtract ( n0 , const_1 ) | subtract ( n1 , const_100 ) | divide ( #2 , const_100 ) | factorial ( #0 ) | subtract ( #0 , #1 ) | factorial ( #5 ) | divide ( #4 , #6 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
the area of an isosceles trapezoid with sides of length n0 and bases of length n1 and n2 is ?	quadrilateral_area ( const_4 , n2 , n1 )
population is n0 . population increases by n1 % every year , then the population after n2 years is ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
if n0 % of a is the same as n1 % of b , then a : b is :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the difference of two numbers is n0 and one fifth of their sum is n1 . the numbers are :	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in a simultaneous throw of pair of dice . find the probability of getting the total more than n0 .	add ( n0 , const_4 ) | add ( const_2 , const_4 ) | add ( #0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
if x and y are integers , what is the least positive number of n0 x + n1 y ?	subtract ( n0 , n1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the cost of n0 articles is equal to selling price of n1 . find the gain or loss percent ?	divide ( n1 , n1 ) | multiply ( #0 , const_100 )
a shop owner sells n0 mtr of cloth and gains sp of n1 mtrs . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
if you multiply all the numbers on your mobile phone except n0 and n1 , what is the answer ?	subtract ( const_1 , const_1 ) | multiply ( #0 , const_1 )
the product of two positive integers is n0 and their difference is n1 . what is the bigger number ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_4 ) | add ( #2 , const_10 ) | subtract ( #3 , const_1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
two cubes of their volumes in the ratio n0 : n1 . the ratio of their surface area is :	power ( n0 , const_0_33 ) | power ( n1 , const_0_33 ) | divide ( #0 , #1 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
in a division , divident is n0 , divisior is n1 and quotient is n2 . find the remainder .	reminder ( n0 , n1 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
the speed of a train is n0 kmph . what is the distance covered by it in n1 minutes ?	divide ( n1 , const_60 ) | multiply ( n0 , #0 )
two positive integers differ by n0 , and sum of their reciprocals is n1 then one of the numbers is	add ( n1 , n1 )
robert ate n0 chocolates , nickel ate n1 chocolates . how many more chocolates did robert ate than nickel ?	subtract ( n0 , n1 )
what is the smallest no . that should be added to n0 to make it exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( #1 , const_2 )
if x and y are integers , what is the least positive number of n0 x + n1 y ?	subtract ( n0 , n1 )
the sector of a circle has radius of n0 cm and central angle n1 o . find its perimeter ?	add ( const_3 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 )
if | n0 x - n1 | = n2 , then find the product of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
the diameters of two spheres are in the ratio n0 : n1 what is the ratio of their volumes ?	divide ( n0 , const_4 )
find the distance covered by a man walking for n0 min at a speed of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 )
a cycle is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a person is traveling at n0 km / hr and reached his destiny in n1 hr find the distance ?	multiply ( n0 , n1 )
what is the greatest positive integer x such that n0 ^ x is a factor of n2 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
what positive number , when squared , is equal to the cube of the positive square root of n0 ?	divide ( const_1 , const_2 ) | power ( n0 , #0 ) | power ( #1 , const_3 ) | sqrt ( #2 )
a shop owner sells n0 mtr of cloth and gains sp of n1 mtrs . find the gain % ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
what is the greatest integer m for which the number n0 ! / n1 ^ m is an integer ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
sixty n0 percent of a number is n1 less than n2 fifth of that number . what is the number	multiply ( n1 , const_100 ) | multiply ( n0 , const_3 ) | divide ( #0 , #1 )
if n0 ! / n1 ^ x is an integer , what is the greatest possible value of x ?	divide ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
the angle between the minute hand and the hour hand of a clock when the time is n0 no_ascii_75 is	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
the simple interest on rs . n0 for n1 months at the rate of n2 paise per rupeeper month is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
how many integers between n0 and n1 , inclusive , can not be evenly divided by n2 nor n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
if | n0 x - n1 | = n2 , then find the sum of the values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
what is rate of interest if principal . amount be n0 , simple interest n1 and time n2 year .	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if the wheel is n0 cm then the number of revolutions to cover a distance of n1 cm is ?	multiply ( const_100 , const_3 ) | multiply ( const_1 , const_10 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_2 ) | multiply ( n0 , #5 ) | divide ( n1 , #6 )
if x no_ascii_39 n0 + n3 no_ascii_39 n4 = n3 no_ascii_39 n4 , what is the value of x ?	divide ( n1 , n2 )
if each edge of a cube is increased by n0 % , find the percentage increase in its surface area	divide ( const_3 , const_2 ) | multiply ( const_2 , const_3 ) | power ( #0 , const_2 ) | multiply ( #1 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
the sale price sarees listed for rs . n0 after successive discount is n1 % and n2 % is ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if the product of n0 integers is negative , at most how many of the integers can be negative ?	subtract ( n0 , const_1 )
if n0 men do a work in n1 days , in how many days will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find compound interest on rs . n0 at n1 % per annum for n2 years n3 months , compounded annually	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( #5 , n0 )
a book is bought for $ n0 and sold for $ n1 . what is the profit in percentage ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if tim had lunch at $ n0 and he gave n1 % tip , how much did he spend ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
an article is bought for rs . n0 and sold for rs . n1 , find the loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
an article is bought for rs . n0 and sold for rs . n1 , find the gain percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 )
find the slope of the line perpendicular to the line y = ( n0 / n1 ) x - n2	divide ( n0 , n1 )
find the least number which when divided by n0 and n1 leaves a remainder of n2 in each case .	lcm ( n0 , n1 ) | add ( n2 , #0 )
how many integers from n0 to n1 , inclusive , have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
find the base k of the number system , if ( n0 ) n1 = ( n2 ) k ?	divide ( const_10 , const_2 ) | multiply ( n1 , const_2 ) | power ( n1 , const_2 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | add ( #4 , const_4 ) | subtract ( const_4 , #5 ) | divide ( #6 , const_3 ) | divide ( #7 , const_2 ) | multiply ( #8 , const_4 ) | subtract ( const_1 , #9 ) | sqrt ( #10 ) | subtract ( #11 , const_1 ) | divide ( #12 , const_2 )
if n0 ! / n1 ^ n is an integer , what is the largest possible value of n ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #1 )
how many integers from n0 to n1 , inclusive , have a remainder of n2 when divided by n3 ?	divide ( n1 , const_10 )
the divisor is n0 , the quotient is n1 and the remainder is n2 . what is the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
how many integer values t are there for x such that n0 < n1 x + n2 < n3 ?	subtract ( n3 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , n2 ) | divide ( #1 , n2 ) | subtract ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_2 )
what positive number , when squared , is equal to the cube of the positive square root of n0 ?	divide ( const_1 , const_2 ) | power ( n0 , #0 ) | power ( #1 , const_3 ) | sqrt ( #2 )
how many integers from n0 to n1 , inclusive , remains the value unchanged when the digits were reversed ?	divide ( n1 , const_10 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
how many integers between n0 and n1 , inclusive , can not be evenly divided by n2 nor n3 ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
find the compound interest on $ n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
lcm of two numbers is n0 and hcf is n1 . if one number is n2 then other number is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a car is running at a speed of n0 kmph . what distance will it cover in n1 sec ?	divide ( n0 , const_3_6 ) | multiply ( n1 , #0 )
at what rate percent on simple interest will rs . n0 amount to rs . n1 in n2 years ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if an object travels at three feet per second , how many feet does it travel in one hour ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
what is the total cost of n0 sandwiches at $ n1 each and n2 sodas at $ n3 each ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
find the compound interest on rs . n0 at n1 % per annum for n2 years , compounded annually .	divide ( n1 , const_4 ) | multiply ( const_4 , const_4 ) | sqrt ( const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , const_1 ) | multiply ( #4 , #2 ) | power ( #5 , const_3 ) | multiply ( #6 , #7 ) | subtract ( #8 , #6 )
if n2 x + y = n1 and x + n2 y = n3 , then xy / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
total n0 matches are conducted in knockout match type . how many players will be participated in that tournament ?	add ( n0 , const_1 )
what is the greatest positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
what is the greatest number that divides n0 , n1 and n2 leaving a remainder of n3 in each case ?	subtract ( n2 , n3 ) | subtract ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( #4 , const_3 ) | divide ( #5 , const_2 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
in filling a room with gas n0 m * n2 m * n2 m the volumes of gas will be ?	volume_rectangular_prism ( n0 , n1 , n1 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
a positive number when decreased by n0 is equal to n1 times the reciprocal of the number . the number is	multiply ( n0 , n1 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n0 , #3 ) | divide ( #4 , const_2 )
a car consumes n0 liters of petrol weekly . for how many days will n1 liters of petrol be sufficient ?	add ( const_3 , const_4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
if anangletis defined as n1 percent of n1 degree , then how many anglets are there in one half circle ?	add ( const_2 , const_4 ) | divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #3 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
x + ( n3 / x ) = n1 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , n2 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
find the value of b from ( n0 ) ^ n3 x n2 ^ n3 no_ascii_23 no_ascii_37 n4 = b .	power ( n0 , n1 ) | power ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if ( t - n0 ) is a factor of t ^ n1 - kt - n2 , then k =	add ( n1 , const_10 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that b get ?	divide ( n0 , n1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
if xy = n0 , x / y = n1 , for positive numbers x and y , y = ?	divide ( n0 , n1 ) | sqrt ( #0 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
find the fraction which has the same ratio to n5 / n1 that n2 / n3 has to n4 / n5	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
if n0 is to be divisible by n1 , what is the least whole number that should be added to ?	floor ( n1 ) | add ( #0 , const_1 )
a bicycle wheel has a diameter of n0 m . how many complete revolutions does it make in n1 km ?	multiply ( n1 , const_1000 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | power ( #4 , const_2 ) | divide ( #3 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | divide ( #0 , #8 )
if the perimeter of a rectangular park is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
on dividing a number by n0 , the quotient is n1 and the remainder is n2 . the number is :	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
what is the distance covered by a car if it travels with a speed of n0 kmh for n1 hours ?	multiply ( n0 , n1 )
what is the measure of the angle e made by the diagonals of the any adjacent sides of a cube .	divide ( const_180 , const_3 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
find the fraction which has the same ratio to n0 / n5 that n2 / n3 has to n4 / n5	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
if ( m - n0 ) is a factor of m ^ n1 - pm - n2 , then p =	divide ( n2 , n0 ) | subtract ( n0 , #0 )
in digging a pond n0 m * n1 m * n2 m the volumes of the soil extracted will be ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
on dividinng n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
find compound interest on rs . n0 at n1 % per annum for n2 year , compounded half - yearly .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( #5 , n0 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if the volume of two cubes are in the ratio n0 : n1 , the ratio of their edges is :	cube_edge_by_volume ( n0 )
what is the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if n0 is divided by any no . then quotient is n1 and remainder is n2 . what is divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
the length of a rectangle is halved , while its breadth is tripled . whatis the % change in area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
( n6 ) n7 x ( n2 ) - n3 no_ascii_16 ( n4 ) - n5 = ( n6 ) n7	multiply ( const_2 , const_4 ) | subtract ( #0 , n1 )
find the compound interest on rs . n0 , n1 at n2 % per annum for n3 months , compounded quarterly	divide ( n1 , const_4 ) | multiply ( const_4 , const_4 ) | sqrt ( const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , const_1 ) | multiply ( #4 , #2 ) | power ( #5 , const_3 ) | multiply ( #6 , #7 ) | subtract ( #8 , #6 )
if the price of a certain computer increased n0 percent from y dollars to n1 dollars , then n2 y =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
a student multiplied a number by n3 / n2 instead of n2 / n3 . what is the percentage error .	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the height of cylinder is n0 cm and its diameter is n1 cm . the volume of the cylinder is :	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 )
what is n1 2 / n2 - n8 1 / n7 divided by n8 / n7 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n0 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if ( n4 / n1 ) x - n2 = n3 x + n4 what is the value of x ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #1 , n3 ) | divide ( #0 , #2 )
n0 play kabadi , n1 play kho kho only , n2 play both gmaes . then how many in total ?	add ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
the difference of two numbers is n0 and one - fifth of their sum is n1 . find the numbers .	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
find the n0 th term of an arithmetic progression whose first term is n1 and the common difference is n2 .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
what is the remainder when the number q = n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
if n0 % of n1 is greater than n2 % of a number by n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
a bicycle wheel has a diameter of n0 m . how many complete revolutions does it make in n1 km ?	multiply ( n1 , const_1000 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | power ( #4 , const_2 ) | divide ( #3 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | divide ( #0 , #8 )
if x / n4 + n1 / x = n2 , what are the values of n3 x - n4 ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | power ( #1 , n3 ) | subtract ( #3 , #2 ) | sqrt ( #4 ) | add ( #5 , #1 ) | subtract ( #1 , #5 ) | subtract ( #6 , n4 ) | subtract ( #7 , n4 ) | multiply ( #8 , const_10 ) | add ( #10 , #9 )
what is the sum of the digits of integer k , if k = ( n0 ^ n1 - n2 )	subtract ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , n0 )
a person is traveling at n0 km / hr and reached his destiny in n1 hr then find the distance ?	multiply ( n0 , n1 )
in how many ways n1 boys and n1 girls can be seated in a row so that they are alternate .	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
three n0 faced dice are thrown together . the probability that no two dice show the same number on them is	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
if the sides of a rectangle are increased by n0 % , what is the percentage increase in the area ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
the percentage increase in the area of rectangle , if each of its side is increased by n0 % is ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
find the fraction which has the same ratio to n0 / n2 that n2 / n3 has to n4 / n5	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
a shopkeeper sold n0 articles at the cost price of n1 articles . then find the profit % or lost %	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 n + n1 > n4 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
two positive integers differ by n1 , and sum of their reciprocals is n1 . then one of the numbers is	add ( n1 , n1 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
what is n1 2 / n2 - n8 1 / n5 divided by n8 / n7 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n7 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
how many books each of volume n0 meter cube can be packed into a crate of volume n1 meter cube ?	multiply ( n1 , const_1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if the volume of two cubes are in the ratio n0 : n1 , the ratio of their edges is :	cube_edge_by_volume ( n0 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
what is the probability of randomly selecting one of the shortest diagonals from all the diagonals of a regular hexagon ?	divide ( const_26 , const_2 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_2 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if ( m - n0 ) is a factor of m ^ n1 - km - n2 , then k =	divide ( n2 , n0 ) | subtract ( n0 , #0 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the smallest number which when diminished by n2 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if n0 % of n1 is greater than n2 % of a number by n3 , then the number is ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph . the speed of the stream is ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 % of n1 % of n2 % of a number is n3 , then what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternate .	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
a shopkeeper sold n0 articles at the cost price of n1 articles . then find the profit % or lost %	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the volume of two cubes are in the ratio n0 : n1 , the ratio of their edges is :	cube_edge_by_volume ( n0 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternate .	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if | y + n0 | = n1 , what is the sum of all the possible values of y ?	negate ( n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , n0 ) | add ( #1 , #2 )
what is the least whole number that should be added to n0 if it is to be divisible by n1 ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #1 , n0 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
n4 n - n1 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n0 , n5 ) | divide ( #0 , n3 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
how many positive integers less than n0 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
if n0 ^ x * n1 ^ y = n2 and x no_ascii_77 y = n3 , then x = ?	multiply ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #1 , n2 ) | log ( #0 ) | log ( #2 ) | divide ( #4 , #3 ) | subtract ( n3 , #5 )
if f ( x ) = n0 - n1 x , then f - n2 ( - n3 ) = ?	subtract ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
n0 play kabadi , n1 play kho kho only , n2 play both gmaes . then how many in total ?	add ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternative ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
a dog has n0 bones , then he finds n1 more bones . now how many bones does he have .	add ( n0 , n1 )
the average of n0 numbers is n1 . if each number is multiplied by n2 , find the new average ?	multiply ( n1 , n2 )
set d consists of all the prime numbers between n0 and n1 . what is the range of set d ?	add ( n0 , const_2 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
in digging a pond n0 m * n1 m * n2 m the volumes of the soil extracted will be ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if the price of a certain computer increased n0 percent from d dollars to n1 dollars , then n2 d =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
the length of a rectangle is doubled while its width is doubled . what is the % change in area ?	multiply ( const_2 , const_3 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_10 )
if xy = n0 , x / y = n1 , for positive numbers x and y , y = ?	divide ( n0 , n1 ) | sqrt ( #0 )
ram get n0 marks in his exam which is n1 % of total marks . what is the total marks ?	add ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
the radius of a cylinder is n0 r units and height is n1 r units . find the curved surface ?	circumface ( n0 ) | multiply ( n1 , #0 )
what is the remainder when n0 , n1 no_ascii_62 n2 , n3 no_ascii_62 n4 , n5 is divided by n6 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
what is the distance covered by a train if it travels with a speed of n0 kmh for n1 hours ?	multiply ( n0 , n1 )
find the value of c from ( n0 ) ^ n3 x n2 ^ n3 no_ascii_23 no_ascii_37 n4 = c .	power ( n0 , n1 ) | power ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
dividing by n0 no_ascii_39 n1 and then multiplying by n2 no_ascii_39 n3 is the same as dividing by what number ?	divide ( n1 , n0 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , n0 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if ( t - n0 ) is a factor of t ^ n1 - kt - n2 , then k =	add ( n1 , const_10 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
find the greatest number that will divide n0 , n1 and n2 leaving n3 , n4 and n5 as remainders respectively	multiply ( n4 , const_4 ) | add ( #0 , const_12 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if n0 % of n1 % of n2 % of a number is n3 , then what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
two dice are thrown simultaneously . what is the probability of getting two numbers whose product is not an even ?	add ( const_3 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , #1 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
what is the average ( arithmetic mean ) of the numbers n0 , n1 , n2 , n3 and n4 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
a bicycle wheel has a diameter of n0 m . how many complete revolutions does it make in n1 km ?	multiply ( n1 , const_1000 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | power ( #4 , const_2 ) | divide ( #3 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | divide ( #0 , #8 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
find a number such that it exceeds n0 by n1 times the number by which it is less than n2 ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_4 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if ( t - n0 ) is a factor of t ^ n1 - kt - n2 , then k =	add ( n1 , const_10 )
find the least multiple of n0 , which when divided by n1 and n2 leaves remainders n3 and n4 respectively .	add ( const_4 , const_4 ) | multiply ( n2 , const_10 ) | subtract ( n4 , const_10 ) | add ( #1 , #1 ) | add ( #2 , const_3 ) | multiply ( #0 , const_3 ) | add ( #3 , #5 ) | multiply ( #6 , #4 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
the area of the largest circle that can be drawn inside a rectangle with sides n0 cm by n1 cm is	divide ( n1 , const_2 ) | circle_area ( #0 )
n0 play kabadi , n1 play kho kho only , n2 play both gmaes . then how many in total ?	add ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
a number is increased by n0 % and then reduced by n1 % . after these operations , the number :	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
in digging a pond n0 m * n1 m * n2 m the volumes of the soil extracted will be ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if k is the greatest positive integer such that n0 ^ k is a divisor of n1 ! then k =	divide ( n1 , n0 ) | add ( #0 , const_1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
n4 n + n1 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
x + ( n3 / x ) = n1 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , n2 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
if k is the greatest positive integer such that n0 ^ k is a divisor of n1 ! then k =	divide ( n1 , n0 ) | add ( #0 , const_1 )
puzzle ! ! ! no_ascii_29 if n0 = n1 n2 = n3 n4 = n5 then n6 = ? ? ?	multiply ( n5 , const_1 )
what is the value of n if the sum of the consecutive odd integers from n0 to n equals n1 ?	multiply ( n0 , const_2 ) | sqrt ( n1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #0 ) | add ( n0 , #3 )
in digging a pond n0 m * n1 m * n2 m the volumes of the soil extracted will be ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a shopkeeper sold n0 articles at the cost price of n1 articles . then find the profit % or lost %	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
a can run n0 metre in n1 seconds and b in n2 seconds . by what distance a beat b ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
a certain tax rate is $ n0 per $ n1 . what is the rate , expressed as a percent ?	divide ( n0 , n1 ) | multiply ( #0 , n1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
a bicycle wheel has a diameter of n0 m . how many complete revolutions does it make in n1 km ?	multiply ( n1 , const_1000 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | power ( #4 , const_2 ) | divide ( #3 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | divide ( #0 , #8 )
if n is a natural number , then ( n2 n n1 + n2 n ) is always divisible by :	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
two - third of a positive number and n0 / n1 of its reciprocal are equal . the number is :	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | divide ( #0 , #1 ) | sqrt ( #2 )
x + ( n3 / x ) = n1 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , const_2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
the difference of two numbers is n0 and one - fourth of their sum is n1 . find the numbers .	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
if you write down all the numbers from n0 to n1 , then how many times do you write n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the area of the largest circle that can be drawn inside a square of side n0 cm in length is :	divide ( n0 , const_2 ) | circle_area ( #0 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
a person crosses a n0 m long street in n1 minutes , what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
find the n0 th term of an arithmetic progression whose first term is n1 and the common difference is n2 .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
what is the sum of the digits of integer k , if k = ( n0 ^ n1 - n2 )	subtract ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , n0 )
if you write down all the numbers from n0 to n1 , then how many times do you write n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
find the n0 th term of an arithmetic progression whose first term is n1 and the common difference is n2 .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 )
if n0 % of n1 is greater than n2 % of a number by n3 , what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
n0 play kabadi , n1 play kho kho only , n2 play both gmaes . then how many in total ?	add ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
n0 + n3 = n2 n3 + n6 = n5 n6 + n9 = n8 then n9 + n10 = ?	add ( n7 , n10 ) | power ( #0 , const_2 ) | add ( #1 , const_1 )
if | x - n0 | = n1 , what is the sum of all the possible values of x ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the probability that a number selected at random from the first n0 natural numbers is a composite number is - .	multiply ( const_3 , const_6 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
if the price of a certain computer increased n0 percent from d dollars to n1 dollars , then n2 d =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
what is the sum of the digits of integer k , if k = ( n0 ^ n1 - n2 )	subtract ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , const_10 )
if it takes n0 kids n1 hours to wear out their teacher , how long would it take n2 kids ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
if the perimeter of a rectangular stadium is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
find the n0 th term of an arithmetic progression whose first term is n1 and the common difference is n2 .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
if n0 % of n1 % of n2 % of a number is n3 , then what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
what is the remainder when the number r = n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
if n0 % of n1 is greater than n2 % of a number by n3 , what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
the areas of the two spheres are in the ratio n0 : n1 . the ratio of their volume is ?	multiply ( n1 , const_2 ) | divide ( n0 , #0 )
if n is a natural number , then ( n2 n ^ n1 + n2 n ) is always divisible by	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternate .	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
what is the smallest positive integer that can be multiplied by n0 , n1 to make it a perfect square ?	add ( const_3 , const_4 )
a man crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | divide ( n1 , const_60 ) | divide ( #0 , #1 )
a can run n0 metre in n1 seconds and b in n2 seconds . by what distance a beat b ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
find compound interest on rs . n0 at n1 % per annum for n2 years n3 months , compounded annually .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( #5 , n0 )
how much time does a train n0 metres long running at n1 km / hr take to pass a pole ?	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
the ratio of the volumes of a cube to that of the sphere which will fit inside the cube is ?	divide ( const_1 , const_2 ) | volume_cube ( const_1 ) | volume_sphere ( #0 ) | divide ( #1 , #2 )
a person is traveling at n0 km / hr and reached his destiny in n1 hr then find the distance ?	multiply ( n0 , n1 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
what annual installment will discharge a debt of rs . n0 due in n1 years at n2 % simple interest ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 )
if z is a multiple of n0 , what is the remainder when z ^ n1 is divided by n2 ?	divide ( n0 , const_3 ) | multiply ( n1 , const_100 ) | subtract ( n2 , n1 ) | subtract ( const_100 , n1 ) | multiply ( #2 , const_1000 ) | power ( #0 , n1 ) | divide ( #5 , n2 ) | multiply ( #4 , const_100 ) | multiply ( #4 , const_10 ) | add ( #7 , #8 ) | add ( #9 , #1 ) | add ( #10 , #3 ) | subtract ( #6 , #11 ) | multiply ( n2 , #12 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
how much time does a train n0 metres long running at n1 km / hr take to pass a pole ?	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
find the greatest number that will divide n0 , n1 and n2 leaving n3 , n4 and n5 as remainders respectively	multiply ( n4 , const_4 ) | add ( #0 , const_12 )
find the fraction which has the same ratio to n0 / n5 that n2 / n3 has to n4 / n5	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
if ( m - n0 ) is a factor of m ^ n1 - qm - n2 , then q =	divide ( n2 , n0 ) | subtract ( n0 , #0 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
what is the product of all the possible values of x if x ^ n1 - n1 x - n2 ?	divide ( n2 , const_1 )
average of n0 numbers is n1 . if one number is excluded the average becomes n2 . the excluded number is	multiply ( n0 , n1 ) | multiply ( n2 , const_4 ) | subtract ( #0 , #1 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
find the value of x in [ ( n0 / x ) / ( n1 * n2 ) ] = n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | divide ( n0 , #1 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
in digging a pond n0 m * n1 m * n2 m the volumes of the soil extracted will be ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a train crosses a post in n0 seconds and a platform n1 m long in n2 seconds . its length is	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
let c be defined as the sum of all prime numbers between n0 and n1 . what is c / n2	add ( const_2 , const_4 ) | divide ( n2 , const_10 ) | power ( const_2 , #0 ) | add ( #1 , #2 )
if n0 % of n1 % of n2 % of a number is n3 , then what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if | x + n0 | = n1 , what is the sum of all the possible values of x ?	add ( n0 , n1 )
find the last digit in the product n5 x n5 + n6 x n6 - n4 x n5 x n6 ?	multiply ( n0 , n0 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( const_10 , const_2 ) | multiply ( const_100 , const_3 ) | add ( #0 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #7 ) | subtract ( #8 , #6 )
what is log n0 ( n2 ) log n2 ( n3 ) . . . log n4 ( n5 ) ?	log ( n5 ) | log ( n0 ) | divide ( #0 , #1 )
if the price of a certain computer increased n0 percent from d dollars to n1 dollars , then n2 d =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
if z is a multiple of n0 , what is the remainder when z ^ n1 is divided by n2 ?	divide ( n0 , const_3 ) | multiply ( n1 , const_100 ) | subtract ( n2 , n1 ) | subtract ( const_100 , n1 ) | multiply ( #2 , const_1000 ) | power ( #0 , n1 ) | divide ( #5 , n2 ) | multiply ( #4 , const_100 ) | multiply ( #4 , const_10 ) | add ( #7 , #8 ) | add ( #9 , #1 ) | add ( #10 , #3 ) | subtract ( #6 , #11 ) | multiply ( n2 , #12 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
if xy = n0 , x / y = n1 , for positive numbers x and y , y = ?	divide ( n0 , n1 ) | sqrt ( #0 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
dividing by n0 no_ascii_39 n1 and then multiplying by n2 no_ascii_39 n3 is the same as dividing by what number ?	divide ( n1 , n0 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
find the length of the wire required to go n0 times round a square field containing n1 m ^ n2 .	square_edge_by_area ( n1 ) | square_perimeter ( #0 ) | multiply ( n0 , #1 )
a person is traveling at n0 km / hr and reached his destiny in n1 hr then find the distance ?	multiply ( n0 , n1 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if an amount of rs n0 is distributed equally amongst n1 persons , how much amount would each person get ?	divide ( n0 , n1 )
two positive integers differ by n0 , and sum of their reciprocals is n1 . then one of the numbers is	add ( n1 , const_1 )
if the lcm and hcf of n0 and another number is n1 and n2 respectively . find the other number ?	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
find the value of x from the below equation ? : x ^ n0 + n1 x + n2 = n3	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n1 , #3 ) | divide ( #4 , n0 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
find the value of e from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_23 no_ascii_37 n4 = e .	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
n4 n + n1 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
if n0 % of a number is greater than n1 % of n2 by n3 , what is the number ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
n0 n + n4 > n2 and n3 n + n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
what is the least positive integer that is not a factor of n0 ! and is not a prime number ?	add ( n0 , const_1 ) | multiply ( #0 , const_2 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
if | y + n0 | = n1 , what is the sum of all the possible values of y ?	negate ( n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , n0 ) | add ( #1 , #2 )
if you write down all the numbers from n0 to n1 , then how many times do you write n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the diagonals of two squares are in the ratio of n0 : n1 . find the ratio of their areas .	power ( n1 , const_2 ) | divide ( const_4 , #0 )
how much time does a train n0 metres long running at n1 km / hr take to pass a pole ?	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
if k is the greatest positive integer such that n0 ^ k is a divisor of n1 ! then k =	divide ( n1 , n0 ) | add ( #0 , const_1 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
the diagonals of two squares are in the ratio of n0 : n1 then find the ratio of its areas ?	power ( n1 , n0 ) | divide ( const_4 , #0 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a shopkeeper sold an article at $ n0 and gained a n1 % profit . what was the cost price ?	add ( n1 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n0 , #1 )
what is the remainder when n0 , n1 no_ascii_62 n2 , n3 no_ascii_62 n4 , n5 is divided by n6 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the product of two numbers is n0 and their hcf is n1 . what are the number of such pairs ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
if the lcm and hcf of n0 and another number is n1 and n2 respectively . find the other number ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
what is n7 2 / n2 - n8 1 / n5 divided by n8 / n7 - n8 / n9 ?	add ( const_1 , const_10 ) | multiply ( const_10 , const_2 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
if n is a natural number , t hen n2 n ^ n1 + n2 n is always divisible by ?	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
what is the least whole number that should be added to n0 if it is to be divisible by n1 ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #1 , n0 )
how much time does a train n0 metres long running at n1 km / hr take to pass a pole ?	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is	divide ( n2 , n3 ) | subtract ( n1 , #0 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
what is the area of a circle having the same perimeter as that of a square whose area is n0 .	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , const_pi ) | divide ( #2 , const_2 ) | multiply ( #3 , #3 ) | multiply ( #4 , const_pi ) | multiply ( #5 , const_2 )
what is the units digit of ( n0 ) ( n1 ) ( n2 ) ( n3 ) ( n4 )	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
find the area of right angled triangle whose hypotenuse is n0 cm and one of the sides is n1 cm .	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( n1 , #3 ) | divide ( #4 , const_2 )
how many books each of volume n0 meter cube can be packed into a crate of volume n1 meter cube ?	multiply ( n1 , const_1 )
if the lcm and hcf of n0 and another number is n1 and n2 respectively . find the other number ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if k is the greatest positive integer such that n0 ^ k is a divisor of n1 ! then k =	divide ( n1 , n0 ) | add ( #0 , const_1 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
n0 + n1 + n2 + . . . . . . . . . + n3 ) is equal to	add ( n0 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n1 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
set w consists of all the prime numbers between n0 and n1 . what is the range of set w ?	add ( n0 , const_1 ) | subtract ( n1 , const_2 ) | subtract ( #1 , #0 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
the diagonals of the two squares are in the ratio of n0 : n1 find the ratio of their area .	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , #3 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the last digit in the product ( n0 ^ n1 x n2 ^ n3 x n4 ^ n5 )	multiply ( n0 , n2 ) | reminder ( n5 , const_4 ) | power ( n4 , #1 ) | reminder ( #2 , const_10 ) | multiply ( #0 , #3 ) | reminder ( #4 , const_10 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
the length of a rectangle is halved , while its breadth is tripled . wa tis the % changein area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
what is n6 n5 / n7 - n7 n8 / n5 divided by n6 / n7 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n0 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
the diagonals of two squares are in the ratio of n0 : n1 then find the ratio of its areas ?	power ( n1 , n0 ) | divide ( const_4 , #0 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
what is the remainder when n0 , n1 no_ascii_62 n2 , n3 no_ascii_62 n4 , n5 is divided by n6 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
if the price of a certain computer increased n0 percent from d dollars to n1 dollars , then n2 d =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
what is the remainder when n0 , n1 no_ascii_62 n2 , n3 no_ascii_62 n4 , n5 is divided by n6 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
( n0 + n1 + n2 + n3 + . . . . . + n4 + n5 ) = ?	add ( n3 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | subtract ( #4 , #5 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
find the greatest number that will divide n0 , n1 and n2 leaving n3 , n4 and n5 as remainders respectively	multiply ( n4 , const_4 ) | add ( #0 , const_12 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
if n0 % of a number is greater than n1 % of n2 by n3 , what is the number ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
what is the units digit of ( n0 ) ( n1 ) ( n2 ) ( n3 ) ( n4 )	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
a shopkeeper sold n0 articles at the cost price of n1 articles . then find the profit % or lost %	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if | x + n0 | = n1 , what is the sum of all the possible values of x ?	add ( n0 , n1 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
what is the sum of the digits of integer k , if k = ( n0 ^ n2 - n2 )	subtract ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , n0 )
a can run n0 metre in n1 seconds and b in n2 seconds . by what distance a beat b ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
how many positive integers less than n0 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the smallest number h which when increased by n0 is completely divisible by n1 , n2 and n3 ?	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | subtract ( #1 , n0 )
two - third of a positive number and n0 / n1 of its reciprocal are equal . the number is :	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | divide ( #0 , #1 ) | sqrt ( #2 )
x + ( n3 / x ) = n1 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , n2 )
divide $ n0 among x , y in the ratio n1 : n2 . how many $ that x get ?	multiply ( const_1000 , const_4 ) | subtract ( n0 , #0 )
what are the last two digits of n0 * n1 * n2 * n3 * n4 * n5 * n6 ?	subtract ( n3 , const_2 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what annual payment will discharge a debt of rs . n0 due in n1 years at n2 % per annum ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | divide ( #3 , n1 )
the letters o , l and t are rearranged to form the word ' lot ' . find its probability .	factorial ( const_3 ) | divide ( const_1 , #0 )
what is the sum of the digits of integer k , if k = ( n0 ^ n1 - n2 )	subtract ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , n0 )
the percentage increase in the area of rectangle , if each of its side is increased by n0 % is ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
two - third of a positive number and n0 / n1 of its reciprocal are equal . the number is :	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | divide ( #0 , #1 ) | sqrt ( #2 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a cricket bat is sold for $ n0 , making a profit of $ n1 . the profit percentage would be	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
how many positive integers less than n0 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a certain tax rate is $ n0 per $ n1 . what is the rate , expressed as a percent ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
how many times in a day , are the hands of a clock in straight line but opposite in direction ?	multiply ( const_12 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_4 ) | divide ( #2 , const_2 )
what is the difference between the largest and the smallest number written with n3 , n3 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
if log n0 = n1 and log n2 = n3 , find the number of digits in ( n4 ) n5	divide ( n1 , n3 ) | multiply ( n1 , #0 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
if a - b = n2 and a n2 + b n2 = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
if xy = n0 , x / y = n1 , for positive numbers x and y , y = ?	divide ( n0 , n1 ) | sqrt ( #0 )
a car travels at a speed of n0 miles per hour . how far will it travel in n1 hours ?	multiply ( n0 , n1 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the h . c . f . of two numbers is n1 and their difference is n1 . the numbers are	add ( const_3 , const_4 ) | multiply ( n0 , #0 )
tough and tricky questions : arithmetic . ( n2 ^ n5 + n2 ^ n5 ) / n4 ^ n5 =	power ( n0 , n1 ) | power ( n4 , n1 ) | add ( #0 , #0 ) | divide ( #2 , #1 )
the angle between the minute hand and the hour hand of a clock when the time is n0 , is :	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
n0 n + n1 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , const_2 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
what is the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if ( t - n0 ) is a factor of t ^ n1 - kt - n2 , then k =	add ( n1 , const_10 )
how many positive integers less than n2 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
what is the remainder when n0 , n1 no_ascii_62 n2 , n3 no_ascii_62 n4 , n5 is divided by n6 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
two positive integers differ by n0 , and sum of their reciprocals is n1 . then one of the numbers is	add ( n1 , n1 )
the radius of a cone is n0 m , slant height is n1 m . find the curved surface area ?	volume_cone ( n0 , n1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
if n0 % of n1 % of n2 % of a number is n3 , then what is the number ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternative ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
n0 play kabadi , n1 play kho kho only , n2 play both gmaes . then how many in total ?	add ( n1 , n2 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
we need to carve out n0 identical cubes from a cube . what is the minimum number of cuts needed ?	power ( n0 , const_0_33 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_3 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
( ab ) x no_ascii_73 n0 = ( ba ) x no_ascii_73 n1 . what is the value of x ?	add ( n0 , n1 ) | divide ( #0 , n0 )
what is the units digit of ( n0 ) ( n1 ) ( n2 ) ( n3 ) ( n4 )	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
the sum and the product of two numbers are n0 and n1 respectively , the difference of the number is ?	multiply ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #2 , #0 ) | sqrt ( #3 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
if n0 microns = n4 decimeter , and n2 angstroms = n4 decimeter , how many angstroms equal n4 micron ?	divide ( n1 , n1 )
if n0 % of a number is greater than n1 % of n2 by n3 , what is the number ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
the length of a rectangle is halved , whileits breadth is tripled . wat is the % change in area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
the angle between the minute hand and the hour hand of a clock when the time is n0 , is :	add ( const_1 , const_4 ) | divide ( const_60 , const_2 ) | multiply ( const_3 , const_4 ) | subtract ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #5 ) | subtract ( #6 , #1 ) | multiply ( #7 , #3 ) | divide ( #8 , const_2 )
dividing by n0 no_ascii_39 n3 and then multiplying by n2 no_ascii_39 n3 is the same as dividing by what number ?	divide ( n1 , n0 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
if anangletis defined as n1 percent of n1 degree , then how many anglets are there in a fifth circle ?	add ( const_2 , const_4 ) | divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #3 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
if ( m - n0 ) is a factor of m ^ n1 - sm - n2 , then s =	divide ( n2 , n0 ) | subtract ( n0 , #0 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
n4 n + n3 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
find the n0 th term of an arithmetic progression whose first term is n1 and the common difference is n2 .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 )
find the fraction which has the same ratio to n0 / n2 that n2 / n3 has to n4 / n5	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
how many positive integers less than n0 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
n4 n + n1 > n2 and n3 n - n4 < n5 ; n must be between which numbers ?	add ( n4 , n5 ) | multiply ( const_10 , n1 ) | divide ( #0 , n3 ) | add ( #2 , #1 )
a bicycle wheel has a diameter of n0 m . how many complete revolutions does it make in n1 km ?	multiply ( n1 , const_1000 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | power ( #4 , const_2 ) | divide ( #3 , #5 ) | add ( #6 , const_3 ) | multiply ( n0 , #7 ) | divide ( #0 , #8 )
in how many ways n0 boys and n1 girls can be seated in a row so that they are alternate .	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
what is the remainder when the number y = n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
what is n6 n7 / n3 - n3 n6 / n5 divided by n6 / n7 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n0 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
between n4 to n5 how many no are divisible by both n2 and n3 and n4 , n5 are inclusive ?	divide ( n0 , const_2 ) | divide ( #0 , const_3 ) | floor ( #1 ) | subtract ( n0 , #2 ) | subtract ( #3 , const_2 )
if it takes n0 construction workers n1 days to build a skyscraper , how long would it take n2 workers ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if x / n3 + n1 / x = n2 , what are the values of n3 x - n4 ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | power ( #1 , n3 ) | subtract ( #3 , #2 ) | sqrt ( #4 ) | add ( #5 , #1 ) | subtract ( #1 , #5 ) | subtract ( #6 , n4 ) | subtract ( #7 , n4 ) | multiply ( #8 , const_10 ) | add ( #10 , #9 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
let c be defined as the sum of all prime numbers between n0 and n1 . what is c / n2	add ( const_2 , const_4 ) | divide ( n2 , const_10 ) | power ( const_2 , #0 ) | add ( #1 , #2 )
how many books each of volume n0 meter cube can be packed into a crate of volume n1 meter cube ?	multiply ( n1 , const_1 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
the true discount on a bill of rs . n0 is rs . n1 . the banker ' s discount is	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
the length of a rectangle is halved , while its breadth is tripled . wat isthe % change in area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
if the volume of two cubes are in the ratio n0 : n1 , the ratio of their edges is :	cube_edge_by_volume ( n0 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
x + ( n3 / x ) = n1 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , n2 )
what will be the compound interest on rs . n0 after n1 years at the rate of n2 % per annum	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if the volume of two cubes are in the ratio n0 : n1 , the ratio of their edges is :	cube_edge_by_volume ( n0 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
a train n0 m long , running with a speed of n1 km / hr will pass a tree in ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3600 )
dividing by n0 no_ascii_39 n1 and then multiplying by n2 no_ascii_39 n3 is the same as dividing by what number ?	divide ( n1 , n0 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if | x + n0 | = n1 , what is the sum of all the possible values of x ?	add ( n0 , n1 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if a + b + c = n0 , what is the total number of non - negative integral solutions ?	add ( n0 , const_2 ) | factorial ( n0 ) | factorial ( #0 ) | divide ( #2 , #1 ) | divide ( #3 , const_2 )
how many positive integers less than n0 , n1 are there in which the sum of the digits equals n2 ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if the price of a certain computer increased n0 percent from d dollars to n1 dollars , then n2 d =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
if the circumference of a circle increases from n0 pi to n1 pi , what change occurs in the area ?	multiply ( n1 , const_pi ) | multiply ( n0 , const_pi ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | divide ( #4 , #5 )
the length of a rectangle is doubled while its width is tripled . what is the % change in area ?	multiply ( const_2 , const_3 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_10 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a train n0 m long can cross a pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
what is the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if a - b = n0 and a n2 + b n2 = n3 , find the value of ab ?	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
in an examination n0 % of the students passed and n1 failed . how many students appeared for the examination ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
what is the product of all the possible values of x if x ^ n0 - n1 x + n2 ?	divide ( n2 , const_1 )
two - third of a positive number and n0 / n1 of its reciprocal are equal . the number is :	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | divide ( #0 , #1 ) | sqrt ( #2 )
if k is the greatest positive integer such that n0 ^ k is a divisor of n1 ! then k =	divide ( n1 , n0 ) | add ( #0 , const_1 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
sum of two numbers is n0 . first exceeds by n1 from the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor .	divide ( n0 , n1 ) | floor ( #0 )
a person crosses a n0 m long street in n1 minutes . what is his speed in km per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the difference between a number and its two - fifth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
if shares of two persons in profits are rs . n0 and rs . n1 then ratio of their capitals is	divide ( n0 , n1 )
the percentage increase in the area of a rectangle , if each of its sides is increased by n0 % is	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
the units digit of ( n0 ) ^ ( n1 ) + ( n2 ) ^ ( n3 ) is :	reminder ( n3 , const_4 ) | reminder ( n0 , const_10 ) | multiply ( n2 , #0 ) | reminder ( #2 , const_10 ) | add ( #3 , #1 )
a can run n0 metre in n1 seconds and b in n2 seconds . by what distance a beat b ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
if n0 ! has n1 zeroes at the end , how many zeroes will n2 ! have at the end ?	divide ( const_10 , const_2 ) | divide ( n2 , #0 ) | add ( #1 , const_3 )
the difference between a number and its three - fourth is n0 . what is n1 % of that number ?	add ( const_1 , const_4 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
what is the remainder when the number t = n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
if the perimeter of a rectangular playground is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
if the sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
the value of ( n0 * n1 * n2 ) / ( n3 * n4 * n5 ) is close to	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
find the perimetri of trapezium with sides n0 , n1 , n2 and distance between two parallel side is n3 .	add ( n2 , n2 ) | multiply ( n0 , n2 ) | power ( n0 , const_2 ) | power ( n2 , const_2 ) | add ( n0 , #0 ) | subtract ( #2 , #3 ) | sqrt ( #5 ) | add ( #0 , #6 ) | subtract ( #1 , #7 ) | power ( #8 , const_2 ) | add ( #9 , #3 ) | sqrt ( #10 ) | add ( #4 , #11 ) | add ( #12 , #1 )
the value of ( n4 + n5 ) no_ascii_52 - ( n4 - n5 ) no_ascii_52 / n4 no_ascii_62 n5 is	add ( n0 , n1 ) | multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | power ( #0 , const_2 ) | power ( #2 , const_2 ) | subtract ( #3 , #4 ) | divide ( #5 , #1 )
what is the units digit of ( n0 ) ( n1 ) ( n2 ) ( n3 ) ( n4 )	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
divide $ n0 among b , c in the ratio n1 : n2 . how many $ that c get ?	add ( n1 , n2 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if x / n0 + n1 / x = n2 , what are the values of n3 x - n4 ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | power ( #1 , const_2 ) | subtract ( #3 , #2 ) | sqrt ( #4 ) | add ( #5 , #1 ) | subtract ( #1 , #5 ) | subtract ( #6 , n4 ) | subtract ( #7 , n4 ) | multiply ( #8 , const_10 ) | add ( #10 , #9 )
find the value of a from ( n0 ) ^ n1 x n2 ^ n3 no_ascii_23 no_ascii_37 n4 = a .	power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n4 )
if z is a multiple of n0 , what is the remainder when z ^ n1 is divided by n2 ?	divide ( n0 , const_3 ) | multiply ( n1 , const_100 ) | subtract ( n2 , n1 ) | subtract ( const_100 , n1 ) | multiply ( #2 , const_1000 ) | power ( #0 , n1 ) | divide ( #5 , n2 ) | multiply ( #4 , const_100 ) | multiply ( #4 , const_10 ) | add ( #7 , #8 ) | add ( #9 , #1 ) | add ( #10 , #3 ) | subtract ( #6 , #11 ) | multiply ( n2 , #12 )
set a consists of all the prime numbers between n0 and n1 . what is the range of set a ?	add ( n0 , const_4 ) | subtract ( n1 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , #2 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
divide $ n0 among a , b in the ratio n1 : n2 . how many $ that a get ?	divide ( n0 , n1 )
what is the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
a shopkeeper sold an article at $ n0 and gained a n1 % profit . what was the cost price ?	add ( n1 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n0 , #1 )
a train n0 m in length crosses a telegraph post in n1 seconds . the speed of the train is ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a person is traveling at n0 km / hr and reached his destiny in n1 hr then find the distance ?	multiply ( n0 , n1 )
jaya ranks n0 th in a class of n1 . what is her rank from the bottom in the class ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
if a - b = n0 and a n2 + b n2 = n3 , then find the value of ab	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
n0 % of a number is added to n1 , the result is the same number . find the number ?	divide ( n1 , const_100 ) | divide ( n1 , #0 )
the average of n0 number is zero of them at the most , how many may be greater than zero ?	subtract ( n0 , const_1 )
if z is a multiple of n0 , what is the remainder when z ^ n1 is divided by n2 ?	divide ( n0 , const_3 ) | multiply ( n1 , const_100 ) | subtract ( n2 , n1 ) | subtract ( const_100 , n1 ) | multiply ( #2 , const_1000 ) | power ( #0 , n1 ) | divide ( #5 , n2 ) | multiply ( #4 , const_100 ) | multiply ( #4 , const_10 ) | add ( #7 , #8 ) | add ( #9 , #1 ) | add ( #10 , #3 ) | subtract ( #6 , #11 ) | multiply ( n2 , #12 )
if the perimeter of a rectangular garden is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
if anangletis defined as n1 percent of n1 degree , then how many anglets are there in a quarter circle ?	add ( const_2 , const_4 ) | divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #3 )
if n is a natural number , then ( n2 n n1 + n2 n ) is always divisible by ?	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
how much time does a train n0 metres long running at n1 km / hr take to pass a pole ?	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
how many n0 ' s are there in the binary form of n1 * n2 + n3 * n4 + n5	add ( n1 , n3 ) | subtract ( #0 , const_1 )
what is n6 n1 / n9 - n9 n4 / n8 divided by n6 / n7 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n0 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
what is the measure of the angle w made by the diagonals of the any adjacent sides of a cube .	divide ( const_180 , const_3 )
a man buys an article for $ n0 . and sells it for $ n1 . find the gain percent ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | subtract ( #1 , const_100 )
x + ( n3 / x ) = n4 find x ^ n4 + ( n3 / x ^ n4 )	power ( n1 , n2 ) | subtract ( #0 , n2 )
how many different values of positive integer x , for which | x + n0 | < x , are there ?	add ( n0 , n0 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the cost price of n0 articles is equal to the selling price of n1 articles . what is the profit percent ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
the length of minute hand of a clock is n0 cm . what is the area covered by this in n1 minutes	add ( const_3 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( const_1 , const_60 ) | multiply ( const_100 , const_3_6 ) | multiply ( n0 , n0 ) | add ( #1 , const_2 ) | divide ( #2 , #3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 ) | multiply ( #7 , #8 )
n6 / n2 - [ ( n2 / n4 * n4 / n5 ) + n6 ] + n7 / n8 =	divide ( n7 , n8 )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
find the simple interest on rs . n0 at n1 ( n2 / n3 ) % per annum for n4 months .	add ( n2 , const_3 ) | divide ( const_1 , const_100 ) | multiply ( const_3 , const_3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
if - n2 / ( a - n2 ) = n2 / ( a + n3 ) , then a = ?	multiply ( n0 , n3 ) | divide ( n0 , #0 )
what will be the result of n0 ^ n1 - n2 / n3 + n4 ^ n6 + n6 + n7 ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n3 ) | add ( n4 , #2 ) | multiply ( n5 , #3 ) | subtract ( #4 , n0 )
if the number n0 , n1 , n2 x is divisible by n3 , what must be the value of x ?	multiply ( const_10 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( n2 , #3 )
if a and b are integers and ( a * b ) ^ n0 = n1 y , y could be :	power ( const_2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
the cost price of n0 articles is equal to the selling price of n1 articles . what is the profit percent ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
if the sides of a cube are in the ratio n0 : n1 . what is the ratio of their diagonals ?	divide ( n0 , n1 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
in how many years will a sum of money be doubled given that the annual interest on it is n0 % ?	divide ( const_100 , n0 )
the length of minute hand of a clock is n0 cm . what is the area covered by this in n1 minutes	add ( const_3 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( const_1 , const_60 ) | multiply ( const_100 , const_3_6 ) | multiply ( n0 , n0 ) | add ( #1 , const_2 ) | divide ( #2 , #3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 ) | multiply ( #7 , #8 )
find the curved surface area , if the radius of a cone is n0 m and slant height is n1 m ?	multiply ( n0 , n1 ) | multiply ( #0 , const_pi )
n1 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
an isosceles triangle with sides n1 13 n2 and there is a circle inscribed it . find the radius of circle ?	triangle_area_three_edges ( n0 , n0 , n2 ) | triangle_perimeter ( n0 , n0 , n2 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 )
what is the largest possible value of cc if n0 c + ( d no_ascii_73 n1 ) ^ n2 = n3 ?	divide ( n3 , n0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions .	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if a = ( n1 ^ n1 ) - n2 , what is the sum of all the digit of a ?	multiply ( n0 , n0 ) | add ( #0 , const_60 ) | divide ( #1 , const_2 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
what is the greatest value of positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	divide ( n1 , n2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
let the sides of a rectangular prism are consecutive multiples of n0 . which among the following could be the base area	multiply ( n0 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #0 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
the sum of two numbers is n0 and their product is n1 . what will be the sum of their reciprocals ?	divide ( n0 , n1 )
what quantity of water should taken out to concentrate n0 liters of n1 % acidic liquid to n2 % acidic liquid ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n0 , #1 )
if n4 x + y = n1 and x + n4 y = n3 , then n4 xy / n5 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
n0 - fifths of n1 - eighths of a number is n2 . what is n3 per cent of that number ?	add ( const_1 , const_4 ) | add ( const_4 , const_4 ) | divide ( n3 , const_100 ) | divide ( n0 , #0 ) | divide ( n1 , #1 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 ) | multiply ( #6 , #2 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
the length of a rectangle is halved while its width is also halved . what is the % change in area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
meena wrote all the numbers from n0 to n1 , n2 inclusive . how many digits did she write in total ?	subtract ( const_100 , const_10 ) | subtract ( const_10 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | add ( #5 , #3 ) | add ( #6 , #4 )
if the number n0 , n1 , n2 x is divisible by n3 , what must be the value of x ?	multiply ( const_10 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( n2 , #3 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
what sum of money will produce rs . n0 as simple interest in n2 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
the smallest number which when diminished by n0 , is divisible by n1 , n2 , n3 , n4 and n5 is	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
the area of a sector of a circle of radius n0 cm formed by an arc of length n1 cm is ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train ?	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half - yearly is :	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
if n0 ^ n1 x n2 ^ n3 = n4 x n5 ^ n . what is the value of n ?	log ( n4 ) | power ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( #1 , #2 ) | log ( #3 ) | divide ( #4 , #0 )
if x and y are positive integers and n0 x = n1 y what is the least possible value of xy ?	add ( n1 , const_1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions .	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
what is the n0 th digit to the right of the decimal point in the decimal expansion of n1 / n2 ?	divide ( n1 , n2 )
n1 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the ratio of the volumes of two cubes is n0 : n1 what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
the area of a sector of a circle of radius n0 cm formed by an arc of length n1 cm is ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
the area of a circle is increased by n0 % . by what percent has the diameter of the circle increased ?	divide ( const_2 , const_2 ) | multiply ( #0 , const_100 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
if n0 ^ n1 * n2 ^ n3 = n4 * n5 ^ n , what is the value of n ?	multiply ( n3 , const_2 ) | subtract ( #0 , const_1 )
if x and y are positive integers and n0 x = n1 y what is the least possible value of xy ?	add ( n1 , const_1 )
if you roll a fair - sided die twice , what is the probability of getting a ( n0 ) double ?	multiply ( const_10 , const_4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #3 ) | divide ( #3 , #4 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the n0 th digit to the right of the decimal point in the decimal expansion of n1 / n2 ?	divide ( n1 , n2 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
if the number n0 , n1 , n2 x is divisible by n3 , what must be the value of x ?	multiply ( const_10 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( n2 , #3 )
the radius of a cylinder is n0 m , height n1 m . the lateral surface area of the cylinder is :	circumface ( n0 ) | multiply ( n1 , #0 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
in a division sum , the quotient is n0 , the divisor n1 and the remainder n2 , find the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per annum for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the area of a sector of a circle of radius n0 cm formed by an arc of length n1 cm is ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
what is the local value of n0 in the product of face value of n1 and local value of n2 in n3	multiply ( const_10 , const_1000 ) | reminder ( n3 , const_1000 ) | subtract ( n3 , #1 ) | reminder ( #2 , #0 ) | multiply ( n1 , #3 ) | reminder ( #4 , #0 )
two n0 faced dice are thrown together . the probability that all the three show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
a train n1 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( const_60.0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
n0 % of a number is n1 less than n2 / n3 th of that number . what is the number ?	divide ( const_100 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 ) | multiply ( n2 , #0 ) | subtract ( #3 , n0 ) | divide ( #2 , #4 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
how many digits will be there to the right of the decimal point in the product of n0 and . n1 ?	subtract ( const_100 , n0 ) | subtract ( #0 , const_1 )
if the average ( arithmetic mean ) of n0 consecutive odd integers is n1 , then the least of these integers is	subtract ( n1 , n0 ) | add ( #0 , const_1 )
what is the compound interest on rs : n0 , n1 for n2 months at the rate of n3 % per annum	multiply ( const_100 , const_3 ) | multiply ( const_3 , const_4 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
n0 boys can complete a job in n1 days . how many men need to complete the job twice in n2 days	multiply ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
find the value of x , y by solving the below equations x + y = n0 x - y = n1	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | subtract ( n0 , #1 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
if n is a natural number , then ( n2 n ^ n1 + n2 n ) is always divisible by :	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
lilly has n0 fish and rosy has n1 fish . in total , how many fish do they have in all ?	add ( n0 , n1 )
find the value of x . ( n0 % of n1 - n2 % of n3 ) + n4 = x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | reminder ( #5 , const_10 ) | add ( #6 , const_1 ) | floor ( #7 )
meena wrote all the numbers from n0 to n1 , n2 inclusive . how many digits did she write in total ?	subtract ( const_100 , const_10 ) | subtract ( const_10 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | add ( #5 , #3 ) | add ( #6 , #4 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
what is the n0 th digit to the right of the decimal point in the decimal equivalent of n1 / n2 ?	divide ( n1 , n2 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 , and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
everyone shakes hands with everyone else in a room . total number of handshakes is n0 . number of persons = ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
what is the sum of all n0 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
find the greatest number that will divide n0 , n1 and n2 so as to leave the same remainder in each case	subtract ( n2 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , n0 ) | gcd ( #2 , #1 ) | gcd ( #3 , #0 )
how many distinct integer values of n satisfy the inequality | | n - n0 | + n1 | no_ascii_76 n2 ?	multiply ( n0 , n1 ) | add ( #0 , const_1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
a fruit seller had some apples . he sells n0 % and still has n1 apples . originally , he had ?	original_price_before_loss ( n0 , n1 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 , and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
if n1 | n1 no_ascii_77 e | = n2 , what is the sum of all the possible values for e ?	divide ( n2 , n0 ) | add ( n0 , #0 ) | subtract ( n0 , #0 ) | add ( #1 , #2 )
solve ( n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_73 n3 ) / ( n6 no_ascii_62 n6 + n6 no_ascii_62 n7 + n8 )	multiply ( n0 , n0 ) | multiply ( n0 , n7 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | add ( n8 , #2 ) | subtract ( #3 , n3 ) | divide ( #5 , #4 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
a number is doubled and n0 is added . if resultant is doubled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
find the area of a rhombus having each side equal to n0 cm and one of whose diagonal is n1 cm .	divide ( n1 , const_2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #1 , #2 ) | sqrt ( #3 ) | multiply ( #4 , const_2 ) | rhombus_area ( n1 , #5 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the smallest number which when diminished by n0 , is divisible by n1 , n2 , n3 , n4 and n5 is	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
in how many ways can n0 different gifts be divided among n1 children such that each child receives exactly two gifts ?	factorial ( n0 ) | power ( const_2 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , #2 )
how many different values of positive integer x , for which | x + n0 | < x , are there ?	add ( n0 , const_4 )
the edges of a cuboid are n0 cm , n1 cm and n2 cm . find the volume of the cuboid ?	volume_rectangular_prism ( n0 , n1 , n2 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
if n0 is divided into n4 parts proportional to n2 , n3 , n4 , n5 then the smallest part is :	add ( n2 , n3 ) | add ( n1 , #0 ) | add ( n5 , #1 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 )
a scale n0 ft . n2 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
the sum of two numbers is n0 and the difference of their squares is n1 . the difference between the number is	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
what sum of money will produce rs . n0 as simple interest in n2 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
the value of ( n6 + n7 ) ^ n5 - ( n6 - n7 ) ^ n5 / n6 * n7	add ( n0 , n1 ) | multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | power ( #0 , const_2 ) | power ( #2 , const_2 ) | subtract ( #3 , #4 ) | divide ( #5 , #1 )
the area of a sector of a circle of radius n0 cm formed by an arc of length n1 cm is ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half - yearly is ?	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
in a n0 m race , a beats b by n1 meters or n2 seconds . find the speed of b ?	divide ( n1 , n2 )
if the weight of n0 meters long rod is n1 kg . what is the weight of n2 meters long rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the n0 th digit to the right of the decimal point in the decimal equivalent of n1 / n2 ?	divide ( n1 , n2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( const_60.0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
three n0 faced dice are thrown together . the probability that all the three show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
n0 boys can complete a work in n1 days . how many men need to complete twice the work in n2 days	multiply ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
if n0 is to be divisible by n1 , what is the least whole number that should be added to it ?	floor ( n1 ) | add ( #0 , const_1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
how many zeroes are there at the end of the number n , if n = n0 ! + n1 ! ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | add ( #1 , const_2 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
how many inches are in n0 millimeters ? ( round your answer to the nearest hundredth of of an inch ) .	divide ( n0 , const_10 ) | multiply ( #0 , const_0_3937 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is ?	divide ( n2 , n3 ) | subtract ( n1 , #0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per year for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
n0 / n2 + [ ( n2 / n4 * n4 / n7 ) + n6 ] - n7 / n8 =	divide ( n1 , n3 ) | divide ( n3 , n5 ) | divide ( n0 , n1 ) | divide ( n5 , n8 ) | multiply ( #0 , #1 ) | add ( n6 , #4 ) | add ( #5 , #2 ) | subtract ( #6 , #3 )
a envelop weight n0 gm , if n1 of these envelop are sent with an advertisement mail . how much wieght ?	multiply ( n0 , n1 ) | divide ( #0 , const_1000 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
find the value of x from the below equation ? : n0 x ^ n3 - n2 x + n3 = n4	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n1 , #3 ) | divide ( #4 , n0 )
how many n3 digit no ' s are between n1 - n2 , where sum of two digit is n3 rd ?	add ( const_4 , const_4 ) | divide ( n2 , const_100 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | add ( #3 , const_1 ) | add ( #4 , #0 ) | multiply ( #5 , #1 ) | divide ( #6 , #2 ) | multiply ( #7 , const_2 )
n0 boys can complete a work in n1 days . how many men need to complete twice the work in n2 days	multiply ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
the h . c . f . of two numbers is n1 and their difference is n1 . the numbers are :	add ( const_3 , const_4 ) | multiply ( n0 , #0 )
what is the greatest value of positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	divide ( n1 , n2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
find the fraction which has the same ratio to n0 / n1 that n2 / n3 has to n4 / n5 ?	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
what will be the remainder when n0 - n2 + n2 ^ n3 + n4 ^ n5 is divided by n6 ?	subtract ( n2 , n0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the smallest number which , when increased by n1 , is divisible by n1 , n2 , and n3 ?	lcm ( n2 , n3 ) | subtract ( #0 , n0 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per year for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
the volume of the largest right circular cone that can be cut out of a cube of edge n0 cm is :	divide ( n0 , const_2 ) | multiply ( n0 , const_3 ) | add ( #1 , const_1 ) | multiply ( #2 , const_1 ) | multiply ( #0 , #3 ) | multiply ( #0 , #4 ) | multiply ( n0 , #5 ) | divide ( #6 , #1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
n1 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
find the value of x . ( n0 % of n1 - n2 % of n3 ) + n4 = x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | reminder ( #5 , const_10 ) | add ( #6 , const_1 ) | floor ( #7 )
what quantity of water should taken out to concentrate n0 liters of n1 % acidic liquid to n2 % acidic liquid ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n0 , #1 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
the product of the squares of two positive integers is n0 . how many pairs of positive integers satisfy this condition ?	add ( const_2 , const_3 ) | subtract ( #0 , const_2 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
everyone shakes hands with everyone else in a room . total number of handshakes is n0 . number of persons = ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
find the value of x from the below equation ? : n0 x ^ n3 + n2 x + n3 = n4	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n1 , #3 ) | divide ( #4 , n0 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per annum for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
how many different values of positive integer x , for which | x + n0 | < x , are there ?	add ( n0 , n0 )
which number should replace both the asterisks in ( * / n0 ) x ( * / n1 ) = n2 ?	multiply ( n0 , n1 ) | sqrt ( #0 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
the product of two consecutive odd no is - n0 , then what is the value of the sum of them .	factorial ( n0 ) | power ( const_2 , n0 ) | multiply ( #0 , #1 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
the radius of a cylinder is n0 m , height n1 m . the total surface area of the cylinder is ?	circumface ( n0 ) | multiply ( n1 , #0 )
what is the tenth digit of ( n4 ! * n4 ! - n4 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n3 ) | multiply ( const_10 , const_100 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | subtract ( #3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , #2 ) | floor ( #7 )
how many digits will be there to the right of the decimal point in the product of n0 and . n1 ?	subtract ( const_100 , n0 ) | subtract ( #0 , const_1 )
what is the units digit of ( n3 ! * n1 ! + n2 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
walking at n0 / n1 of his usual speed a man is n2 mins too late . find his usual time .	multiply ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_60 )
there are n0 students in a class . in how many different ways can a committee of n1 students be formed ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
in a division sum , the quotient is n0 , the divisor n1 and the remainder n2 , find the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
if | n1 x - n1 | = n2 , what is the sum of all the possible values of x ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( #1 , #0 ) | subtract ( #2 , n1 )
which number should replace both the asterisks in ( * / n0 ) x ( * / n1 ) = n2 ?	multiply ( n0 , n1 ) | sqrt ( #0 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
if - n0 / ( a - n1 ) = n3 / ( a + n3 ) , then a = ?	multiply ( n0 , n3 ) | divide ( n0 , #0 )
what is the units digit of ( n0 ! * n2 ! + n2 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
if x and y are positive integers and n0 x = n1 y what is the least possible value of xy ?	add ( n1 , const_1 )
if the number n0 , n1 , n2 x is divisible by n3 , what must be the value of x ?	multiply ( const_10 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( n2 , #3 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
what is the n0 th digit to the right of the decimal point in the decimal expansion of n1 / n2 ?	divide ( n1 , n2 )
the number n0 fbc is divisible by n1 , n2 . then what is the value of f * b * c	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | add ( #1 , #1 ) | multiply ( #0 , const_10 ) | divide ( #2 , const_2 ) | add ( #4 , #3 )
what is the compound interest on rs : n0 , n1 for n2 months at the rate of n3 % per annum	multiply ( const_100 , const_3 ) | multiply ( const_3 , n1 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
if a n1 - b n1 = n2 and a * b = n3 , find a n5 + b n5 .	power ( n3 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , n0 ) | add ( #2 , #1 )
the product of the squares of two positive integers is n0 . how many pairs of positive integers satisfy this condition ?	add ( const_2 , const_3 ) | subtract ( #0 , const_2 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a shopkeeper sold n0 articles at the cost price of n1 articles . then find the profit % or lost % ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n = ( n3 ) ^ n1 + ( n2 ) ^ n3 what is the units digit of n ?	multiply ( const_2 , const_3 ) | reminder ( n0 , const_10 ) | reminder ( n1 , const_4 ) | reminder ( n1 , const_10 ) | power ( #1 , #2 ) | power ( #3 , const_4 ) | add ( #4 , #5 ) | reminder ( #6 , const_100 ) | subtract ( #7 , #0 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
list i : n4 , n5 , n6 , n7 list ii : x , n4 , n5 , n6 , n7	subtract ( const_3 , const_1 ) | multiply ( n0 , #0 )
it is currently n0 : n1 pm . what time was it in the morning exactly n2 , n3 minutes ago ?	subtract ( n1 , const_3 ) | divide ( n0 , #0 )
raman ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percent does he loss	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , const_100 )
what sum of money will produce rs . n0 as simple interest in n2 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
if the average ( arithmetic mean ) of n0 consecutive odd integers is n1 , then the least of these integers is	subtract ( n1 , n0 ) | add ( #0 , const_1 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
the smallest number when increased by ` ` n0 ` ` is exactly divisible by n1 , n2 , n3 is :	add ( n0 , n1 ) | add ( #0 , const_100 )
if sushi rows n0 km upstream and n1 km down steam taking n2 hours each , then the speed of the stream	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
can you find a n0 digit number under n1 lakh such that the sum of it ' s digits is n2 ?	add ( n0 , const_1 ) | multiply ( #0 , const_100 ) | add ( #0 , #1 ) | power ( #2 , const_2 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
what is the greatest value of positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	divide ( n1 , n2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
how many zeroes are there at the end of the number n , if n = n0 ! + n1 ! ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | add ( #1 , const_2 )
if radius of a circle is reduced by n0 % , then how much % of its area will be reduced ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | power ( #1 , const_2 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
find the value of x . ( n0 % of n1 - n2 % of n3 ) + n4 = x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | reminder ( #5 , const_10 ) | add ( #6 , const_1 ) | floor ( #7 )
what is the n0 th digit to the right of the decimal point in the decimal equivalent of n1 / n2 ?	divide ( n1 , n2 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
the smallest number which when diminished by n1 , is divisible n1 , n2 , n3 , n4 and n5 is :	add ( const_3 , const_4 ) | power ( const_3 , n0 ) | power ( n0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n2 x + y = n1 and x + n2 y = n4 , then n4 xy / n5 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if one cat eats n1 rats in n1 days , then in howmany days n3 cats will eat n3 rats ? ?	divide ( n0 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
when the number n0 y n1 is exactly divisible by n2 , then the smallest whole number that can replace y ?	subtract ( n0 , n0 )
if w = x ^ n1 + y ^ n1 = n2 , then the greatest possible value of x is between	divide ( const_1 , n0 ) | power ( n2 , #0 ) | floor ( #1 ) | multiply ( #2 , const_10 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
if the weight of n0 meters long rod is n1 kg . what is the weight of n2 meters long rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the sum of all n0 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
if a and b are integers and ( a * b ) ^ n0 = n1 y , y could be :	power ( const_2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
a fair coin is tossed n1 times . what is the probability of getting more heads than tails in n1 tosses ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
sales price is $ n0 , gross profit is n1 % of cost , what is the value of gross profit ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
an airplane covers n0 miles in n1 / n3 hours . how many miles can the airplane cover in n3 hours ?	multiply ( n0 , n2 ) | multiply ( n2 , #0 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
what quantity of water should taken out to concentrate n0 liters of n1 % acidic liquid to n2 % acidic liquid ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n0 , #1 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( const_60.0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
what is the n0 th digit to the right of the decimal point in the decimal expansion of n1 / n2 ?	divide ( n1 , n2 )
what quantity of water should be added to reduce n0 litres of n1 % acidic liquid to n2 % acidic liquid ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 ) | subtract ( #3 , n0 )
n0 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
sales price is $ n0 , gross profit is n1 % of cost , what is the value of gross profit ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
in a division sum , the quotient is n0 , the divisor n1 and the remainder n2 , find the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
by selling n0 apples , a fruit - seller gains the selling price of n1 apples . find the gain percent ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
if the weight of n0 meters long rod is n1 kg . what is the weight of n2 meters long rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
three n0 faced dice are thrown together . the probability that all the three show the same number on them is -	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if one - third of one fourth of a number is n0 , then n1 - tenth of that number is :	multiply ( n0 , n1 ) | add ( #0 , const_12 ) | subtract ( #1 , const_3 )
if n2 x + y = n1 and x + n2 y = n3 , then n4 xy / n5 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 , n4 and n5 is :	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
there are n0 students in a class . in how many different ways can a committee of n1 students be formed ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
in expressing a length of n0 km as nearly as possible with the n1 significant digits , find the percentage error ?	add ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | divide ( #1 , const_100 ) | divide ( #2 , n0 ) | multiply ( #3 , const_10 )
if the cost price of n0 pencils is equal to the selling price of n1 pencils , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
if n = ( n0 ) ^ n2 + ( n2 ) ^ n3 what is the units digit of n ?	multiply ( const_2 , const_3 ) | reminder ( n0 , const_10 ) | reminder ( n1 , const_4 ) | reminder ( n1 , const_10 ) | power ( #1 , #2 ) | power ( #3 , const_4 ) | add ( #4 , #5 ) | reminder ( #6 , const_100 ) | subtract ( #7 , #0 )
n1 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( const_60.0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the cost price of n0 articles is equal to the selling price of n1 articles . what is the profit percent ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
a fruit seller had some apples . he sells n0 % apples and still has n1 apples . originally , he had	original_price_before_loss ( n0 , n1 )
which number should replace both the asterisks in ( * / n0 ) x ( * / n1 ) = n2 ?	multiply ( n0 , n1 ) | sqrt ( #0 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the n0 th digit to the right of the decimal point in the decimal equivalent of n1 / n2 ?	divide ( n1 , n2 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the edges of a cuboid are n0 cm , n1 cm and n2 cm . find the volume of the cuboid ?	volume_rectangular_prism ( n0 , n1 , n2 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
what is the sum of all n2 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
the area of a circle is increased by n0 % . by what percent has the radius of the circle increased ?	divide ( const_2 , const_2 ) | multiply ( #0 , const_100 )
lilly has n0 fish and rosy has n1 fish . in total , how many fish do they have in all ?	add ( n0 , n1 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the value of ( n1 no_ascii_62 n1 + n2 ) ( n4 no_ascii_62 n4 + n5 ) - n6 is equal to	add ( n1 , n3 ) | add ( n5 , #0 ) | multiply ( n0 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
n0 , n1 , n2 , n3 , n4 , n5 , . . . ? . . , n6 , n7	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the cost price of n0 articles is equal to the selling price of n1 articles . what is the profit percent ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
what is the compound interest on rs : n0 , n1 for n2 months at the rate of n3 % per annum	multiply ( const_100 , const_3 ) | multiply ( const_3 , n1 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
if x and g are integers and n0 x no_ascii_77 g = n1 , then n2 x + g can not be	add ( n0 , n2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 )
let p be a prime number . if n = n0 p , how many distinct even divisors does n have ?	divide ( const_1 , const_2 ) | divide ( n0 , const_2 ) | subtract ( #1 , const_2 ) | add ( #0 , #2 )
what quantity of water should taken out to concentrate n0 liters of n1 % acidic liquid to n2 % acidic liquid ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n0 , #1 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
how many zeroes are there at the end of the number n , if n = n0 ! + n1 ! ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | add ( #1 , const_2 )
in a division sum , the quotient is n0 , the divisor n1 and the remainder n2 , find the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
what is the greatest value of positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	divide ( n1 , n2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
hcf of two numbers is n0 and the product of these numbers is n1 , what is the the greater number ?	divide ( n1 , n0 )
the smallest number which when diminished by n1 , is divisible n1 , n2 , n3 , n4 and n5 is :	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
if a and b are integers and ( a * b ) ^ n0 = n1 y , y could be :	power ( const_2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
how many positive integers , from n0 to n1 , inclusive , are not divisible by even integers greater than n2 ?	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_10 )
find the least number which when divided by n0 , n1 and n2 leaves remainders n3 , n4 and n5 respectively .	divide ( n3 , const_2 ) | multiply ( const_2 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_2 ) | subtract ( #3 , #1 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
find the fraction which has the same ratio to n0 / n1 that n2 / n3 has to n4 / n5 .	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
seven n0 faced dice are thrown together . the probability that all the three show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
find the value of x . ( n0 % of n1 - n2 % of n3 ) + n4 = x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | reminder ( #5 , const_10 ) | add ( #6 , const_1 ) | floor ( #7 )
hcf of two numbers is n0 and their lcm is n1 . if their sum is n2 , then the numbers are	divide ( n1 , n0 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
what is the sum of all n0 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
sales price is $ n0 , gross profit is n1 % of cost , what is the value of gross profit ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions .	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
the ratio of two no . addition and subtraction be n0 : n1 . the what is the ratio of numbers ?	add ( n0 , n1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
a number is increased by n1 % and then decreased by n1 % , the final value of the number is ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
the edges of a cuboid are n1 cm , n1 cm and n2 cm . find the volume of the cuboid ?	volume_rectangular_prism ( n0 , n1 , n2 )
at what rate of compound interest per annum will a sum of rs . n0 become rs . n1 in n2 years	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | sqrt ( #3 ) | sqrt ( #4 ) | subtract ( #5 , #6 )
what is the sum of all n0 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
n1 men do a work in n1 days . how many men are needed to finish the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ( n4 ^ n5 ) ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
what is the smallest number which , when increased by n0 , is divisible by n1 , n2 , and n3 ?	lcm ( n2 , n3 ) | subtract ( #0 , n0 )
a envelop weight n0 gm , if n1 of these envelop are sent with an advertisement mail . how much wieght ?	multiply ( n0 , n1 ) | divide ( #0 , const_1000 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions .	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
what is the tenth digit of ( n2 ! * n4 ! + n2 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n3 ) | multiply ( const_10 , const_100 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | subtract ( #3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , #2 ) | floor ( #7 )
what sum of money will produce rs . n0 as simple interest in n1 years at n4 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
how many n0 - digit numbers ( abcd ) can be formed such that | a no_ascii_77 d | = n1 ?	multiply ( const_10 , const_10 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
if n2 x + y = n1 and x + n2 y = n3 , then n4 xy / n5 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
a positive number when decreased by n0 is equal to n1 times the reciprocal of the number . the number is :	multiply ( n0 , n1 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n0 , #3 ) | divide ( #4 , const_2 )
if n0 x = n1 y then the value of ( y - x ) / ( y + x ) is	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #1 , const_2 ) | divide ( #3 , #2 )
when a number is divided by n0 & then multiply by n1 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
a train n1 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
find the value of x . ( n0 % of n1 - n2 % of n3 ) + n4 = x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | reminder ( #5 , const_10 ) | add ( #6 , const_1 ) | floor ( #7 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
how many different values of positive integer x , for which | x + n0 | < x , are there ?	add ( n0 , n0 )
everyone shakes hands with everyone else in a room . total number of handshakes is n0 . number of persons = ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
by investing rs . n0 in n1 % stock , michael earns rs . n2 . the stock is then quoted at	divide ( n0 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 )
lilly has n0 fish and rosy has n1 fish . in total , how many fish do they have in all ?	add ( n0 , n1 )
if a @ b = a * b ^ ( n0 / n1 ) then n2 @ n3 = ? self made	divide ( n0 , n1 ) | power ( n3 , #0 ) | multiply ( n2 , #1 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per annum for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
if athul rows n0 km upstream and n1 km down steam taking n2 hours each , then the speed of the stream	divide ( n1 , n2 ) | divide ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
on dividing n0 by a certain number , the quotient is n1 and the remainder is n2 . find the divisor .	subtract ( n0 , n2 ) | divide ( #0 , n1 )
two cubes each with side b are joined to form a cuboids . what is the surface area of this cuboids ?	multiply ( const_1 , const_2 ) | multiply ( const_1 , const_1 ) | multiply ( #0 , const_2 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 )
the smallest number which when diminished by n2 , is divisible n1 , n2 , n3 , n4 and n5 is :	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
what is the greatest value of positive integer x such that n0 ^ x is a factor of n1 ^ n2 ?	divide ( n1 , n2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 ) | subtract ( n1 , #2 )
what will be the result of n0 ^ n1 + n5 + n7 ^ n4 + n5 - n6 / n7 ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n3 ) | add ( n4 , #2 ) | multiply ( n5 , #3 ) | subtract ( #4 , n0 )
lilly has n0 fish and rosy has n1 fish . in total , how many fish do they have in all ?	add ( n0 , n1 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ( n4 ^ n5 ) ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
how many boxes do you need if you have to pack n0 apples into cases that each hold one dozen apples ?	divide ( n0 , const_12 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
the area of a circle is increased by n0 % . by what percent has the diameter of the circle increased ?	divide ( const_2 , const_2 ) | multiply ( #0 , const_100 )
what is the units digit of ( n4 ! * n1 ! + n4 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per annum for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
the edges of a cuboid are n2 cm , n1 cm and n2 cm . find the volume of the cuboid ?	volume_rectangular_prism ( n0 , n1 , n2 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
tom has travelling to n0 cities . gasoline prices varied from city to city . what is the median gasoline price ?	add ( n0 , const_1 ) | multiply ( #0 , const_10 ) | add ( #1 , const_4 ) | add ( #2 , const_100 ) | divide ( #3 , const_100 )
if n0 % of n1 is greater than n2 % of a number by n3 , then find the number is ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
if x + y = n0 and x no_ascii_77 y = n1 , then x ^ n3 - y ^ n3 =	power ( const_3 , const_2 ) | subtract ( n0 , n1 ) | power ( #1 , n2 ) | subtract ( #2 , #0 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
the area of a circle is increased by n0 % . by what percent has the radius of the circle increased ?	divide ( const_2 , const_2 ) | multiply ( #0 , const_100 )
there are n0 students in a class . in how many different ways can a committee of n1 students be formed ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
n0 boys can complete a work in n1 days . how many men need to complete twice the work in n2 days	multiply ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
from a pack of n0 cards , n1 card is drawn at random . find the probability of a face card drawn	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
two numbers are respectively n0 % and n1 % more than a third number . the ratio of the two numbers is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
the smallest number which when diminished by n0 , is divisible by n1 , n2 , n3 , n4 and n5 is	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
how many distinct integer values of n satisfy the inequality | | n - n0 | + n1 | no_ascii_76 n2 ?	multiply ( n0 , n1 ) | add ( #0 , const_1 )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
meena wrote all the numbers from n0 to n1 , n2 inclusive . how many digits did she write in total ?	subtract ( const_100 , const_10 ) | subtract ( const_10 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | add ( #5 , #3 ) | add ( #6 , #4 )
what is theleast number should be added to n0 , so the sum of the number is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , const_3 ) | subtract ( n1 , #0 ) | add ( #2 , #1 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
the true discount on a bill of rs . n0 is rs . n1 . the banker ' s discount is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
calculate the value of n from the below equation : y ^ n0 no_ascii_21 no_ascii_69 no_ascii_32 n1 y + n2 = n3	add ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #1 , #0 ) | subtract ( n0 , #2 )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
if | n0 x + n1 | = n2 , what is the sum of all the possible values of x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 )
what is theleast number should be added to n0 , so the sum of the number is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , const_3 ) | subtract ( n1 , #0 ) | add ( #2 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
a fruit seller had some apples . he sells n0 % and still has n1 apples . originally , he had ?	original_price_before_loss ( n0 , n1 )
what is the time required for a bike to cover a distance of n0 km with a speed of n1 kmh ?	divide ( n0 , n1 )
when a number is divided by n0 & then multiply by n2 the answer is n2 what is the no . ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
what is the population standard deviation for the numbers : n0 , n1 , n2 , n3 , n4 and n5 ?	add ( n4 , n5 ) | divide ( n1 , const_3 ) | subtract ( #0 , n3 ) | subtract ( #2 , n2 ) | subtract ( #3 , #1 ) | subtract ( #4 , const_4 )
the difference of two numbers is n0 . one third of their sum is n1 . what are the two numbers ?	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
if e = x ^ n1 + y ^ n1 = n2 , then the greatest possible value of x is between	multiply ( n0 , n0 ) | add ( #0 , const_10 ) | add ( #1 , const_10 )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
n2 times the first of n2 consecutive odd integers is n2 more than twice the third . the third integer is ?	multiply ( const_2 , const_4 ) | add ( n0 , #0 ) | add ( #1 , const_4 )
what is theleast number should be added to n0 , so the sum of the number is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , const_3 ) | subtract ( n1 , #0 ) | add ( #2 , #1 )
if the ratio of the areas of two squares is n0 : n1 , then the ratio of their perimeters is :	divide ( n0 , n1 ) | sqrt ( #0 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
a strain of bacteria reproduces @ n0 % every n1 min . in how much time will it triple itself ? ?	divide ( n0 , const_100 ) | log ( const_3 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | multiply ( n1 , #4 )
a fair coin is tossed n1 times . what is the probability of getting more heads than tails in n1 tosses ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
one lady has n0 children , one of her child is boy , what is the probability of having both are boys	divide ( const_1 , n0 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
two numbers are in the ratio n0 : n1 . if the sum of numbers is n2 , find the numbers .	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
one fourth of one third of two fifth of a number is n0 . what will be n1 % of that number	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
what is the dividend ? the divisor is n0 , the quotient is n1 , and the remainder is - n2 .	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
how many different values of positive integer x , for which | x + n0 | < x , are there ?	add ( n0 , n0 )
the number n0 rbc is divisible by n1 , n2 . then what is the value of r * b * c	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #0 , #1 ) | multiply ( #2 , #1 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions .	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if n is a natural number , then ( n2 n ^ n1 + n2 n ) is always divisible by ?	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
five n0 faced dice are thrown together . the probability that all the three show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if x and y are positive integers and n0 x = n1 y what is the least possible value of xy ?	add ( n1 , const_1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
six n0 faced dice are thrown together . the probability that all the three show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
the diameter of a cylindrical tin is n0 cm and height is n1 cm . find the volume of the cylinder ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 ) | divide ( #1 , const_pi )
the edges of a cuboid are n0 cm , n1 cm and n2 cm . find the volume of the cuboid ?	volume_rectangular_prism ( n0 , n1 , n2 )
what sum of money will produce rs . n0 as simple interest in n1 years at n2 n3 / n4 percent ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n0 , #3 )
by selling n0 apples , a fruit - seller gains the selling price of n1 apples . find the gain percent ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
find the compound interest on rs . n0 , n1 at n2 % per annum for n3 months , compounded quartely .	divide ( n1 , const_4 ) | multiply ( const_4 , const_4 ) | sqrt ( const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , const_1 ) | multiply ( #4 , #2 ) | power ( #5 , const_3 ) | multiply ( #6 , #7 ) | subtract ( #8 , #6 )
what is the n0 th digit to the right of the decimal point in the decimal equivalent of n1 / n2 ?	divide ( n1 , n2 )
there are n0 students in a class . in how many different ways can a committee of n1 students be formed ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
if n0 is increased by n1 % , and then reduced by y % , yielding n2 , what is y ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a bag of potatoes weighs n0 kg divided by a quarter of its weight . how much does the bag weigh ?	divide ( n0 , const_2 )
given a certain number ( x ) , find x given that n0 is n1 % of n2 % of x ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 ) | multiply ( #4 , #1 ) | divide ( #5 , n2 ) | add ( #4 , #6 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if a n3 - b n3 = n2 and a * b = n3 , find a n5 + b n5 .	power ( n3 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , n0 ) | add ( #2 , #1 )
what is the value of n if the sum of the consecutive odd intergers q from n0 to n equals n1 ?	multiply ( n0 , const_2 ) | sqrt ( n1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #0 ) | add ( n0 , #3 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
if n0 machines can produce n1 units in n3 hours , how long would it take n3 to produce n4 units ?	divide ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
if a n3 - b n3 = n2 and a * b = n3 , find a n5 + b n5 .	power ( n3 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , n0 ) | add ( #2 , #1 )
if pintu is coded as n0 in a certain code language , how would you code buntu in the same language ?	add ( const_3 , const_3 ) | divide ( n0 , #0 )
three numbers are in the ratio n0 : n1 : n2 and their average is n3 . the largest number is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
what is the compound interest on rs : n0 , n1 for n2 months at the rate of n3 % per annum	multiply ( const_100 , const_3 ) | multiply ( const_3 , n1 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per year for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
how many positive integers , from n0 to n1 , inclusive , are not divisible by odd integers greater than n2 ?	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_10 )
everyone shakes hands with everyone else in a room . total number of handshakes is n0 . number of persons = ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the n0 th digit to the right of the decimal point in the decimal expansion of n1 / n2 ?	divide ( n1 , n2 )
what is the smallest number which when increased by n0 is divisible by n1 , n2 , n3 , & n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
find the compound interest on $ n0 in n2 years at n2 % per annum , the interest being compounded yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
if a and b are integers and ( a * b ) ^ n0 = n1 y , y could be :	power ( const_2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if | r + s | = | r - s | , then r * s must be equal to :	subtract ( const_10 , const_10 )
a envelop weight n0 gm , if n1 of these envelop are sent with an advertisement mail . how much wieght ?	multiply ( n0 , n1 ) | divide ( #0 , const_1000 )
if a and b are integers and ( a * b ) ^ n0 = n1 y , y could be :	power ( const_2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_2 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
what is the smallest number which when diminished by n0 , is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | add ( n0 , #2 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
if the average ( arithmetic mean ) of n0 consecutive odd integers is n1 , then the least of these integers is	subtract ( n1 , n0 ) | add ( #0 , const_1 )
if the average ( arithmetic mean ) of n0 consecutive odd integers is n1 , then the least of these integers is	subtract ( n1 , n0 ) | add ( #0 , const_1 )
n0 numbers are in the ratio n1 : n2 : n3 and their average is n4 . the largest number is :	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 ) | divide ( n4 , #2 ) | multiply ( n3 , #3 )
calculate the value of n from the below equation : n ^ n0 no_ascii_21 no_ascii_69 no_ascii_32 n1 n + n2 = n3	add ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #1 , #0 ) | subtract ( n0 , #2 )
what is the remainder when n0 . . . . . . . ( n1 ) digits is divided by n2 .	add ( const_1 , const_10 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
what is the value of n if the sum of the consecutive odd intergers e from n0 to n equals n1 ?	multiply ( n0 , const_2 ) | sqrt ( n1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #0 ) | add ( n0 , #3 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ( n4 ^ n5 ) ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
a train n1 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
a fair coin is tossed n1 times . what is the probability of getting more heads than tails in n1 tosses ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
the product of the squares of two positive integers is n0 . how many pairs of positive integers satisfy this condition ?	add ( const_2 , const_3 ) | subtract ( #0 , const_2 )
if n0 machines can produce n1 units in n3 hours , how long would it take n3 to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
if the weight of n0 meters long rod is n1 kg . what is the weight of n2 meters long rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
what is the unit digit in the product ( n0 ^ n1 x n2 ^ n3 x n4 ^ n5 ) ?	multiply ( n0 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_4 ) | subtract ( #1 , #2 )
if a n1 - b n1 = n2 and a * b = n3 , find a n5 + b n5 .	power ( n3 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , n0 ) | add ( #2 , #1 )
a small company reduced its faculty by approximately n0 percent to n1 employees . what was the original number of employees ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
a train n1 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half - yearly is ?	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
the smallest number which when diminished by n0 , is divisible n1 , n2 , n3 , n4 and n5 is :	add ( const_3 , const_4 ) | power ( const_3 , n0 ) | power ( n0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
in a ratio which is equal to n0 : n1 , if the antecedent is n2 , then the consequent is ?	divide ( n2 , const_2 ) | add ( n2 , #0 )
lilly has n0 fish and rosy has n1 fish . in total , how many fish do they have in all ?	add ( n0 , n1 )
if x / y = n0 and y is not ' n1 ' what % of x is n2 x - y	add ( n0 , const_1 ) | add ( n2 , #0 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 )
if the average ( arithmetic mean ) of n0 consecutive odd integers is n1 , then the least of these integers is	subtract ( n1 , n0 ) | add ( #0 , const_1 )
the product of the squares of two positive integers is n0 . how many pairs of positive integers satisfy this condition ?	add ( const_2 , const_3 ) | subtract ( #0 , const_2 )
four n0 faced dice are thrown together . the probability that all the four show the same number on them is ?	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
the smallest number which when diminished by n0 , is divisible by n1 , n2 , n3 , n4 and n5 is	add ( const_3 , const_4 ) | power ( const_3 , const_2.0 ) | power ( const_2.0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , n0 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
a train travels n0 km in n1 hours and n2 km in n3 hours . find the average speed of train .	add ( n0 , n2 ) | add ( n1 , n3 ) | divide ( #0 , #1 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
if x and t are integers and n0 x no_ascii_77 t = n1 , then n2 x + t can not be	add ( n1 , n2 ) | add ( n0 , #0 )
a fruit seller had some apples . he sells n0 % and still has n1 apples . originally , he had ?	original_price_before_loss ( n0 , n1 )
n0 % of a number is n1 less than n2 / n3 th of that number . what is the number ?	divide ( const_100 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 ) | multiply ( n2 , #0 ) | subtract ( #3 , n0 ) | divide ( #2 , #4 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is ?	divide ( n2 , n3 ) | subtract ( n1 , #0 )
if n = ( n0 ) ^ n2 + ( n2 ) ^ n3 what is the units digit of n ?	multiply ( const_2 , const_3 ) | reminder ( n0 , const_10 ) | reminder ( n1 , const_4 ) | reminder ( n1 , const_10 ) | power ( #1 , #2 ) | power ( #3 , const_4 ) | add ( #4 , #5 ) | reminder ( #6 , const_100 ) | subtract ( #7 , #0 )
if n2 x + y = n4 and x + n2 y = n3 , then n4 xy / n5 = ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
by selling an article at rs . n0 , a profit of n1 % is made . find its cost price ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
if a light flashes every n0 seconds , how many times will it flash in n1 / n2 of an hour ?	divide ( const_3600 , const_4 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
if x and y are positive integers and n0 x = n1 y what is the least possible value of xy ?	add ( n1 , const_1 )
in what time will a train n0 meters long cross an electric pole , if its speed is n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
find two integers , neither of which ends in a zero , and whose product is exactly n0 , n2 , n2	multiply ( const_100 , const_100 ) | multiply ( const_12 , const_3 ) | multiply ( #0 , const_100 ) | subtract ( #1 , const_4 ) | divide ( #2 , #3 ) | divide ( #2 , #4 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
for a right angle triangle the hypotenuse is n0 and base is n1 . what is the area of the triangle ?	divide ( const_1 , const_2 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , #2 ) | sqrt ( #4 ) | multiply ( #3 , #5 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
what is the smallest number which , when increased by n0 , is divisible by n1 , n2 , and n3 ?	lcm ( n2 , n3 ) | subtract ( #0 , n0 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
find the simple interest on rs . n0 , n1 at n2 n3 / n4 % per annum for n5 months .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
the area of a sector of a circle of radius n0 cm formed by an arc of length n1 cm is ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
the length of rectangle is thrice its breadth and its perimeter is n0 m , find the area of the rectangle ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #3 , #4 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
what is the value of ( n0 + n1 + n2 + n3 + - - - - - + n4 )	negate ( n1 ) | power ( n0 , #0 )
if the sides of a cube are in the ratio n0 : n1 . what is the ratio of their diagonals ?	divide ( n0 , n1 )
ratio between n4 numbers is n1 : n2 and their product is n3 . what is the difference between n4 numbers ?	add ( const_3.0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a scale n0 ft . n1 inches long is divided into n2 equal parts . find the length of each part .	multiply ( n0 , const_12 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
the length of minute hand of a clock is n0 cm . what is the area covered by this in n1 minutes	add ( const_3 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( const_1 , const_60 ) | multiply ( const_100 , const_3_6 ) | multiply ( n0 , n0 ) | add ( #1 , const_2 ) | divide ( #2 , #3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 ) | multiply ( #7 , #8 )
by investing rs . n0 in n1 % stock , syam earns rs . n2 . the stock is then quoted at	divide ( n0 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 )
a fair coin is tossed n1 times . what is the probability of getting more heads than tails in n1 tosses ?	choose ( n0 , const_2 ) | choose ( n0 , const_3 ) | choose ( n0 , const_4 ) | choose ( n0 , n0 ) | power ( const_2 , n0 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , #4 )
what is the n0 th digit to the right of the decimal point in the decimal form of n1 / n2 ?	divide ( n1 , n2 )
the length of minute hand of a clock is n0 cm . what is the area covered by this in n1 minutes	add ( const_3 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( const_1 , const_60 ) | multiply ( const_100 , const_3_6 ) | multiply ( n0 , n0 ) | add ( #1 , const_2 ) | divide ( #2 , #3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 ) | multiply ( #7 , #8 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
if the sides of a cube are in the ratio n0 : n1 . what is the ratio of their diagonals ?	divide ( n0 , n1 )
n0 boys can complete a work in n1 days . how many men need to complete twice the work in n2 days	multiply ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
the product of the squares of two positive integers is n0 . how many pairs of positive integers satisfy this condition ?	add ( const_2 , const_3 ) | subtract ( #0 , const_2 )
how many distinct integer values of n satisfy the inequality | | n - n0 | + n1 | no_ascii_76 n2 ?	multiply ( n0 , n1 ) | add ( #0 , const_1 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
sales price is $ n0 , gross profit is n1 % of cost , what is the value of gross profit ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
the length of a rectangle is halved , while its breadth is tripled . what is the % change in area ?	divide ( const_1 , const_2 ) | multiply ( #0 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #2 , const_1 ) | multiply ( #3 , const_100 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
a student is ranked n0 th from right and n1 th from left . how many students are there in totality ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half - yearly is ?	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
the cash realised on selling a n0 % stock is rs . n1 , brokerage being n2 / n3 % is ?	divide ( n2 , n3 ) | subtract ( n1 , #0 )
which number should replace both the asterisks in ( * / n0 ) x ( * / n1 ) = n2 ?	multiply ( n0 , n1 ) | sqrt ( #0 )
the radius of a wheel is n0 cm . what is the distance covered by the wheel in making n1 resolutions ?	add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
if the weight of n0 meters long rod is n1 kg . what is the weight of n2 meters long rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
what is the rate percent when the simple interest on rs . n0 amount to rs . n1 in n2 years ?	multiply ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 )
if q = x ^ n1 + y ^ n1 = n2 , then the greatest possible value of x is between	add ( n0 , const_2 ) | multiply ( const_10 , const_3 ) | add ( #0 , #1 )
find the curved surface area , if the radius of a cone is n0 m and slant height is n1 m ?	multiply ( n0 , n1 ) | multiply ( #0 , const_pi )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
if the sum and difference of two numbers are n0 and n1 respectively , then the difference of their square is :	add ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( n0 , #1 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 )
the percentage increase in the area of a rectangle , if each of its sides is increased by n0 % is :	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
the area of a circle is increased by n0 % . by what percent has the diameter of the circle increased ?	divide ( const_2 , const_2 ) | multiply ( #0 , const_100 )
the cost price of n0 articles is equal to the selling price of n1 articles . what is the profit percent ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
find two integers , neither of which ends in a zero , and whose product is exactly n0 , n2 , n2	multiply ( const_100 , const_100 ) | multiply ( const_12 , const_3 ) | multiply ( #0 , const_100 ) | subtract ( #1 , const_4 ) | divide ( #2 , #3 ) | divide ( #2 , #4 )
n6 / n2 - [ ( n2 / n4 * n4 / n5 ) + n6 ] + n7 / n8 =	divide ( n7 , n8 )
find the fraction which has the same ratio to n0 / n1 that n2 / n3 has to n4 / n5 .	divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
find the curved surface area , if the radius of a cone is n0 m and slant height is n1 m ?	multiply ( n0 , n1 ) | multiply ( #0 , const_pi )
by selling a book for n0 , n1 % profit was earned . what is the cost price of the book ?	original_price_before_gain ( n1 , n0 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
which number should replace both the asterisks in ( * / n0 ) x ( * / n1 ) = n2 ?	multiply ( n0 , n1 ) | sqrt ( #0 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
if the cost price of n0 chocolates is equal to the selling price of n1 chocolates , the gain percent is :	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( const_100 , #1 )
a train n0 m long can cross an electric pole in n1 sec and then find the speed of the train ?	divide ( n0 , const_1000 ) | divide ( n1 , const_3600 ) | divide ( #0 , #1 )
if pintu is coded as n0 in a certain code language , how would you code jumbo in the same language ?	add ( const_3 , const_3 ) | divide ( n0 , #0 )
if n0 eighth of a number is n1 . what will be the approximately value of n2 % of this number ?	add ( const_4 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 )
the effective annual rate of interest corresponding to a nominal rate of n0 % per annum payable half - yearly is ?	divide ( n0 , const_2 ) | add ( #0 , #0 ) | multiply ( #0 , #0 ) | divide ( #2 , const_100 ) | add ( #1 , #3 )
the ratio of the radius of two circles is n0 : n1 , and then the ratio of their areas is ?	circle_area ( n0 ) | circle_area ( n1 ) | divide ( #0 , #1 )
in a division sum , the quotient is n0 , the divisor n1 and the remainder n2 , find the dividend ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
x + y = n0 , and x + n1 y = n2 . find the value of x + n3 y	add ( n3 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , n3 )
there are n0 students in a class . in how many different ways can a committee of n1 students be formed ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
if n2 lions can kill n2 deers in n2 minutes how long will it take n4 lions to kill n4 deers ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
find two integers , neither of which ends in a zero , and whose product is exactly n0 , n1 , n2	multiply ( const_100 , const_100 ) | multiply ( const_12 , const_3 ) | multiply ( #0 , const_100 ) | subtract ( #1 , const_4 ) | divide ( #2 , #3 ) | divide ( #2 , #4 )
a train n0 m long crosses a platform n1 m long in n2 sec ; find the speed of the train ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
a fruit seller had some apples . he sells n0 % and still has n1 apples . originally , he had ?	original_price_before_loss ( n0 , n1 )
a number is doubled and n0 is added . if resultant is trebled , it becomes n1 . what is that number	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
average of n0 matches is n1 , how many runs one should should score to increase his average by n2 runs .	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a fruit seller had some apples . he sells n0 % apples and still has n1 apples . originally , he had :	original_price_before_loss ( n0 , n1 )
a candidate got n0 % of the votes and lost to the rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if jack walked n0 miles in n1 hour and n2 minutes , what was his rate of walking in miles per hour ?	add ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #1 , #0 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
what will be the ci on a sum of rs . n0 after n1 years at the rate of n2 per year ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
if n0 men take n1 days to to complete a job , in how many days can n2 men finish that work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
find the expenditure on digging a well n0 m deep and of n1 m diameter at rs . n2 per cubic meter ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 ) | multiply ( n2 , #1 )
the true discount on a bill of rs . n0 is rs . n1 . what is the banker ' s discount ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
find the compound interest on $ n0 for n1 years at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
if the price of n0 apples is rs . n1 , what will be the approximate price of n2 dozens of such apples	divide ( n1 , n0 ) | multiply ( n2 , const_12 ) | multiply ( #0 , #1 )
if n0 men can reap n1 hectares in n2 days , then how many hectares can n3 men reap in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #1 , n1 ) | divide ( #0 , #2 )
find the expenditure on digging a well n0 m deep and of n1 m diameter at rs . n2 per cubic meter ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 ) | multiply ( n2 , #1 )
if the sum of two numbers is n0 and their product is n1 , then find the absolute difference between the numbers .	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | sqrt ( #2 )
given that n0 = x , n1 = y and xz = y no_ascii_52 , then the value of z is close to	subtract ( n1 , const_100 ) | subtract ( n0 , const_100 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
given a circular wheel of n0 m radius how many revolutions will the will make to travel a distance of n1 km ?	add ( const_1 , const_10 ) | add ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 ) | multiply ( #3 , const_2 ) | multiply ( n0 , #4 ) | multiply ( #5 , const_1000 )
what is the sum of the local values of the digits n0 , n1 , n2 , n3 in the number n4 ?	multiply ( n0 , const_1000 ) | multiply ( n1 , const_100 ) | multiply ( n2 , const_10 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n3 , #4 )
the sum of digits of a two digit number is n0 , the difference between the digits is n1 . find the number	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
each child has n0 crayons and n1 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , n2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if m = n0 ^ n , what is the greatest value of n for which m is a factor of n1 !	divide ( n1 , n0 ) | power ( n0 , const_2 ) | divide ( n1 , #1 ) | floor ( #0 ) | floor ( #2 ) | add ( #3 , #4 )
how many real solutions does the equation x n0 + n4 x n2 + n3 x n4 + n5 = n6 have ?	multiply ( n0 , const_1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
in a group of n0 people , n1 like volleyball , n2 like hockey . how many like both volleyball and hockey ?	subtract ( n1 , n2 ) | add ( n2 , #0 ) | add ( n2 , #1 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
each child has n0 crayons and n2 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , n2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
a vendor bought toffees at n0 for a rupee . how many for a rupee must he sell to gain n1 % ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
the sum of two numbers is n0 and the sum of their squares is n1 . find the product of the numbers .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
compare the rates of two trains , one travelling at n0 km / hr and other is at n1 m / s ?	divide ( n1 , const_1000 ) | multiply ( #0 , const_3600 ) | divide ( n0 , #1 )
if an amount of rs n0 , n1 is distributed equally amongst n2 persons , how much amount would each person get ?	multiply ( const_10 , const_4 ) | add ( #0 , const_3 ) | multiply ( #1 , const_1000 ) | subtract ( #2 , const_100 ) | divide ( #3 , n1 )
what is the least number that should be added to n0 , so the sum of the number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
how many diagonals does a polygon with n0 sides have , if one of its vertices does not connect to any diagonal ?	subtract ( n0 , const_1 ) | subtract ( #0 , const_3 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 )
each child has n0 crayons and n1 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , n2 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
what is the normal price of an article sold at $ n0 after two successive discounts of n1 % and n2 % ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n0 , #4 )
two numbers are respectively n0 % and n1 % more than a third number . the ratio of the two numbers is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
the true discount on a bill of rs . n0 is rs . n1 . what is the banker ' s discount ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
square p is inscribed in circle q . if the perimeter of p is n0 , what is the circumference of q ?	divide ( n0 , const_4 ) | multiply ( const_2 , const_pi ) | power ( #0 , const_2 ) | add ( #2 , #2 ) | sqrt ( #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #1 )
a shopkeeper sells his goods at cost price but uses a faulty meter that weighs n0 grams . find the profit percent .	add ( const_1 , const_4 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a fruit seller had some apples . he sells n0 % apples and still has n1 apples . originally , he had :	original_price_before_loss ( n0 , n1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
the number n0 is equal to the sum of the cubes of two integers . what is the product of those integers ?	divide ( n0 , const_2 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 ) | floor ( #2 ) | power ( #3 , const_3 ) | subtract ( n0 , #4 ) | power ( #5 , #1 ) | multiply ( #3 , #6 )
robert ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percentage does he lose ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
if n2 cats can kill n2 rats in n2 minutes , how long will it take n4 cats to kill n4 rats ?	multiply ( n0 , const_1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab .	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
a number is increased by n1 % and then decreased by n1 % . find the net increase or decrease per cent .	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
the least number which when increased by n0 each divisible by each one of n1 , n2 , n3 and n4 is :	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | subtract ( #2 , n0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
what is the n0 th digit after the decimal point in the decimal expansion of n1 / n2 + n3 / n4 ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_10 ) | floor ( #6 )
the sum of digits of a two digit number is n0 , the difference between the digits is n1 . find the number	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
if p is a prime number greater than n0 , what is the remainder when p ^ n1 is divided by n2 .	add ( n0 , n1 ) | power ( #0 , const_2 ) | reminder ( #1 , n2 )
it is currently n0 : n1 pm . at what time in the morning was it exactly n2 , n3 minutes ago ?	subtract ( n1 , const_3 ) | divide ( n0 , #0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
when n6 / n5 percent of n6 , n7 is subtracted from n6 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
find the expenditure on digging a well n0 m deep and of n1 m diameter at rs . n2 per cubic meter ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 ) | multiply ( n2 , #1 )
by approximately what percent is x greater than n0 / n3 if ( n2 / n3 ) ( x ) = n4 ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
find the value of n0 x [ ( n1 x n2 x n3 ) / ( n4 x n5 x n6 ) ]	multiply ( n1 , n2 ) | multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n6 , #1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
if n0 machines can produce n3 units in n2 hours , how long would it take n3 machines to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
square a is inscribed in circle b . if the perimeter of a is n0 , what is the circumference of b ?	square_edge_by_perimeter ( n0 ) | power ( #0 , const_2 ) | add ( #1 , #1 ) | sqrt ( #2 ) | divide ( #3 , const_2 ) | circumface ( #4 )
if n0 men can do a piece of work in n2 hours , in how many hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
a man buy a book in rs n0 & sale it rs n1 . what is the rate of profit ? ? ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the sum of two numbers is n0 and their geometric mean is n1 % lower than arithmetic mean . find the numbers .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
a candidate got n0 % of the votes and lost to the rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
chris age after n0 years will be n2 times his age n2 years back . what is the present age of chris ?	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 ) | subtract ( #3 , #4 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
if n2 machines can produce n1 units in n2 hours , how long would it take n3 machines to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
if m : n is n0 : n2 and n : p is n2 : n3 then m : p is equal to	divide ( n0 , n3 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if p and q are prime numbers , how many divisors does the product p ^ n0 * q ^ n1 have ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( #0 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 men can do a piece of work in n1 hours , in how mwny hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
if m = n0 ^ n , what is the greatest value of n for which m is a factor of n1 !	divide ( n1 , n0 ) | power ( n0 , const_2 ) | divide ( n1 , #1 ) | floor ( #0 ) | floor ( #2 ) | add ( #3 , #4 )
the least number which when increased by n0 each divisible by each one of n1 , n2 , n3 and n4 is :	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | subtract ( #2 , n0 )
instead of multiplying a number by n1 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
if n0 x * x + n1 * x + k = n2 having two reciprocal roots find the value of k .	subtract ( n1 , n0 ) | subtract ( n1 , #0 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
what is the greatest prime factor of ( n0 ! no_ascii_62 n2 ! + n2 ! no_ascii_62 n3 ! ) / n4 ?	multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , n4 ) | add ( #2 , const_3 ) | add ( #3 , const_3 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 and n2 ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
if x is real , find the maximum value of the expression - n1 x ^ n1 + n2 x + n3 .	multiply ( n0 , n0 ) | divide ( #0 , n2 ) | multiply ( n2 , #1 ) | power ( #1 , n0 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
what is the normal price of an article sold at $ n0 after two successive discounts of n1 % and n2 % ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n0 , #4 )
n0 . the sum and the product of two numbers are n1 and n2 respectively , the difference of the number is ?	multiply ( n2 , const_2 ) | power ( n1 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #2 , #0 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_3 ) | subtract ( #3 , #5 )
the rate at which a sum becomes n0 times of itself in n1 years at s . i . , will be :	multiply ( const_100 , const_3 ) | divide ( #0 , n1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
what is the distance between two parallel chords of length n0 cm and n1 cm in a circle of radius n2 cm ?	divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( #2 , #4 ) | sqrt ( #5 ) | sqrt ( #6 ) | add ( #7 , #8 ) | subtract ( #8 , #7 ) | max ( #9 , #10 )
if p ( n2 , n3 ) = kc ( n2 , n3 ) , then what is the value of k ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | multiply ( #1 , #3 ) | divide ( #0 , #5 ) | divide ( #4 , #6 )
what is the value of ( p + q ) / ( p - q ) if p / q is n0 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
find the compound ratio of ( n5 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if n2 cats can kill n2 rats in n2 minutes , how long will it take n4 cats to kill n4 rats ?	multiply ( n0 , const_1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
n0 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
if x + y = n0 , x - y = n1 , for integers of x and y , x = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 machines can produce n3 units in n2 hours , how long would it take n3 machines to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
find the compound interest on $ n0 for n1 years at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
how many n0 - digits number are palindromic numbers ? a palindromic number reads the same forward and backward , example n1 .	multiply ( n0 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_10 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
if two painters can complete two rooms in two hours , how many rooms painted if n0 painters work for n1 hours ?	multiply ( n1 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | divide ( #2 , #1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a number when divided by n0 gives a remainder n1 , what remainder will be obtained by dividing the same number n2 ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
if x + y = n0 , x - y = n1 , for integers of x and y , x = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
find the compound ratio of ( n5 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
robert ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percentage does he lose ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
if the length of the longest chord of a certain circle is n0 , what is the radius of that certain circle ?	divide ( n0 , const_2 )
n4 ^ ( n4 x / n2 ) = n4 ^ ( x / n4 ) what is the value of x ?	multiply ( n0 , n2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
how many digits are in the number n0 ^ n2 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n7 x n6 ^ n7 ?	multiply ( n5 , n6 ) | subtract ( #0 , n5 )
a no . when divided by n0 gives a remainder n1 , what remainder will be obtainedby dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
the number n0 is equal to the sum of the cubes of two integers . what is the product of those integers ?	divide ( n0 , const_2 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 ) | floor ( #2 ) | power ( #3 , const_3 ) | subtract ( n0 , #4 ) | power ( #5 , #1 ) | multiply ( #3 , #6 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if n0 men can reap n1 hectares in n2 days , then how many hectares can n3 men reap in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #1 , n1 ) | divide ( #0 , #2 )
if n0 men can paint n1 m long wall in n2 days , then n3 men can paint n4 m long wall in	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
in what time will a train n0 metres long cross an electric pole , if its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
square x is inscribed in circle y . if the perimeter of x is n0 , what is the circumference of y ?	divide ( n0 , const_4 ) | diagonal ( #0 , #0 ) | multiply ( #1 , const_pi )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
he average of n0 numbers is zero . of them , at the most , how many may be greater than zero ?	subtract ( n0 , const_1 )
if a : b = n0 : n1 and b : c = n2 : n3 , then a : c = ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
if n2 men take n1 days to to complete a job , in how many days can n2 men finish that work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
a number when divided by n0 gives a remainder n1 . what remainder will be obtained by dividing the same number by n2	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
if x + y = n0 , x - y = n1 , for integers of x and y , y = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
how many positive integers d between n0 and n1 ( both inclusive ) are not divisible by n2 , n3 or n4 ?	add ( const_1 , const_100 ) | divide ( const_100 , const_2 ) | divide ( const_100 , n4 ) | divide ( const_100 , const_10 ) | multiply ( n3 , n4 ) | multiply ( const_2 , const_3 ) | subtract ( const_100 , const_1 ) | subtract ( const_100 , const_10 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | divide ( #6 , const_3 ) | divide ( #7 , #4 ) | multiply ( n2 , #4 ) | subtract ( const_100 , #5 ) | add ( #11 , const_1 ) | add ( #12 , const_1 ) | divide ( #7 , #13 ) | divide ( #14 , #5 ) | add ( #8 , #15 ) | add ( #17 , const_1 ) | add ( #18 , const_1 ) | add ( #19 , #9 ) | add ( #21 , #16 ) | add ( #22 , #20 ) | add ( #23 , #10 ) | subtract ( #24 , #25 ) | subtract ( #0 , #26 )
a bag of potatoes weighs n0 lbs divided by half of its weight . how much does the bag of potatoes weight ?	divide ( n0 , const_1 )
if n2 cats can kill n2 rats in n2 minutes , how long will it take n4 cats to kill n4 rats ?	multiply ( n0 , const_1 )
in how many ways n1 boys and n1 girls can be seated in a row so that boys and girls are alternate ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if n0 men can colour n1 m long cloth in n2 days , then n3 men can colour n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
if n0 ^ x * n1 ^ y = n2 , n3 and x no_ascii_77 y = n4 , then x = ?	multiply ( n3 , const_1 )
how long will it take a train travelling at n0 kmph to pass an electric pole if the train is n1 m long	divide ( n1 , const_1000 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
by approximately what percent is x greater than n4 / n3 if ( n4 / n3 ) ( x ) = n4 ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
if n0 ^ x * n1 ^ y = n2 , n3 and x no_ascii_77 y = n4 , then x = ?	multiply ( n3 , const_1 )
in a shower , n0 cm of rain falls . the volume of water that falls on n1 hectares of ground is :	divide ( n0 , const_100 ) | multiply ( n1 , const_1000 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 )
the compound ratio of n0 / n1 , n2 / n3 , n6 / n5 and n6 / n7 is given by ?	multiply ( n0 , n3 ) | inverse ( #0 )
reeya obtained n0 , n1 , n2 , n3 and n4 out of n5 in different subjects , what will be the average	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
when the number n0 y n1 is exactly divisible by n2 , then the smallest whole number that can replace y is ?	subtract ( n0 , n0 )
find the compound ratio of ( n0 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 a for the digits ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
how long does a lorry n2 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n0 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the sum of digits of a two digit number is n0 , the difference between the digits is n1 . find the number	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
by approximately what percent is x greater than n2 / n3 if ( n2 / n3 ) ( x ) = n4 ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
what is the sum r of all n2 digit numbers that leave a remainder of ' n1 ' when divided by n2 ?	power ( const_10 , n0 ) | divide ( #0 , const_10 ) | subtract ( #1 , n1 ) | divide ( #2 , n0 ) | floor ( #3 ) | add ( #4 , const_1 ) | multiply ( n0 , #5 ) | add ( n1 , #6 ) | subtract ( #0 , #7 ) | divide ( #8 , n0 ) | floor ( #9 ) | multiply ( n0 , #10 ) | add ( #7 , #11 ) | add ( #7 , #12 ) | multiply ( #13 , #10 ) | divide ( #14 , const_2 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
when n4 / n5 % of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_4 , const_4 ) | inverse ( n4 ) | multiply ( n4 , const_100 ) | multiply ( #0 , #2 ) | multiply ( #1 , #3 )
if x + y = n0 , x - y = n1 , for integers of x and y , y = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the length of the longest chord of a certain circle is n0 , what is the radius of that certain circle ?	divide ( n0 , const_2 )
the compound ratio of n0 / n1 , n2 / n3 , n6 / n5 and n6 / n7 is given by ?	multiply ( n0 , n3 ) | inverse ( #0 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
a number is increased by n1 % and then decreased by n1 % . find the net increase or decrease per cent .	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
kamal ' s salary was decreased by n0 % and subsequently increased by n1 % . how much percent does he lose ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 and n2 ?	triangle_area_three_edges ( const_4.0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
instead of multiplying a number by n0 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , const_10 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
if jack walked n0 miles in n1 hour and n2 minutes , what was his rate of walking in miles per hour ?	add ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #1 , #0 )
what is the least number that should be added to n0 , so the sum of the number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
if n is the greatest positive integer for which n0 ^ n is a factor of n1 ! , then n = ?	divide ( n1 , const_2 ) | subtract ( #0 , const_1 )
how many digits are in the number n0 ^ n2 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 x n6 ^ n7 ?	multiply ( n5 , n6 ) | subtract ( #0 , const_2 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
when n4 / n5 % of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_4 , const_4 ) | inverse ( n4 ) | multiply ( n4 , const_100 ) | multiply ( #0 , #2 ) | multiply ( #1 , #3 )
alex age after n0 years will be n2 times his age n2 years back . what is the present age of alex ?	multiply ( const_10 , const_10 ) | subtract ( const_12 , const_3 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
if m = n0 ^ n , what is the greatest value of n for which m is a factor of n1 !	divide ( n1 , n0 ) | power ( n0 , const_2 ) | divide ( n1 , #1 ) | floor ( #0 ) | floor ( #2 ) | add ( #3 , #4 )
if square - root of n0 is n1 . then find the value of square - root of ( n2 / n3 )	divide ( n2 , n3 ) | sqrt ( #0 )
a number when divided by n0 gives a remainder n1 , what remainder will be obtained by dividing the same number n2 ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
a train speeds past a pole in n0 seconds and a platfrom n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the least number which when increased by n0 each divisible by each one of n1 , n2 , n3 and n4 is :	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | subtract ( #2 , n0 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if x + y = n0 , x - y = n1 , for integers of x and y , x = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
in the formula a = ( n0 r ) ^ n1 , if r is halved , then a is multiplied by ?	power ( n0 , n1 ) | divide ( const_1 , #0 )
a vendor bought toffees at n0 for a rupee . how many for a rupee must he sell to gain n1 % ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
a candidate got n0 % of the votes and lost to the rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
instead of multiplying a number by n1 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
n2 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
the true discount on a bill of rs . n0 is rs . n1 . what is the banker ' s discount ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the compound ratio of n0 / n5 , n2 / n3 , n6 / n5 and n6 / n7 is given by ?	multiply ( n0 , n3 ) | inverse ( #0 )
define a * by the equation a * = no_ascii_35 - x . then ( ( no_ascii_73 no_ascii_35 ) * ) * =	add ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( #1 , #2 ) | divide ( #3 , const_1000 ) | divide ( #4 , const_10 ) | add ( #5 , const_3 ) | negate ( #6 ) | subtract ( #6 , #7 ) | subtract ( #6 , #8 )
the compounded ratio of ( n5 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is :	divide ( n3 , n0 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
how many diagonals does a polygon with n0 sides have , if one of its vertices does not connect to any diagonal ?	subtract ( n0 , const_1 ) | subtract ( #0 , const_3 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
how many digits are in the number n0 ^ n2 no_ascii_62 n2 ^ n3 no_ascii_62 n4 ^ n5 x n6 ^ n7 ?	multiply ( n5 , n6 ) | subtract ( #0 , n5 )
find the compound ratio of ( n4 : n3 ) , ( n5 : n3 ) and ( n4 : n5 ) is	divide ( n0 , n5 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if a : b is n0 : n2 and b : c is n2 : n3 then a : c is equal to	divide ( n1 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 )
find the compound ratio of ( n3 : n1 ) , ( n5 : n3 ) and ( n4 : n5 ) is	divide ( n0 , n5 ) | divide ( n2 , n5 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
find the probability in a group of n0 students sitting in a row , two of them always sit next to each other	factorial ( const_2 ) | factorial ( n0 ) | subtract ( n0 , const_1 ) | factorial ( #2 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
a no . when divided by n0 gives a remainder n1 , what remainder will be obtainedby dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
how long does a train n0 m long travelling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
if p and q are prime numbers , how many divisors does the product p ^ n0 * q ^ n1 have ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( #0 , #1 )
if the average of n0 , n1 , n2 , n3 , n4 and y is n5 , then what is y ?	add ( const_2 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n5 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
the sum of the first n2 positive even integers is n1 . what is the sum of the first n2 odd integers ?	add ( n1 , const_1 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
if n is a natural number , then ( n2 ( n n1 ) + n2 n ) is always divisible by :	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 )
if n0 men can colour n1 m long cloth in n2 days , then n3 men can colour n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
what is the least number that should be added to n0 , so the sum of the number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
n0 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
the least number which when increased by n0 each divisible by each one of n1 , n2 , n3 and n4 is :	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | subtract ( #2 , n0 )
a shop keeper marked n0 % above the cost price and offered n1 % discount then find it ' s net profit ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
the number n0 is equal to the sum of the cubes of two integers . what is the product of those integers ?	divide ( n0 , const_2 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 ) | floor ( #2 ) | power ( #3 , const_3 ) | subtract ( n0 , #4 ) | power ( #5 , #1 ) | multiply ( #3 , #6 )
what is the value of ( p + q ) / ( p - q ) if p / q is n0 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
a no . when divided by n0 gives a remainder n1 , what remainder will be obtainedby dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
reeya obtained n4 , n1 , n2 , n3 and n4 out of n5 in different subjects , what will be the average	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the sum of three consecutive even numbers is n0 more than the first of these numbers . what is the middle number ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_2 ) | divide ( #1 , const_4 ) | add ( #2 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , const_2 ) | power ( #3 , const_2 ) | add ( #5 , const_2 ) | add ( #4 , #6 ) | power ( #5 , const_2 ) | power ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #11 , #8 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 men can colour n1 m long cloth in n2 days , then n3 men can colour n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
if n0 ^ x * n1 ^ y = n2 , n3 and x no_ascii_77 y = n4 , then x = ?	multiply ( n3 , const_1 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the smallest number when increased by ` ` n0 ` ` is exactly divisible by n1 , n2 , and n3 is :	divide ( n2 , n1 ) | divide ( n3 , n0 ) | multiply ( #0 , #1 ) | add ( #2 , #2 ) | subtract ( #3 , const_3 )
it is currently n0 : n1 pm . at what time in the morning was it exactly n2 , n3 minutes earlier ?	subtract ( n1 , const_3 ) | divide ( n0 , #0 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
christine and siri have n0 rs between them . christine has n1 rs more than siri . how much does christine have .	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
find the compound ratio of ( n0 : n1 ) , ( n5 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
n0 men can complete a piece of work in n1 days . in how days will n2 men can complete the work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
here is n0 dots . if you select n2 dots randomly , what is the probability that n2 dots make a triangle ?	choose ( const_5 , n1 ) | choose ( const_3 , n1 ) | choose ( n0 , n1 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_5 ) | add ( #3 , #4 ) | divide ( #5 , #2 ) | negate_prob ( #6 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 and n2 ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
when m divided by n0 , the remainder is n1 . find the remainder when the same m is divided by n2 ?	reminder ( n1 , n2 )
mukesh weight n0 kg . if he reduces his weight in the ratio n1 : n2 . new weight of mukesh is ?	divide ( n0 , n2 ) | subtract ( n0 , #0 )
a man buy a book in rs n0 & sale it rs n1 . what is the rate of profit ? ? ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
three n0 faced dice are thrown together . the probability that all the three show the same number on them is - .	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
find the compound ratio of ( n5 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
in what time will a train n0 metres long cross an electric pole , if its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
when the number n0 y n1 is exactly divisible by n2 , what is the smallest whole number that can replace y ?	subtract ( n0 , n0 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
instead of multiplying a number by n1 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
how many positive integers between n0 and n1 ( both are inclusive ) are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
n0 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
if the ratio of two number is n0 : n1 and lcm of the number is n2 then what is the number .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
in how many ways n1 boys and n1 girls can be seated in a row so that boys and girls are alternate ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if n1 ^ ( n1 w ) = n2 ^ ( w no_ascii_73 n3 ) , what is the value of w ?	log ( n0 ) | multiply ( #0 , const_12 ) | divide ( #1 , #0 )
a bag of potatoes weighs n0 lbs divided by half of its weight . how much does the bag of potatoes weight ?	divide ( n0 , const_1 )
let p be a prime number greater than n0 and let n = n1 p . how many even numbers divide n ?	subtract ( n0 , const_1 )
square m is inscribed in circle n . if the perimeter of m is n0 , what is the circumference of n ?	divide ( n0 , const_4 ) | power ( #0 , const_2 ) | multiply ( #1 , const_2 ) | sqrt ( #2 ) | divide ( #3 , const_2 ) | circumface ( #4 )
each child has n0 crayons and n1 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , n2 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 and n2 ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
if n0 < x < n1 and n2 < y < n3 , then the product xy can not be equal to :	add ( n3 , const_1 )
if m is the set of all consecutive multiples of n0 between n1 and n2 , what is the median of m ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( #1 , n0 ) | floor ( #0 ) | floor ( #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_2 ) | multiply ( n0 , #6 ) | add ( #5 , #7 ) | add ( n0 , #8 ) | add ( #8 , #9 ) | divide ( #10 , const_2 )
the radius of the base of cone is n0 cm and height is n1 cm . find the volume of the cone ?	rectangle_area ( n0 , n1 )
praveen age after n0 years will be n2 times his age n2 years back . what is the present age of chris ?	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
a small college reduced its faculty by approximately n0 percent to n1 professors . what was the original number of faculty members ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
if x + y = n0 , x - y = n1 , for integers of x and y , y = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
find the least number which when divided by n0 , n1 leaves a remainder n2 but when divided by n3 leaves no remainder	add ( const_4 , const_4 ) | add ( n2 , const_4 ) | add ( const_2 , const_3 ) | add ( n2 , n2 ) | multiply ( #2 , #3 ) | multiply ( #1 , #4 ) | multiply ( #0 , #5 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
if n0 men can do a piece of work in n1 hours , in how many hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the inner circumference of a circle race track n0 m wide is n1 m . find the radius of the outer circle .	divide ( n1 , const_pi ) | divide ( #0 , const_2 )
if n0 men can colour n1 m long cloth in n3 days , then n3 men can colour n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
how many positive integers h between n0 and n1 ( both inclusive ) are not divisible by n2 , n3 or n4 ?	divide ( const_100 , const_3 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #0 , const_10 ) | divide ( #1 , n3 ) | divide ( #1 , n4 ) | divide ( #1 , const_2 ) | divide ( #1 , const_10 ) | add ( #5 , const_1 ) | add ( #7 , const_1 ) | divide ( #2 , n2 ) | divide ( #5 , n3 ) | divide ( #6 , const_3 ) | floor ( #3 ) | floor ( #4 ) | add ( #13 , const_1 ) | add ( #14 , const_1 ) | floor ( #10 ) | floor ( #11 ) | floor ( #12 ) | add ( #17 , const_1 ) | add ( #18 , const_1 ) | add ( #20 , #16 ) | add ( #21 , #19 ) | add ( #22 , #8 ) | add ( #23 , #9 ) | subtract ( #24 , #25 ) | add ( #15 , #26 ) | subtract ( #2 , #27 )
. if the sides of two cubes are in the ratio n0 : n1 the ratio of their total surface area is ?	surface_cube ( n0 ) | surface_cube ( n1 ) | divide ( #0 , #1 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
chris age after n0 years will be n2 times his age n2 years back . what is the present age of chris ?	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 ) | subtract ( #3 , #4 )
from a pack of n0 cards , n1 card is drawn at random . find the probability of a face card drawn .	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
if n0 men can reap n1 hectares in n2 days , then how many hectares can n3 men reap in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #1 , n1 ) | divide ( #0 , #2 )
a man buy a book in rs n0 & sale it rs n1 . what is the rate of profit ? ? ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in what time will a train n0 metres long cross an electric pole , if its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
how long will it take a train travelling at n0 kmph to pass an electric pole if the train is n1 m long	divide ( n1 , const_1000 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
sam wrote n0 letters on tuesday and n1 letters on wednesday . how many letters did he write on average per day ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
you buy a piece of land with an area of no_ascii_67 n0 , how long is one side of the land plot ?	sqrt ( n0 )
the sum of two numbers is n0 and their product is n1 . find the sum of the squares of that numbers .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
n0 minute is taken to travel the diagonal of square field at n1 km / hour . calculate the area of field ?	multiply ( n1 , const_1000 ) | multiply ( const_10 , const_180 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( #5 , #6 ) | power ( #7 , const_2 ) | divide ( #8 , n0 ) | divide ( #9 , const_100 )
what is the value of ( p + q ) / ( p - q ) if p / q is n0 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
robert ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percentage does he lose ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
the area of sector of a circle whose radius is n0 metre and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
the compound ratio of n0 / n5 , n2 / n3 , n6 / n5 and n6 / n7 is given by ?	multiply ( n0 , n3 ) | inverse ( #0 )
the sum of n0 consecutive odd numbers is n1 more than the first of these numbers . what is the middle number ?	add ( const_2 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 ) | add ( #3 , const_2 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
find the value of n0 x [ ( n1 x n2 x n3 ) / ( n4 x n5 x n6 ) ]	multiply ( n1 , n2 ) | multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n6 , #1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
the average of n0 numbers id n1 . if one number is excluded , the average becomes n2 . the excluded number is	multiply ( n0 , n1 ) | multiply ( n2 , const_4 ) | subtract ( #0 , #1 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , ( . . . )	multiply ( const_3.0 , n0 )
if n0 men can reap n1 hectares in n2 days , then how many hectares can n3 men reap in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #1 , n1 ) | divide ( #0 , #2 )
if n0 machines can produce n3 units in n2 hours , how long would it take n3 machines to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab .	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
if the length of the longest chord of a certain circle is n0 , what is the radius of that certain circle ?	divide ( n0 , const_2 )
x ^ n0 + sx + n1 = n2 has two distinct integer roots ; how many values are possible for s ?	add ( const_1 , const_3 ) | add ( const_1 , const_2 ) | multiply ( #0 , #1 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
there are n0 brown dogs , n1 white dogs , n2 black dogs . totally how many dogs are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
a small college reduced its faculty by approximately n0 percent to n1 professors . what was the original number of faculty members ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
in how many ways n1 boys and n1 girls can be seated in a row so that boys and girls are alternate ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
a shopkeeper sells his goods at cost price but uses a faulty meter that weighs n0 grams . find the profit percent .	add ( const_1 , const_4 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
if n1 ^ ( n1 w ) = n2 ^ ( w no_ascii_73 n3 ) , what is the value of w ?	log ( n0 ) | multiply ( #0 , const_12 ) | divide ( #1 , #0 )
a shopkeeper sells his goods at cost price but uses a faulty meter that weighs n0 grams . find the profit percent .	add ( const_1 , const_4 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
mudit ' s age n0 years hence will be thrice his age n1 years ago . find mudit ' s present age ?	multiply ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
a candidate got n0 % of the votes and lost to the rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
two numbers are in the ratio n0 : n1 and thier h . c . f is n2 . find the numbers .	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
if anangletis defined as n1 percent of n1 degree , then how many anglets are there in a sixth of a circle ?	add ( const_2 , const_4 ) | divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #3 )
a shopkeeper sells his goods at cost price but uses a faulty meter that weighs n0 grams . find the profit percent .	add ( const_1 , const_4 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
find the compound interest on $ n0 for n1 year at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
a number when divided by n0 gives a remainder n1 , what remainder will be obtained by dividing the same number n2 ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
if n3 < x < n1 and n2 < y < n3 , then the product xy can not be equal to :	add ( n3 , const_1 )
reeya obtained n0 , n1 , n2 , n3 and n4 out of n5 in different subjects , what will be the average	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
if n1 ^ ( n1 w ) = n2 ^ ( w no_ascii_73 n3 ) , what is the value of w ?	log ( n0 ) | multiply ( #0 , const_12 ) | divide ( #1 , #0 )
a number is increased by n1 % and then decreased by n1 % . find the net increase or decrease per cent .	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
a no . when divided by n0 gives a remainder n1 , what remainder will be obtainedby dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
a vendor bought toffees at n0 for a dollar . how many for a dollar must he sell to gain n1 % ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
n0 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
if exactly n0 guests drank only one of the two types of drinks , how many guests drank both types of drinks ?	multiply ( n0 , const_2 )
in a group of n0 people , n1 like swimming , n2 like wrestling . how many like both swimming and wrestling ?	subtract ( n1 , n2 ) | add ( n2 , #0 ) | add ( n2 , #1 )
a number when divided by n0 gives a remainder n1 , what remainder will be obtained by dividing the same number n2 ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
a number is increased by n1 % and then decreased by n1 % . find the net increase or decrease per cent .	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
how long does a train n0 m long traveling at n1 kmph takes to cross a station of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
raman ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percent does he loss .	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , const_100 )
how many n0 - digits number are palindromic numbers ? a palindromic number reads the same forward and backward , example n1 .	multiply ( n0 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_10 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
if the length of a rectangle is halved and its breadth is tripled , what is the percentage change in its area ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
if x is a positive number and n0 the square root of x is equal to x / n1 , then x =	multiply ( n1 , const_3 ) | power ( n1 , #0 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
walking at n0 / n1 th of his usual speed , a man is n2 mins too late . his usual time is	multiply ( n0 , n2 )
if x is real , find the maximum value of the expression - n1 x ^ n1 + n2 x + n3 .	multiply ( n0 , n0 ) | divide ( #0 , n2 ) | multiply ( n2 , #1 ) | power ( #1 , n0 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 men can colour n1 m long cloth in n2 days , then n3 men can colour n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
instead of multiplying a number by n0 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
what is the least number that should be added to n0 , so the sum of the number is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( #2 , #0 ) | multiply ( n1 , #3 )
if n0 men can do a piece of work in n1 hours , in how many hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the product of two numbers is n0 and the sum of their squares is n1 . the sum of the number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
a small college reduced its faculty by approximately n0 percent to n1 professors . what was the original number of faculty members ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
in the set of positive integers from n0 to n1 , what is the sum of all the odd multiples of n2 ?	multiply ( n2 , const_3 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
find value of x : ( n4 + n5 ) ^ n2 no_ascii_73 ( n3 no_ascii_62 n4 no_ascii_62 n5 ) = x .	add ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n1 , #1 ) | power ( #0 , const_2 ) | subtract ( #3 , #2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
if x + y = n0 , x - y = n1 , for integers of x and y , y = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a bag of potatoes weighs n0 lbs divided by half of its weight . how much does the bag of potatoes weight ?	divide ( n0 , const_1 )
if n0 men take n1 days to to complete a job , in how many days can n2 men finish that work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n1 ^ ( n1 w ) = n2 ^ ( w no_ascii_73 n3 ) , what is the value of w ?	log ( n0 ) | multiply ( #0 , const_12 ) | divide ( #1 , #0 )
if the length of the longest chord of a certain circle is n0 , what is the radius of that certain circle ?	divide ( n0 , const_2 )
if n3 < x < n1 and n2 < y < n3 , then the product xy can not be equal to :	add ( n3 , const_1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a tunnel of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
if x is real , find the maximum value of the expression - n1 x ^ n1 + n2 x + n3 .	multiply ( n0 , n0 ) | divide ( #0 , n2 ) | multiply ( n2 , #1 ) | power ( #1 , n0 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 )
find the expenditure on digging a well n0 m deep and of n1 m diameter at rs . n2 per cubic meter ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 ) | multiply ( n2 , #1 )
how many diagonals does a polygon with n0 sides have , if one of its vertices does not connect to any diagonal ?	subtract ( n0 , const_1 ) | subtract ( #0 , const_3 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 )
a no . when divided by n0 gives a remainder n1 , what remainder will be obtainedby dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
a shop keeper marked n0 % above the cost price and offered n1 % discount then find it ' s net profit ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
the average of n0 numbers is n1 . if one number is excluded the average become n2 . the excluded number is :	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
if x / y = n0 / n1 , then ( x + y ) / ( x - y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
how many minutes is it before n0 noon if n1 minutes ago it was n2 times as many minutes after n3 am ?	add ( n2 , const_1 ) | multiply ( n0 , const_60 ) | multiply ( n3 , const_60 ) | subtract ( #1 , #2 ) | subtract ( #3 , n1 ) | divide ( #4 , #0 )
sony and johnny caught n0 fishes . sony caught n1 times as many as johnny . how many fishes did johnny catch ?	add ( n1 , const_1 ) | divide ( n0 , #0 )
find the compound ratio of ( n2 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
three n0 faced dice are thrown together . the probability that exactly two dice show the same number on them is - .	divide ( const_1 , n0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if m = n0 ^ n , what is the greatest value of n for which m is a factor of n1 !	divide ( n1 , n0 ) | power ( n0 , const_2 ) | divide ( n1 , #1 ) | floor ( #0 ) | floor ( #2 ) | add ( #3 , #4 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
on dividing n0 by a certain number , we get n1 as quotient and n2 as remainder . what is the divisor ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
the sum of n1 consecutive odd natural numbers , each divisible by n1 is n2 . what is the largest among them ?	add ( const_3 , const_3 ) | add ( n0 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , n0 ) | add ( #0 , #3 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab .	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
each child has n0 crayons and n1 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , n2 )
if p and q are prime numbers , how many divisors does the product p ^ n0 * q ^ n1 have ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( #0 , #1 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
n0 people average age is n1 . youngest person age is n2 . find average of the people when youngest was born .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
if a : b is n0 : n2 and b : c is n2 : n3 then a : c is equal to	divide ( n1 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 )
how many pages do you need if you have to write n0 lines of information into pages that each hold n1 lines ?	divide ( n0 , n1 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
if n0 men take n1 days to to complete a job , in how many days can n2 men finish that work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if the perimeter of no_ascii_50 acd is n0 + n2 no_ascii_67 n2 , what is the perimeter of equilateral triangle no_ascii_50 abc ?	multiply ( n1 , const_2 ) | sqrt ( const_3 ) | subtract ( const_3 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
the compound ratio of n0 / n6 , n2 / n3 , n4 / n6 and n6 / n7 is given by ?	multiply ( n0 , n3 ) | inverse ( #0 )
if n3 ^ ( n3 w ) = n2 ^ ( w no_ascii_73 n3 ) , what is the value of w ?	log ( n0 ) | multiply ( #0 , const_12 ) | divide ( #1 , #0 )
a cylinder is inserted in a sphere d / h = n0 / n1 . find the surface area of the cylinder ?	divide ( n0 , const_2 ) | multiply ( const_2 , const_pi ) | add ( n1 , #0 ) | multiply ( #2 , #1 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
a number when divided by n0 gives a remainder n1 , what remainder will be obtained by dividing the same number n2 ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
a man buy a book in rs n0 & sale it rs n1 . what is the rate of profit ? ? ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
the smallest fraction , which each of n0 / n1 , n2 / n3 , n4 / n5 will divide exactly is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a dealer purchases n0 articles for rs . n1 and sells n2 articles for rs . n3 . find the profit percentage ?	add ( const_1 , const_4 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 )
if x + y = n0 , x - y = n1 , for integers of x and y , x = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n2 cats can kill n2 rats in n2 minutes , how long will it take n4 cats to kill n4 rats ?	multiply ( n0 , const_1 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
a vendor bought toffees at n0 for a rupee . how many for a rupee must he sell to gain n1 % ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
if n is the greatest positive integer for which n0 ^ n is a factor of n1 ! , then n = ?	divide ( n1 , const_2 ) | subtract ( #0 , const_1 )
if the ratio of two number is n0 : n1 and lcm of the number is n2 then what is the number .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
in what time will a train n0 metres long cross an electric pole , if its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
paul ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percent does he lose ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | subtract ( const_100 , #2 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_61no_ascii_55 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
sides of a triangle are n0 cm . n1 cm . and n2 cm . respectively . calculate the area of triangle .	triangle_area_three_edges ( n0 , n1 , n2 )
if x / y = n0 / n1 , then ( x + y ) / ( x - y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
look carefully for the pattern , and then choose which pair of numbers comes next . n0 n1 n5 n3 n4 n5 n6	subtract ( n6 , const_3 ) | multiply ( #0 , const_10 ) | add ( n2 , #1 )
a number is increased by n1 % and then decreased by n1 % . find the net increase or decrease per cent .	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
find the value of n0 x [ ( n1 x n2 x n3 ) / ( n4 x n5 x n6 ) ]	multiply ( n1 , n2 ) | multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n6 , #1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 )
the least number which when increased by n0 each divisible by each one of n1 , n2 , n3 and n4 is :	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | subtract ( #2 , n0 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 and n2 ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
how many positive integers between n2 and n1 ( both are inclusive ) are there such that they are multiples of n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
find the compound interest on $ n0 for n1 years at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
how many diagonals does a polygon with n0 sides have , if one of its vertices does not connect to any diagonal ?	subtract ( n0 , const_1 ) | subtract ( #0 , const_3 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 )
in how many ways n1 boys and n1 girls can be seated in a row so that boys and girls are alternate ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
how many n0 - digits number are palindromic numbers ? a palindromic number reads the same forward and backward , example n1 .	multiply ( n0 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_10 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
if the ratio of two number is n0 : n1 and lcm of the number is n2 then what is the number .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
a man walked diagonally across a square lot . approximately , what was the percent saved by not walking along the edges ?	power ( const_1 , const_2 ) | add ( #0 , #0 ) | sqrt ( #1 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
compare the rates of two trains , one travelling at n0 km / hr and other is at n1 m / s ?	divide ( n1 , const_1000 ) | multiply ( #0 , const_3600 ) | divide ( n0 , #1 )
find the value of n0 x [ ( n1 x n2 x n3 ) / ( n4 x n5 x n6 ) ]	multiply ( n1 , n2 ) | multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n6 , #1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
hcf of two numbers is n0 and their lcm is n1 . if their sum is n2 , then the numbers are :	divide ( n1 , n0 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
how many n0 - digits number are palindromic numbers ? a palindromic number reads the same forward and backward , example n1 .	multiply ( n0 , const_10 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_10 )
what is the n0 th digit of ( n4 ! * n2 ! + n3 ! * n4 ! ) / n5 ?	factorial ( n1 ) | factorial ( n2 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #2 , #0 ) | add ( #3 , #4 ) | divide ( #5 , n5 ) | divide ( #6 , n0 ) | floor ( #7 )
find the value of n0 x [ ( n1 x n2 x n3 ) / ( n4 x n5 x n6 ) ]	multiply ( n1 , n2 ) | multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n6 , #1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 )
if n0 men can reap n1 hectares in n2 days , then how many hectares can n3 men reap in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #1 , n1 ) | divide ( #0 , #2 )
how many positive integers e between n0 and n1 ( both inclusive ) are not divisible by n2 , n3 or n4 ?	multiply ( n3 , n4 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | add ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , n3 ) | divide ( #1 , n4 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | subtract ( #8 , #3 ) | subtract ( #9 , #0 ) | floor ( #10 ) | add ( #12 , const_1 ) | add ( #7 , #13 ) | add ( #14 , #11 ) | subtract ( #2 , #15 )
if jack walked n0 miles in n1 hour and n2 minutes , what was his rate of walking in miles per hour ?	add ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #1 , #0 )
by approximately what percent is x greater than n0 / n3 if ( n4 / n3 ) ( x ) = n4 ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
when n4 / n5 percent of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_3 , const_4 ) | divide ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 )
a man buy a book in rs n1 & sale it rs n1 . what is the rate of profit ? ? ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how long does a train n0 m long travelling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
what is the least number should be added to n0 , so the sum of the number is completely divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
after decreasing n0 % in the price of an article costs rs . n1 . find the actual cost of an article ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
what is the normal price of an article sold at $ n0 after two successive discounts of n1 % and n2 % ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n0 , #4 )
how many positive integers less than n0 are equal to the product of a positive multiple of n1 and an even number ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividingthe same no . n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
n0 machines can do a work in n1 days . how many machines are needed to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the true discount on a bill of rs . n0 is rs . n1 . what is the banker ' s discount ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
if m : n is n0 : n2 and n : p is n2 : n3 then m : p is equal to	divide ( n0 , n3 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
find the compound ratio of ( n0 : n5 ) , ( n2 : n5 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
instead of multiplying a number by n0 , the number is divided by n1 . what is the percentage of error obtained ?	divide ( n1 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
if x is real , find the maximum value of the expression - n1 x ^ n1 + n2 x + n3 .	multiply ( n0 , n0 ) | divide ( #0 , n2 ) | multiply ( n2 , #1 ) | power ( #1 , n0 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 )
if n0 men can do a piece of work in n1 hours , in how many hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if a - b = n0 and a ^ n2 + b ^ n2 = n3 , find the value of ab .	sqrt ( n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( n1 , #4 )
if x is real , find the maximum value of the expression - n1 x ^ n1 + n2 x + n3 .	multiply ( n0 , n0 ) | divide ( #0 , n2 ) | multiply ( n2 , #1 ) | power ( #1 , n0 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 )
the sum of the squares of two numbers is n0 and the diference of their squares is n1 . the numbers are :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
if n0 machines can produce n3 units in n2 hours , how long would it take n3 machines to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
if p and q are prime numbers , how many divisors does the product p ^ n0 * q ^ n1 have ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( #0 , #1 )
if n0 men can do a piece of work in n1 hours , in how many hours will n2 men do it ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a small college reduced its faculty by approximately n0 percent to n1 professors . what was the original number of faculty members ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
the sum of digits of a two digit number is n0 , the difference between the digits is n1 . find the number	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
what is the value of ( p + q ) / ( p - q ) if p / q is n0 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the average of n0 numbers is n1 . if each number is increased by n2 , what will the new average be ?	multiply ( n1 , n2 )
what is the value of ( p + q ) / ( p - q ) if p / q is n0 ?	add ( const_100 , const_60 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
find the compound interest on $ n0 for n1 years at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
by investing rs . n0 in n1 % stock , michael earns rs . n2 . the stock is then quoted at :	divide ( n0 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 )
if the ratio of two number is n0 : n1 and lcm of the number is n2 then what is the number .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
in the set of positive integers from n0 to n1 , what is the sum of all the odd multiples of n2 ?	multiply ( n2 , const_3 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
by approximately what percent is x greater than n4 / n3 if ( n2 / n3 ) ( x ) = n4 ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
robert ' s salary was decreased by n1 % and subsequently increased by n1 % . how much percentage does he lose ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
when n4 / n1 % of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_4 , const_4 ) | inverse ( n4 ) | multiply ( n4 , const_100 ) | multiply ( #0 , #2 ) | multiply ( #1 , #3 )
the minimum number of tiles of size n0 by n1 required to form a square by placing them adjacent to one another is	divide ( n1 , const_4 )
find the compound interest on $ n0 for n1 year at n2 % p . a . if ci is component yearly ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
a train speeds past a pole in n0 sec and a platform n1 m long in n2 sec , its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the smallest fraction , which each of n0 / n1 , n2 / n3 , n4 / n5 will divide exactly is ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the perimeter of a rectangle is n0 mete ( n4 ) n2 no_ascii_62 ( n4 ) ? = ( n4 ) n5 .	add ( n1 , n2 ) | multiply ( #0 , n2 ) | divide ( n0 , #1 ) | power ( #2 , n2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
what is the number of integers from n0 to n1 ( inclusive ) that are divisible by neither n2 nor by n3 ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
in the set of positive integers from n0 to n1 , what is the sum of all the odd multiples of n2 ?	multiply ( n2 , const_3 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
if the difference of two numbers is n0 and the difference of their square is n1 , then the larger number is :	divide ( n1 , n0 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | add ( n0 , #2 )
the ratio of two numbers is n0 : n1 and their sum is n2 . the greater of the two numbers is ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
when the number n0 y n1 is exactly divisible by n2 , then the smallest whole number in place of y is ?	subtract ( n0 , const_1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
when n4 / n1 % of n6 , n7 is subtracted from n4 / n5 of n6 , n7 , the difference is	add ( const_4 , const_4 ) | inverse ( n4 ) | multiply ( n4 , const_100 ) | multiply ( #0 , #2 ) | multiply ( #1 , #3 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
define r * by the equation r * = no_ascii_35 - r . then ( ( no_ascii_73 no_ascii_35 ) * ) * =	add ( const_12 , const_4 ) | add ( const_10 , const_4 ) | multiply ( #1 , const_100 ) | add ( #0 , #2 ) | divide ( #3 , const_1000 ) | divide ( #4 , const_10 ) | add ( #5 , const_3 ) | negate ( #6 ) | subtract ( #6 , #7 ) | subtract ( #6 , #8 )
a bag of potatoes weighs n0 lbs divided by half of its weight . how much does the bag of potatoes weight ?	divide ( n0 , const_1 )
reeya obtained n0 , n1 , n2 , n4 and n4 out of n5 in different subjects , what will be the average	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
find the expenditure on digging a well n0 m deep and of n1 m diameter at rs . n2 per cubic meter ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n0 ) | multiply ( n2 , #1 )
if n0 women can color n1 m long cloth in n2 days , then n3 women can color n4 m long cloth in	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if n is the greatest positive integer for which n0 ^ n is a factor of n1 ! , then n = ?	divide ( n1 , const_2 ) | subtract ( #0 , const_1 )
what is the percentage increase in the area of a rectangle , if each of its sides is increased by n0 % ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 )
a train speeds past a pole in n0 seconds and a platform n1 m long in n2 seconds . its length is ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
if x : y is n0 : n2 and y : z is n2 : n3 then x : z is equal to	divide ( n0 , n3 )
n0 x + y = n1 , and x + n2 y = n3 . find the value of n4 x + y	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( n3 , #4 ) | multiply ( n4 , #5 ) | add ( #3 , #6 )
find the compound ratio of ( n0 : n2 ) , ( n2 : n3 ) and ( n4 : n5 ) is	divide ( n0 , n3 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves remainder n4 in each care ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
the true discount on a bill of rs . n0 is rs . n1 . what is the banker ' s discount ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
if n0 machines can produce n1 units in n3 hours , how long would it take n3 machines to produce n4 units ?	divide ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
the result when a number subtracted from n0 is the same as the number added to n1 . what is the number ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
if the number n0 * n1 is completely divisible by n2 , then the smallest whole number in place of * will b	add ( const_3 , const_4 ) | add ( const_3 , const_3 ) | add ( const_4 , const_4 ) | add ( #0 , #1 ) | add ( #3 , const_1 ) | add ( #4 , #2 ) | add ( #5 , const_2 ) | add ( n2 , #6 ) | add ( #7 , const_3 ) | subtract ( #8 , #7 )
if p and q are prime numbers , how many divisors does the product p ^ n0 * q ^ n1 have ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( #0 , #1 )
in how many ways n1 boys and n1 girls can be seated in a row so that boys and girls are alternate ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
in a group of n0 people , n1 like cricket , n2 like both cricket and tennis . how many like tennis ?	subtract ( n1 , n2 ) | add ( n2 , #0 ) | add ( n2 , #1 )
in what time will a train n0 m long cross an electric pole , it its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the ratio of the volumes of two cubes is n0 : n1 . what is the ratio of their total surface areas ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | power ( #0 , #1 )
the compound interest on $ n0 at n1 % per annum is $ n2 . the period ( in years ) is ?	divide ( n0 , n2 )
johnny makes $ n0 per hour at his work . if he works n1 hours , how much money will he earn ?	multiply ( n0 , n1 )
how many positive integers w between n0 and n1 ( both inclusive ) are not divisible by n2 , n3 or n4 ?	add ( const_3 , const_4 ) | add ( n4 , const_10 ) | divide ( n1 , n2 ) | divide ( n0 , n2 ) | divide ( n1 , n3 ) | divide ( n0 , n3 ) | divide ( n1 , n4 ) | divide ( n0 , n4 ) | subtract ( n1 , n0 ) | add ( #8 , const_1 ) | add ( #0 , const_10 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | subtract ( #6 , #7 ) | add ( #11 , const_1 ) | add ( #12 , const_1 ) | add ( #13 , const_1 ) | subtract ( #9 , #14 ) | subtract ( #15 , #10 ) | subtract ( #16 , #1 ) | subtract ( #17 , #18 ) | subtract ( #20 , #19 )
find the cost of fencing around a circular field of diameter n0 m at the rate of rs . n1 a meter ?	divide ( n0 , const_2 ) | circumface ( #0 ) | multiply ( n1 , #1 )
if n is a prime number greater than n0 , what is the remainder when n ^ n1 is divided by n2 ?	add ( n0 , n1 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
a dealer purchases n0 articles for rs . n1 and sells n2 articles for rs . n3 . find the profit percentage ?	add ( const_1 , const_4 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 )
the radius of a cylindrical vessel is n0 cm and height is n1 cm . find the whole surface of the cylinder ?	surface_cylinder ( n0 , n1 )
find the compound ratio of ( n0 : n2 ) , ( n2 : n5 ) and ( n4 : n5 ) is	divide ( n0 , n3 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
a small college reduced its faculty by approximately n0 percent to n1 professors . what was the original number of faculty members ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
how long does a train n0 m long traveling at n1 kmph takes to cross a bridge of n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a card is drawn from a pack of n0 cards the probability of getting queen of club or aking of a heart ?	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
find the compound ratio of ( n0 : n2 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 )
if the ratio of two number is n0 : n1 and lcm of the number is n2 then what is the number .	multiply ( n0 , n1 ) | divide ( n2 , #0 )
if x + y = n0 , x - y = n1 , for integers of x and y , x = ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in the set of positive integers from n0 to n1 , what is the sum of all the odd multiples of n2 ?	multiply ( n2 , const_3 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
if x / y = n0 / n1 , then ( x + y ) / ( x - y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a candidate got n0 % of the votes and lost to the rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if x ^ n4 + y ^ n4 = n2 and xy = n3 , then ( x no_ascii_73 y ) ^ n4 =	power ( n3 , n0 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if y > n0 , ( n1 y ) / n2 + ( n3 y ) / n4 is what percent of y ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
cuboid volume and base area are n0 m ^ n3 and n2 m ^ n3 respectively . find the height of a cuboid ?	divide ( n0 , n2 )
if n0 spiders make n1 webs in n2 days , then how many days are needed for n4 spider to make n4 web ?	multiply ( n0 , n3 )
if x and y are integers and | x - y | = n0 , what is the minimum possible value of xy ?	add ( const_2 , const_3 ) | negate ( #0 ) | subtract ( n0 , #0 ) | multiply ( #1 , #2 )
a shopkeeper forced to sell at cost price , uses a n0 grams weight for a kilogram . what is his gain percent ?	divide ( const_100 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , n1 ) | divide ( #0 , const_1000 )
what is difference between biggest and smallest fraction among n0 / n6 , n2 / n4 , n4 / n6 and n6 / n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
if n0 pipes take an hour to fill a tank , then how long should n1 pipes take to fill the same tank ?	multiply ( n0 , const_60 ) | divide ( #0 , n1 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the inner circumference of a circular race track , n0 m wide , is n1 m . find radius of the outer circle ?	divide ( n1 , const_pi ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if a square mirror has a n0 - inch diagonal , what is the approximate perimeter e of the mirror , in inches ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | divide ( n0 , #2 ) | square_perimeter ( #3 )
if a card is drawn from a well shuffled pack of cards , the probability of drawing a spade or a king is -	divide ( const_3 , const_52 ) | divide ( const_52 , const_4 ) | divide ( #1 , const_52 ) | add ( #0 , #2 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the average ( arithmetic mean ) of the numbers n0 , n1 , n3 , n3 , n4 , and n5 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if a = n0 and a ^ n1 = n2 * n3 * n4 * b , what is the value of b ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
how many n0 digit ( digit = n1 - n2 ) zip codes can exist in which at least one digit is repeated ?	add ( n0 , const_1 ) | add ( n0 , const_2 ) | add ( n0 , const_3 ) | multiply ( n2 , const_10 ) | power ( const_10 , n0 ) | multiply ( #2 , #3 ) | multiply ( #1 , #5 ) | multiply ( #0 , #6 ) | subtract ( #4 , #7 )
when n is divided by n3 the remainder is n1 . what is the remainder when n ^ n2 is divided by n3 ?	add ( n0 , n1 ) | power ( #0 , n2 ) | reminder ( #1 , n0 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n2 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
in a class of n0 students n1 play football and play n2 long tennis , if n3 play above , many play neither ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if two - third of a bucket is filled in n0 seconds then the time taken to fill the bucket completely will be .	divide ( n0 , const_2 ) | multiply ( #0 , const_3 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
what is the speed of the stream if a canoe rows upstream at n0 km / hr and downstream at n1 km / hr	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
if x is divided by n3 , the remainder is n1 . what is the remainder if n2 x is divided by n3 ?	multiply ( n0 , n2 ) | add ( #0 , const_10 ) | add ( #1 , const_10 ) | divide ( #2 , n2 ) | divide ( #3 , const_2 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm	quadrilateral_area ( n2 , n1 , n0 )
if y > n0 , ( n1 y ) / n2 + ( n3 y ) / n4 is what percent of y ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
( x + n0 ) is a factor in x ^ n1 - mx - n2 . what is the value of m ?	divide ( n2 , n0 ) | subtract ( #0 , n0 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the amount of principal rs . n0 at compound interest at the ratio of n2 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
if n2 is the remainder when m is divided by n3 , what is the remainder when n2 m is divided by n3 ?	reminder ( n1 , n0 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
n0 x + y = n1 , and x + n4 y = n3 . find the value of n4 x + n5 y	add ( n1 , n3 ) | divide ( #0 , const_2 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if n2 spiders make n2 webs in n2 days , then how many days are needed for n4 spider to make n4 web ?	multiply ( n0 , n3 )
if the speed of a man is n0 km per hour , then what is the distance traveled by him in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if n0 is the remainder when m is divided by n3 , what is the remainder when n2 m is divided by n3 ?	reminder ( n1 , const_2.0 )
in a class of n0 students n1 play football and play n2 long tennis , if n3 play above , many play neither ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
in a n0 meters race a beats b by n1 m or n2 seconds . a ' s time over the course is :	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if there are n0 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the faces of storage box are to be painted by n0 different colors . in how many ways can be this be done ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_3 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_1 )
in a division , a student took n0 as divisor instead of n1 . his answer was n2 . the correct answer is -	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a , b , c , d , e sitting in a row what is the probability that a & b sitting adjacent .	multiply ( const_2 , const_4 ) | permutation ( const_3 , const_3 ) | permutation ( const_5 , const_5 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
if the selling price of n0 articles is same as the cost price of n1 articles . find the gain or loss percentage ?	subtract ( n0 , n1 )
what is difference between biggest and smallest fraction among n0 / n7 , n7 / n4 , n4 / n6 and n6 / n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n1 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 but not both ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
which greatest possible length can be used to measure exactly n3 meter n1 cm , n2 meter n3 cm and n4 meter n5 cm	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , #3 ) | floor ( #4 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
two numbers are respectively n0 % and n1 % more than a third number . what percentage is the first of the second ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
an woman swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
a rectangular mat has an area of n0 sq . metres and perimeter of n1 m . the length of its diagonal is :	divide ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
if there are n0 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
a train of length n0 m crosses a bridge of length n1 m in n2 seconds . what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the expression ( n2 no_ascii_62 n2 + n2 no_ascii_62 x + n4 no_ascii_62 n4 ) will be a perfect square for x equal to	multiply ( n3 , const_2 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
two numbers are respectively n0 % and n1 % more than a third number . what percentage is the first of the second ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
how many n1 - digit positive integers are there , where each digit is positive , and no n1 adjacent digits are same ?	add ( n1 , n0 ) | add ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 )
the cost price of n0 articles is the same as the selling price of n1 articles . find the loss / profit percentages .	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
on a map , n0 inch represents n1 miles . how many inches would be necessary to represent a distance of n2 miles ?	divide ( n2 , n1 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_21 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
if y is the smallest positive integer such that n0 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 and n4 for the digits ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if it takes a machine n0 no_ascii_39 n1 minute to produce one item , how many items will it produce in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | divide ( #1 , #0 )
if n0 tic equals n1 tacs and n2 tacs equal n3 tocs , what is the ratio of one tic to one toc ?	divide ( n3 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 )
if n0 % of x equals the sum of y and n1 , then what is the value of x no_ascii_77 n2 y ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
a train n0 m long is running at n1 kmph . in how much time will it pass a platform n2 m long ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
three numbers are in the ratio of n0 : n1 : n2 and their product is n3 . the largest of these numbers is	multiply ( n0 , n2 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , n1 ) | divide ( #0 , const_1000 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a ratio between two numbers is n0 : n1 and their l . c . m . is n2 . the second number is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if n0 / n1 = n2 , what is the n3 rd digit to the right of the decimal point of the fraction ?	add ( const_2 , const_3 )
what would be the perimeter of the square whose side is equal to the diameter of the circle whose perimeter is n0 cm ?	divide ( n0 , const_pi ) | square_perimeter ( #0 )
if n0 women can color n1 m long cloth in n2 days , then n3 women can color n4 m long cloth in ?	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in a certain circle there are n2 points . what is the number of the triangles connecting n1 points of the n2 points ?	divide ( const_10 , const_2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #3 , #2 ) | divide ( #1 , #4 )
find a number such that when n0 is subtracted from n1 times the number , the results is more than twice the number ?	add ( n0 , const_10 ) | subtract ( n1 , const_2 ) | divide ( #0 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water .	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
if x + n0 y = n6 and n6 x + n3 y = n4 , then n5 x + n6 y = ?	multiply ( n1 , n1 ) | multiply ( n0 , n1 ) | subtract ( #0 , n4 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | multiply ( n0 , #4 ) | subtract ( n1 , #6 ) | multiply ( n5 , #7 ) | add ( #5 , #8 )
what is the speed of the stream if a canoe rows upstream at n0 km / hr and downstream at n1 km / hr	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
the product of two numbers is n0 and their h . c . f is n1 . the number of such pairs is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
a space shuttle orbits the earth at about n0 kilometers per second . this speed is equal to how many kilometers per hour ?	multiply ( n0 , const_3600 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if n0 + n1 = n2 ; n3 + n4 = n5 ; n6 + n7 = n8 then n9 + n10 = ?	power ( n9 , const_3 ) | power ( n10 , const_2 ) | add ( #0 , #1 )
in a n0 meters race a beats b by n1 m or n2 seconds . a no_ascii_32 s time over the course is :	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
if the product of the integers from n0 to n is divisible by n1 , what is the least possible value of n ?	add ( const_3 , const_4 ) | divide ( n1 , const_3 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( #3 , const_3 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
solve the equation for x : n2 ( x + y ) + n1 = n2 ( - x + y ) - n3	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
if a = n0 and a ^ n1 = n2 no_ascii_62 n3 no_ascii_62 n4 no_ascii_62 q , what is the value of q ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
what number should replace the question mark ? n0 , n1 , n2 , n3 , n4 , n5 , - - - ?	add ( n0 , n0 ) | add ( n0 , #0 ) | add ( #1 , n0 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
if a no_ascii_77 n0 = b , then determine the value of | a - b | - | b - a | .	subtract ( const_1 , const_1 ) | add ( n0 , #0 ) | subtract ( #1 , #1 ) | add ( #2 , const_1 )
what number should replace the question mark ? n0 , n1 , n2 , n3 , n4 , n5 , - - - ?	add ( n0 , n0 ) | add ( n0 , #0 ) | add ( #1 , const_2 )
in a n0 meters race a beats b by n1 m or n2 seconds . a ' s time over the course is :	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
if log n0 = n1 , then the value of log n2 is : n3 b . n4 c . n5 d . n6	add ( const_3 , const_4 ) | multiply ( n3 , #0 )
if there are n0 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a student multiplied a number by n3 / n2 instead of n2 / n3 . what is the percentage error in the calculation ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
when n0 is divided by n1 , the quotient is n2 . what will be the quotient when n3 is divided by n4 ?	divide ( n3 , n4 )
the no n0 , when written as a fraction and reduced to lowest terms , the sum of the numeratr n denominator is :	multiply ( n0 , const_100 ) | subtract ( const_100 , const_1 ) | subtract ( #0 , const_2 ) | add ( #2 , #1 )
if n0 spiders make n1 webs in n2 days , then how many days are needed for n4 spider to make n4 web ?	multiply ( n0 , n3 )
if the speed of a man is n0 km per hour , then what is the distance traveled by him in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if n0 / n1 = n2 , what is the n3 nd digit to the right of the decimal point of the fraction ?	add ( const_2 , const_3 )
find the compound interest on rs . n0 in n1 years at n2 % per annum . the interest being compounded half yearly .	divide ( n1 , const_4 ) | multiply ( const_4 , const_4 ) | sqrt ( const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , const_1 ) | multiply ( #4 , #2 ) | power ( #5 , const_3 ) | multiply ( #6 , #7 ) | subtract ( #8 , #6 )
find the greatest n0 digit number which leaves respective remainders of n1 and n2 when divided by n3 and n4 . a . n5	multiply ( n3 , n4 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
when n is divided by n0 , the remainder is n2 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
( x + n0 ) is a factor in x ^ n1 - mx - n2 . what is the value of m ?	divide ( n2 , n0 ) | subtract ( #0 , n0 )
if n0 is the remainder when m is divided by n3 , what is the remainder when n2 m is divided by n3 ?	reminder ( n1 , n0 )
the diagonal of a rectangle is cm and its area is n0 sq . cm . the perimeter of the rectangle must be :	add ( n0 , n0 ) | add ( #0 , const_1 ) | add ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
in a certain circle there are n2 points . what is the number of the triangles connecting n1 points of the n2 points ?	divide ( const_10 , const_2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #3 , #2 ) | divide ( #1 , #4 )
in a certain circle there are n2 points . what is the number of the triangles connecting n1 points of the n2 points ?	divide ( const_10 , const_2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #3 , #2 ) | divide ( #1 , #4 )
what is the average ( arithmetic mean ) of the numbers n0 , n1 , n3 , n3 , n4 , and n5 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if the cost price of n0 articles is same as the selling price of n1 articles . find the gain or loss percentage ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
if p is a prime number greater than n0 , find the remainder when p ^ n1 + n3 is divided by n3 .	add ( const_1 , const_4 ) | multiply ( n0 , n3 ) | power ( #0 , n1 ) | add ( n2 , #2 ) | subtract ( #3 , #1 )
if n2 x + y = n1 and x + n2 y = n3 , then ( x + y ) / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
a two digit number is n0 less than the sum of the squares of its digits . how many such numbers are there ?	divide ( const_100 , const_2 ) | power ( n0 , const_3 ) | multiply ( #0 , const_10 ) | add ( #2 , #1 )
what is the measure of the radius of the circle that circumscribes a triangle whose sides measure n0 , n1 , and n2 ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
a student multiplied a number by n3 / n2 instead of n2 / n3 , what is the percentage error in the calculation ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
n1 = n1 , n3 = n3 , n4 = n10 , n6 = n7 , n8 = n9 , then n10 = ?	add ( const_2 , const_4 ) | multiply ( #0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( n5 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
if g is the smallest positive integer such that n0 multiplied by g is the square of an integer , then g must be	add ( const_2 , const_3 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 ) | multiply ( #5 , const_2 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
a ratio between two numbers is n0 : n1 and their l . c . m . is n2 . the first number is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if n4 a = n3 b and ab no_ascii_24 n2 , what is the ratio of a / n3 to b / n4 ?	multiply ( n0 , n1 ) | divide ( #0 , #0 )
what is the smallest integer x such that n1 x + n1 is divisible by n2 , n3 , n4 , and n5 ?	lcm ( n2 , n3 ) | lcm ( n4 , #0 ) | lcm ( n5 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 )
a train n0 m long is running at n1 kmph . in how much time will it pass a platform n2 m long ?	add ( n0 , n2 ) | multiply ( const_60.0 , const_0_2778 ) | divide ( #0 , #1 )
if x is a positive number and n0 / n1 the square root of x is equal to n2 x , then x =	multiply ( n1 , const_3 ) | power ( n1 , #0 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
if n0 women can color n1 m long cloth in n2 days , then n3 women can color n4 m long cloth in ?	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n1 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
if x ^ n4 + y ^ n4 = n2 and xy = n3 , then ( x no_ascii_73 y ) ^ n4 =	power ( n3 , n0 )
in a division , a student took n0 as divisor instead of n1 . his answer was n2 . the correct answer is -	multiply ( n0 , n2 ) | divide ( #0 , n1 )
each side of a rectangular field diminished by n0 % . by how much per cent is the area of the field diminished ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #1 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
when n0 is divided by n1 , the quotient is n2 . what will be the quotient when n3 is divided by n4 ?	divide ( n3 , n4 )
if n0 spiders make n1 webs in n2 days , then how many days are needed for n4 spider to make n4 web ?	multiply ( n0 , n3 )
what is difference between biggest and smallest fraction among n0 / n2 , n2 / n4 , n4 / n6 and n6 / n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
if n2 x + y = n1 and x + n2 y = n3 , then ( x + y ) / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if m = | | n no_ascii_77 n0 | no_ascii_77 n1 | , for how many values of n is m = n2 ?	add ( n1 , n2 ) | subtract ( #0 , n2 )
if two - third of a bucket is filled in n0 seconds then the time taken to fill the bucket completely will be .	divide ( n0 , const_2 ) | multiply ( #0 , const_3 )
the expression ( n2 no_ascii_62 n2 + n2 no_ascii_62 p + n4 no_ascii_62 n4 ) will be a perfect square for p equal to	multiply ( n3 , const_2 )
the price of a book is increased from $ n0 to $ n1 . what is the % of increase in its price ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
one - fourth of a number is greater than one - fifth of the number succeeding it by n0 . find the number .	divide ( const_2 , const_10 ) | divide ( n0 , const_4 ) | add ( n0 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
a two digit number is n0 less than the square of the sum of its digits . how many such numbers are there ?	divide ( const_100 , const_2 ) | power ( n0 , const_3 ) | multiply ( #0 , const_10 ) | add ( #2 , #1 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
if the speed of a man is n0 km per hour , then what is the distance traveled by him in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
what is the difference between the largest number and the least number written with the digits n0 , n1 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
if x ^ n4 + y ^ n4 = n2 and xy = n3 , then ( x no_ascii_73 y ) ^ n4 =	power ( n3 , n0 )
if n2 x + y = n1 and x + n2 y = n3 , then ( x + y ) / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
what is the measure of the radius of the circle inscribed in a triangle whose sides measure n0 , n1 and n2 units ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
if y > n0 , ( n1 y ) / n2 + ( n3 y ) / n4 is what percent of y ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
how many n1 - digit positive integers are there , where each digit is positive , and no n1 adjacent digits are same ?	add ( n1 , n0 ) | add ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 )
a ratio between two numbers is n0 : n1 and their l . c . m . is n2 . the first number is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if there are n1 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
what is the measure of the radius of the circle inscribed in a triangle whose sides measure n0 , n1 and n2 units ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
what number should replace the question mark ? n0 , n1 , n2 , n3 , n4 , n5 , - - - ?	add ( const_2.0 , n0 ) | add ( n0 , #0 ) | add ( #1 , n0 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
walking with n0 / n2 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a girl walks at a speed of n0 kmph . how much time does he take to walk a distance of n1 km ?	divide ( n1 , n0 )
find the compound interest on $ n0 in n1 years at n2 % per annum , the interest being compounded half - yearly ?	divide ( n2 , const_100 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | power ( #2 , n2 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
( x + n0 ) is a factor in x ^ n1 - mx - n2 . what is the value of m ?	divide ( n2 , n0 ) | subtract ( #0 , n0 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
what will be the difference between simple and compound interest @ n0 % per annum on the sum of rs n1 after n2 years	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
area of square with side x is equal to the area of a triangle with base x . the altitude of the triangle is	power ( const_1 , const_2 ) | multiply ( #0 , const_2 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many solutions will this equation have ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
walking with n0 / n1 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a shopkeeper forced to sell at cost price , uses a n0 grams weight for a kilogram . what is his gain percent ?	divide ( const_100 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
what is the speed of the stream if a canoe rows upstream at n0 km / hr and downstream at n1 km / hr	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
two right circular cylinders of equal volumes have their heights in the ratio n0 : n1 . find the ratio of their radii .	sqrt ( n1 )
a ratio between two numbers is n0 : n1 and their l . c . m . is n2 . the first number is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if y > n0 , ( n1 y ) / n2 + ( n3 y ) / n4 is what percent of y ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
if g and f are both odd prime numbers andg < f , then how many different positive integer factors does n0 gfhave ?	multiply ( n0 , n0 ) | multiply ( n0 , #0 )
if it takes a machine n0 no_ascii_39 n1 minute to produce one item , how many items will it produce in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | divide ( #1 , #0 )
if it takes a machine n0 no_ascii_39 n1 minute to produce one item , how many items will it produce in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | divide ( #1 , #0 )
what is the minimum value of | x - n0 | + | x + n1 | + | x - n2 | ?	add ( n1 , n2 )
for any even integer p , n0 multiplied by p is square of an integer . what is the least value of p ?	divide ( n0 , const_100 )
in a certain circle there are n2 points . what is the number of the triangles connecting n1 points of the n2 points ?	divide ( const_10 , const_2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #3 , #2 ) | divide ( #1 , #4 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what number should replace the question mark ? n0 , n1 , n2 , n3 , n4 , n5 , - - - ?	add ( const_2.0 , n0 ) | add ( n0 , #0 ) | add ( #1 , n0 )
a train of length n0 m crosses a bridge of length n1 m in n2 seconds . what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
how many n0 - digit positive integers are there , where each digit is positive , and no n1 adjacent digits are same ?	add ( const_3 , const_4 ) | add ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 )
in a class of n0 students n1 play football and play n2 long tennis , if n3 play above , many play neither ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then what is the percent profit ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a box is in the shape of a semicircle with a radius of n0 . what is the approximate perimeter of the semicircle ?	multiply ( n0 , const_pi ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
if the cost price of n0 articles is same as the selling price of n1 articles . find the gain or loss percentage ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the perimeter of a rhombus is n0 units . one of its diagonal is n1 units . what is its second diagonals length ?	divide ( n0 , const_4 ) | divide ( n1 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | sqrt ( #4 ) | multiply ( #5 , const_2 )
if n0 women can color n1 m long cloth in n2 days , then n3 women can color n4 m long cloth in ?	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
when n0 is divided by n1 , the quotient is n2 . what will be the quotient when n3 is divided by n4 ?	divide ( n3 , n4 )
how many seconds will a train n0 meters long running at the rate of n1 kmph take to pass a certain telegraph post ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if x and y are both odd prime numbers andx < y , then how many different positive integer factors does n0 xyhave ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if it takes a machine n2 no_ascii_39 n1 minute to produce one item , how many items will it produce in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | divide ( #1 , #0 )
if a square mirror has a n0 - inch diagonal , what is the approximate perimeter r of the mirror , in inches ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | divide ( n0 , #2 ) | square_perimeter ( #3 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a train of length n0 m crosses a bridge of length n1 m in n2 seconds . what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
the present worth of rs . n0 due in two equal half - yearly instalments at n1 % per annum simple interest is :	add ( n1 , const_100 ) | divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | add ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #4 ) | divide ( #3 , const_100 ) | divide ( #1 , #6 ) | add ( #5 , #7 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if n0 / n1 = n2 , what is the n3 th digit to the right of the decimal point of the fraction ?	add ( const_2 , const_3 )
if the average ( arithmetic mean ) of n0 consecutive integers is n1 , then the product of the greatest and least integer is	multiply ( n0 , n1 ) | multiply ( n0 , const_3 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , n0 ) | add ( #4 , #2 ) | multiply ( #5 , #4 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train of length n0 m crosses a bridge of length n1 m in n2 seconds . what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_21 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
find the value for m ? n2 ( m + n ) + n1 = n2 ( - m + n ) - n3	add ( n1 , n3 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
n0 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is the minimum value of | x - n0 | + | x + n1 | + | x - n2 | ?	add ( n1 , n2 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm	quadrilateral_area ( n2 , n1 , n0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
what is the minimum value of | x - n0 | + | x + n1 | + | x - n2 | ?	add ( n1 , n2 )
in a division , a student took n0 as divisor instead of n1 . his answer was n2 . the correct answer is -	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if a square mirror has a n0 - inch diagonal , what is the approximate perimeter w of the mirror , in inches ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | divide ( n0 , #2 ) | square_perimeter ( #3 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a shopkeeper forced to sell at cost price , uses a n0 grams weight for a kilogram . what is his gain percent ?	divide ( const_100 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
if a square mirror has a n0 - inch diagonal , what is the approximate perimeter q of the mirror , in inches ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | divide ( n0 , #2 ) | square_perimeter ( #3 )
if x + y = n0 and y no_ascii_73 n1 x = n2 , then what is the value of y - x ?	add ( const_1 , const_3 ) | multiply ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 ) | subtract ( #3 , #4 )
a card is drawn from a pack of n0 cards . the probability of getting a queen club or a king of heart ?	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
radius of a circle is n0 cm , if we draw a rectangle of maximum size , what is the area of rectangle ?	multiply ( n0 , const_2 ) | multiply ( #0 , #0 ) | divide ( #1 , const_2 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , const_2 ) | divide ( #0 , const_1000 )
a person ' s salary is getting reduced by n0 % . what percentage should be added to get back his original salary ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( const_1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
n4 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many solutions will this equation have ?	add ( n0 , const_4.0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 but not both ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the greater of two numbers is twice the less , and the sum of the numbers is n0 . what are the numbers ?	add ( const_1 , const_2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
if the integer n has exactly n0 positive divisors , including n1 and n , how many positive divisors does no_ascii_67 n have ?	add ( n1 , n1 ) | subtract ( n0 , #0 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
a number when divided by n0 leaves n1 as remainder when the same number is divided by n2 then the remainder will be ?	add ( n0 , n1 ) | reminder ( #0 , n2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if a card is drawn from a well shuffled pack of cards , the probability of drawing a spade or a king is ?	divide ( const_3 , const_52 ) | divide ( const_52 , const_4 ) | divide ( #1 , const_52 ) | add ( #0 , #2 )
if n0 men can colour n1 m long cloth in n2 days , then n3 men can colour n4 m long cloth in ?	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
if n0 spiders make n2 webs in n2 days , then how many days are needed for n4 spider to make n4 web ?	multiply ( n0 , n3 )
the present worth of rs . n0 due in two equal half - yearly installments at n1 % per annum simple interest is :	add ( n1 , const_100 ) | divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | add ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #4 ) | divide ( #3 , const_100 ) | divide ( #1 , #6 ) | add ( #5 , #7 )
jim drove n0 miles of a n1 miles journey . how many more miles does he need to drive to finish his journey ?	subtract ( n1 , n0 )
if the cost price of n0 articles is same as the selling price of n1 articles . find the gain or loss percentage ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm	quadrilateral_area ( n2 , n1 , n0 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
which greatest possible length can be used to measure exactly n0 meter n1 cm , n2 meter n3 cm and n4 meter n5 cm	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , #3 ) | floor ( #4 )
the present population of a town is n0 . the population increases annually at n1 % . find the population after n2 years .	add ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | divide ( #5 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in a certain circle there are n2 points . what is the number of the triangles connecting n1 points of the n2 points ?	divide ( const_10 , const_2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #3 , #2 ) | divide ( #1 , #4 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
an woman swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
in a n0 meters race a beats b by n1 m or n2 seconds . a ' s time over the course is :	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
if the speed of a man is n0 km per hour , then what is the distance traveled by him in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if a is the smallest positive integer such that n0 multiplied by a is the square of an integer , then ya must be	add ( const_3 , const_4 ) | power ( const_2 , const_2 ) | power ( #0 , const_2 ) | multiply ( #2 , #1 ) | divide ( n0 , #3 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
if p is a prime number greater than n0 , find the remainder when p ^ n1 + n2 is divided by n3 .	add ( const_1 , const_4 ) | multiply ( n0 , n3 ) | power ( #0 , n1 ) | add ( n2 , #2 ) | subtract ( #3 , #1 )
what is the average of n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , and n8 ?	add ( n0 , n1 ) | add ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n0 , #5 ) | divide ( #6 , #1 )
two numbers are in respectively n0 % and n1 % more than a third number . the ratio of the two numbers is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
by how much does the larger root of the equation n1 z ^ n1 + n2 z = n3 exceed the smaller root ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , const_4 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( n2 , #5 ) | subtract ( n2 , #5 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | subtract ( #8 , #9 )
the radii of two cones are in ratio n0 : n1 , their volumes are equal . find the ratio of their heights .	power ( n0 , n0 ) | divide ( n1 , #0 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long is running at n1 kmph . in how much time will it pass a platform n2 m long ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
what is the difference between the largest number and the least number written with the digits n0 , n1 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
the price of a book is increased from $ n0 to $ n1 . what is the % of increase in its price ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a shopkeeper forced to sell at cost price , uses a n0 grams weight for a kilogram . what is his gain percent ?	divide ( const_100 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
in what time will a car n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if n divided by n3 has a remainder of n2 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if y is the smallest positive integer such that n0 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
an woman swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
if a / x = n2 / n1 and a / y = n2 / n3 , then ( x + y ) =	add ( n1 , n3 )
if n3 tic equals n1 tacs and n2 tacs equal n3 tocs , what is the ratio of one tic to one toc ?	divide ( n3 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if y is the smallest positive integer such that n0 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm	quadrilateral_area ( n2 , n1 , n0 )
the sum of two numbers is n0 . sum of their quotient and reciprocal is n1 , find the product of the numbers .	add ( n1 , const_2 ) | multiply ( n0 , n0 ) | divide ( #1 , #0 )
the ratio of two numbers is n0 : n1 and the sum of their cubes is n2 . the difference of number is ?	multiply ( n1 , n1 ) | power ( n1 , n1 ) | power ( n0 , const_3 ) | add ( #1 , #2 ) | divide ( n2 , #3 ) | divide ( #4 , #0 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the inner circumference of a circular race track , n0 m wide , is n1 m . find radius of the outer circle ?	divide ( n1 , const_pi ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm	quadrilateral_area ( n2 , n1 , n0 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
which digits should come in place of @ and # if the number n0 @ # is divisible by both n1 and n2 ?	lcm ( n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_10 ) | divide ( #2 , const_2 )
if the selling price of n0 articles is same as the cost price of n1 articles . find the gain or loss percentage ?	subtract ( n0 , n1 )
what is the speed of the stream if a canoe rows upstream at n0 km / hr and downstream at n1 km / hr	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
if p is a prime number greater than n0 , find the remainder when p ^ n1 + n2 is divided by n3 .	add ( const_1 , const_4 ) | multiply ( n0 , n3 ) | power ( #0 , n1 ) | add ( n2 , #2 ) | subtract ( #3 , #1 )
a space shuttle orbits the earth at about n0 kilometers per second . this speed is equal to how many kilometers per hour ?	multiply ( n0 , const_3600 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
the price of a book is increased from $ n0 to $ n1 . what is the % of increase in its price ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the inner circumference of a circular race track , n0 m wide is n1 m . find the radius of the outer circle .	divide ( n1 , const_pi ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_21 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what is difference between biggest and smallest fraction among n0 / n2 , n2 / n4 , n4 / n6 and n6 / n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
by how much does the larger root of the equation n1 c ^ n1 + n2 c = n3 exceed the smaller root ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , const_4 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( n2 , #5 ) | subtract ( n2 , #5 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | subtract ( #8 , #9 )
n0 men can complete a piece of work in n1 days . in how many days will n2 men complete the same work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the measure of the radius of the circle inscribed in a triangle whose sides measure n0 , n1 and n2 units ?	triangle_area_three_edges ( n0 , n1 , n2 ) | triangle_perimeter ( n0 , n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , #2 )
a $ n0 lawn chair was sold for $ n1 at a special sale . by approximately what percent was the price decreased ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
one side of a rectangular field is n0 m and one of its diagonal is n1 m . find the area of field ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
if a = n0 and a ^ n1 = n2 * n3 * n4 * b , what is the value of b ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
n0 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
if there are n0 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n1 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then what is the percent profit ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a certain number when divided by n0 leaves the remainder n1 . find the remainder when the same number is divided by n2 .	reminder ( n1 , n2 )
lola has $ n0 in her checking account . she spent $ n1 . what percentage does she have left in her account ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 and n4 for the digits ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
the cost of an article is decreased by n0 % . if the original cost is $ n1 , find the decrease cost .	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
walking with n0 / n2 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | multiply ( n0 , #2 )
nr books bought nr of people n0 n1 n2 n3 n4 n5 n6 n7 what is the median of books bought per person ?	multiply ( n4 , const_1 )
a n0 m long train is running at n1 km / hr . in how much time will it cross an electric pole ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | divide ( n0 , #1 )
when n0 is divided by n1 , the quotient is n2 . what will be the quotient when n3 is divided by n4 ?	divide ( n3 , n4 )
by how much does the larger root of the equation n1 q ^ n1 + n2 q = n3 exceed the smaller root ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , const_4 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( n2 , #5 ) | subtract ( n2 , #5 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | subtract ( #8 , #9 )
walking at n0 / n1 of his usual place , a man reaches his office n2 minute late . find his usual time ?	multiply ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_60 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , n1 ) | divide ( #0 , const_1000 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 years is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
walking with n0 / n1 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then what is the percent profit ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
find the compound interest on $ n0 in n1 years at n2 % per annum , the interest being compounded half - yearly ?	divide ( n2 , const_100 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | power ( #2 , n2 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
when the no . n0 y n1 is exactly divisible by n2 , then the smallest whole no . in place of y ?	multiply ( const_2 , const_4 ) | multiply ( const_2 , const_3 ) | add ( n0 , #0 ) | add ( #1 , const_3 ) | add ( #2 , #0 ) | subtract ( #4 , #3 ) | subtract ( #5 , n2 )
in a class of n0 students n1 play football and play n2 long tennis , if n3 play above , many play neither ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
if the diagonal of a rectangle is n0 cm long and its perimeter is n1 cm , find the area of the rectangle .	divide ( n1 , const_2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
if the length and breadth of a room are increased by y feet each , the perimeter increases by n0 feet . find y	divide ( n0 , const_4 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
if the cost price of n0 articles is same as the selling price of n1 articles . find the gain or loss percentage ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
what is the compound interest on rs . n0 at n1 % p . a . compounded half - yearly for n2 years .	multiply ( const_100 , const_3 ) | multiply ( const_3 , n1 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
n0 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
the sum of two numbers is n0 and the sum of their squares is n1 . find the product of the two numbers .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 and n4 for the digits ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
if the product of the integers from n0 to n is divisible by n1 , what is the least possible value of n ?	add ( const_3 , const_4 ) | divide ( n1 , const_3 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( #3 , const_3 )
what is difference between biggest and smallest fraction among n0 / n2 , n2 / n7 , n7 / n6 and n6 / n7	divide ( n3 , n5 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
find the value for m ? n3 ( m + n ) + n3 = n3 ( - m + n ) + n3	multiply ( const_10 , const_2 ) | subtract ( n0 , #0 )
n2 cats can catch n2 mice in n2 minutes . how many cats does it take to catch n4 mice in n4 minutes ?	multiply ( n0 , const_4 ) | divide ( n3 , #0 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if the speed of a man is n0 km per hour , then what is the distance traveled by him in n1 seconds ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
if there are n0 peanuts in a box and mary puts n1 more peanuts inside , how many peanuts are in the box ?	add ( n0 , n1 )
what is the smallest no . which must be added to n0 so as to obtain a sum which is divisible by n1 ?	multiply ( n0 , n1 ) | divide ( #0 , n0 )
if k is an integer and n0 < k ^ n1 < n2 , then k can have at most how many values ?	sqrt ( n2 ) | sqrt ( n0 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_2 )
if p is a prime number greater than n0 , find the remainder when p ^ n1 + n2 is divided by n3 .	add ( const_1 , const_4 ) | multiply ( n0 , n3 ) | power ( #0 , n1 ) | add ( n2 , #2 ) | subtract ( #3 , #1 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if a = n0 and a ^ n1 = n2 no_ascii_62 n3 no_ascii_62 n4 no_ascii_62 b , what is the value of b ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
a space shuttle orbits the earth at about n0 kilometers per second . this speed is equal to how many kilometers per hour ?	multiply ( n0 , const_3600 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
find the compound interest on $ n0 in n1 years at n2 % per annum , the interest being compounded half - yearly ?	divide ( n2 , const_100 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | power ( #2 , n2 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
n0 % of a n1 litre solution and n2 % of n3 litre solution are mixed . what percentage of the mixture of solution	add ( n1 , n3 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
if you roll one fair n0 - sided die , what is the probability that the number is even or less than n1 ?	divide ( const_3 , n0 ) | divide ( const_1 , n0 ) | add ( #0 , #1 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n1 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
if three painters can complete three rooms in two hours , how many hours n0 painters would it take to do n1 rooms ?	multiply ( n1 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | divide ( #2 , #1 )
which greatest possible length can be used to measure exactly n0 meter n1 cm , n2 meter n3 cm and n4 meter n5 cm	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , #3 ) | floor ( #4 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
two numbers are in respectively n0 % and n1 % more than a third number . the ratio of the two numbers is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
ashis ' s height is n0 % more than babji , by how much percent babji ' s height is less than ashis .	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a train n0 m long is running at n1 kmph . in how much time will it pass a platform n2 m long ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
what number should replace the question mark ? n0 , n1 , n2 , n3 , n4 , n5 , - - - ?	add ( n0 , n0 ) | add ( n0 , #0 ) | add ( #1 , n0 )
if a is the smallest positive integer such that n0 multiplied by a is the square of an integer , then a must be	add ( const_1 , const_4 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 ) | multiply ( #5 , const_2 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_21 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
find the value of ( no_ascii_67 n0 ) / ( no_ascii_67 n1 ) + ( no_ascii_67 n2 ) / ( no_ascii_67 n3 ) is	sqrt ( n0 ) | sqrt ( n1 ) | sqrt ( n2 ) | sqrt ( n3 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | add ( #4 , #5 )
n2 x + y = n1 , and x + n2 y = n3 . find the value of n5 x + n5 y	add ( n1 , n3 ) | divide ( #0 , n5 )
the product of two numbers is n0 . the sum of their squares is n1 . the sum of the two numbers is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
if x and y are integers and | x - y | = n0 , what is the minimum possible value of xy ?	add ( const_2 , const_3 ) | negate ( #0 ) | subtract ( n0 , #0 ) | multiply ( #1 , #2 )
the area of sector of a circle whose radius is n0 metro and whose angle at the center is n1 no_ascii_21 no_ascii_75 is ?	add ( const_3 , const_4 ) | divide ( const_3600 , const_10 ) | multiply ( const_10 , const_2 ) | power ( n0 , const_2 ) | add ( #2 , const_2 ) | divide ( n1 , #1 ) | divide ( #4 , #0 ) | multiply ( #6 , #3 ) | multiply ( #5 , #7 )
jim drove n0 miles of a n1 miles journey . how many more miles does he need to drive to finish his journey ?	subtract ( n1 , n0 )
a shopkeeper cheats to the extent of n0 % while buying and selling , by using false weights . his total gain is .	multiply ( n0 , const_2 ) | add ( #0 , const_1 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes	divide ( n3 , n0 ) | divide ( n3 , #0 )
by how much does the larger root of the equation n1 b ^ n1 + n2 b = n3 exceed the smaller root ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , const_4 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( n2 , #5 ) | subtract ( n2 , #5 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | subtract ( #8 , #9 )
if two - third of a bucket is filled in n0 minutes then the time taken to fill the bucket completely will be .	divide ( n0 , const_2 ) | multiply ( #0 , const_3 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
a space shuttle orbits the earth at about n0 kilometers per second . this speed is equal to how many kilometers per hour ?	multiply ( n0 , const_3600 )
n0 = n1 , n2 = n10 , n4 = n5 , n6 = n7 , n8 = n9 , then n10 = ?	add ( const_2 , const_4 ) | multiply ( #0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( n5 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 )
a space shuttle orbits the earth at about n0 kilometers per second . this speed is equal to how many kilometers per hour ?	multiply ( n0 , const_3600 )
how many positive integers less than n0 are there such that they are multiples of n1 or multiples of n2 but not both ?	add ( n1 , const_4 ) | factorial ( n1 ) | subtract ( const_4 , const_1 ) | factorial ( #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #5 , #6 )
what is the average ( arithmetic mean ) of the numbers n0 , n1 , n3 , n3 , n4 , and n5 ?	add ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
when n0 is divided by integer u , the remainder is n1 . for how many values of u is this be true ?	subtract ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
walking with n2 / n1 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , const_4.0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if a = n0 and a ^ n1 = n2 * n3 * n4 * b , what is the value of b ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
howmany n0 digit numbers are there tens digit place is more than hundreds digit place and units place less than hundreds digit place ?	multiply ( n0 , const_10 ) | multiply ( #0 , const_4 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
( x + n0 ) is a factor in x ^ n1 - mx - n2 . what is the value of m ?	divide ( n2 , n0 ) | subtract ( #0 , n0 )
if n4 a = n3 b and ab no_ascii_24 n2 , what is the ratio of a / n3 to b / n4 ?	multiply ( n0 , n1 ) | divide ( #0 , #0 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if n0 bindres bind n1 books in n2 days , how many binders will be required to bind n3 books in n4 days ?	multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
find the compound interest on $ n0 in n1 years at n2 % per annum , the interest being compounded half - yearly ?	divide ( n2 , const_100 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | power ( #2 , n2 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
a number when divided by n0 gives a remainder n1 . if the same number is divided by n2 , the remainder will be	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
if a = n0 and a ^ n1 = n2 no_ascii_62 n3 no_ascii_62 n4 no_ascii_62 w , what is the value of w ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
if it takes a machine n0 no_ascii_39 n1 minute to produce one item , how many items will it produce in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | divide ( #1 , #0 )
what is the speed of the stream if a canoe rows upstream at n0 km / hr and downstream at n1 km / hr	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
from a pack of n0 cards , n1 card is drawn at random . what is the probability that a king is drawn ?	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
what is the minimum value of | x - n0 | + | x + n1 | + | x - n2 | ?	add ( n1 , n2 )
if n0 tic equals n1 tacs and n2 tacs equal n3 tocs , what is the ratio of one tic to one toc ?	divide ( n3 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 )
jim drove n0 miles of a n1 miles journey . how many more miles does he need to drive to finish his journey ?	subtract ( n1 , n0 )
if the product of the integers from n0 to n is divisible by n1 , what is the least possible value of n ?	add ( const_3 , const_4 ) | divide ( n1 , const_3 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( #3 , const_3 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , n1 ) | divide ( #0 , const_1000 )
if y is the smallest positive integer such that n0 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
a car gets n0 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel n1 kilometers ?	divide ( n1 , n0 )
from a pack of n0 cards , n1 card is drawn at random . what is the probability that a heart is drawn ?	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many solutions will this equation have ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if the selling price of n0 articles is same as the cost price of n1 articles . find the gain or loss percentage ?	subtract ( n0 , n1 )
which digits should come in place of * and $ if the number n0 * $ is divisible by both n1 and n2 ?	lcm ( n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_10 ) | divide ( #2 , const_2 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if x = n0 and y = no_ascii_73 n2 , what is the value of ( x no_ascii_73 n2 y ) ^ y ?	divide ( n1 , n1 ) | divide ( #0 , const_1000 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
how many revolutions will a circular wheel make to travel a distance of n0 km , given that the radius is n1 m ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | multiply ( const_1000 , const_3 ) | add ( #1 , const_2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_2 ) | multiply ( n1 , #5 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , #2 ) | subtract ( #8 , const_1000 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if n0 tic equals n1 tacs and n2 tacs equal n3 tocs , what is the ratio of one tic to one toc ?	divide ( n3 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 )
jim drove n0 miles of a n1 miles journey . how many more miles does he need to drive to finish his journey ?	subtract ( n1 , n0 )
by how much does the larger root of the equation n1 a ^ n1 + n2 a = n3 exceed the smaller root ?	multiply ( n0 , n3 ) | multiply ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( n2 , #5 ) | subtract ( n2 , #5 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | subtract ( #8 , #9 )
there are two cubes with ratio between volume is n0 : n1 . then what is the value of length of each cube ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | power ( n1 , #0 ) | divide ( #1 , #2 )
if a = n0 and a ^ n1 = n2 no_ascii_62 n3 no_ascii_62 n4 no_ascii_62 e , what is the value of e ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
if n2 x + y = n1 and x + n2 y = n3 , then ( x + y ) / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
the tax on a commodity is diminished by n1 % and its consumption increases by n1 % . find the effects on revenue ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
what is the difference between the largest number and the least number written with the digits n0 , n1 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
what is the difference between the largest number and the least number written with the digits n0 , n1 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if n divided by n3 has a remainder of n1 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
if m = | | n no_ascii_77 n0 | no_ascii_77 n1 | , for how many values of n is m = n2 ?	add ( n1 , n2 ) | subtract ( #0 , n2 )
a train n0 m long is running at n1 kmph . in how much time will it pass a platform n2 m long ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if a = n0 and a ^ n1 = n2 * n3 * n4 * b , what is the value of b ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
find the area of the quadrilateral of one of its diagonals is n0 cm and its off sets n1 cm and n2 cm ?	add ( n1 , n2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 )
if n9 + n1 = n2 ; n9 + n4 = n5 ; n9 + n7 = n8 then n9 + n10 = ?	power ( n9 , n3 ) | power ( n10 , n0 ) | add ( #0 , #1 )
which greatest possible length can be used to measure exactly n0 meter n3 cm , n4 meter n3 cm and n4 meter n5 cm	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #2 , #3 ) | floor ( #4 )
the cost price of a radio is rs . n0 and it was sold for rs . n1 , find the loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train of length n0 m crosses a bridge of length n1 m in n2 seconds . what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
a sum of money at simple interest amounts to n0 in n1 years and to n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if n2 x + y = n1 and x + n2 y = n3 , then ( x + y ) / n4 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
the tax on a commodity is diminished by n0 % and its consumption increased by n1 % . the effect on revenue is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
n0 * n1 * n2 is the volume of some material . how many cubes of edge n3 can be insert into it ?	volume_cube ( n3 ) | volume_rectangular_prism ( n0 , n1 , n2 ) | divide ( #1 , #0 )
in a n0 meter race a beats b by n1 meters in n2 seconds . a ' s time over the cause is ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then what is the percent profit ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if a = n0 and a ^ n1 = n2 no_ascii_62 n3 no_ascii_62 n4 no_ascii_62 d , what is the value of d ?	multiply ( n2 , n3 ) | power ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , #2 )
if ( n0 ) ( n1 ) = ( n2 ) ( n3 ^ x ) , what is the value of x ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
what is the difference between the largest number and the least number written with the digits n0 , n1 , n2 , n3 ?	multiply ( n0 , const_100 ) | multiply ( const_4.0 , const_100 ) | multiply ( n1 , const_10 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_10 ) | add ( #3 , const_1000 ) | multiply ( #0 , const_10 ) | add ( #6 , #1 ) | add ( #5 , #4 ) | add ( #7 , #2 ) | add ( n0 , #8 ) | add ( n2 , #9 ) | subtract ( #11 , #10 )
if n0 / n1 = n2 , what is the n3 nd digit to the right of the decimal point of the fraction ?	add ( const_2 , const_3 )
if the lcm of a and b is n0 and their hcf is n1 , what is the product of a & b ?	multiply ( n0 , n1 )
in a n0 meters race a beats b by n1 m or n2 seconds . a ' s time over the course is :	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n2 )
walking with n2 / n1 of my usual speed , i miss the bus by n2 minutes . what is my usual time ?	divide ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a number is doubled and n0 is added . if the resultant is trebled , it becomes n1 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
the inner circumference of a circular race track , n0 m wide , is n1 m . find radius of the outer circle .	divide ( n1 , const_pi ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
to produce an annual income of rs . n0 from a n1 % stock at n2 , the amount of stock needed is :	subtract ( const_100 , n2 )
what annual payment will discharge a debt of rs . n0 due in n1 years at the rate of n2 % compound interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | divide ( #3 , n1 )
if the sum of two numbers is n0 and the sum of their squares is n1 , then the product of the numbers is	power ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many solutions zwill this equation have ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
when n0 is divided by n1 , the quotient is n2 . what will be the quotient when n3 is divided by n4 ?	divide ( n3 , n4 )
the amount of principal rs . n0 at compound interest at the ratio of n1 % p . a . for n2 year is	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time ; what is the speed of the current ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what is the average of n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , and n8 ?	add ( n6 , n1 ) | add ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n6 , #5 ) | divide ( #6 , #1 )
what annual payment will discharge a debt of rs . n0 due in n1 years at the rate of n2 % compound interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | divide ( #3 , n1 )
in a division , a student took n0 as divisor instead of n1 . his answer was n2 . the correct answer is -	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a n0 meter long train crosses a man standing on the platform in n1 sec . what is the speed of the train ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
the price of a book is increased from $ n0 to $ n1 . what is the % of increase in its price ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 binders can bind n1 books in n2 days . how many binders will be required to bind n3 books in n4 days ?	divide ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( n1 , #1 ) | divide ( #0 , #2 )
what is the compound interest on rs . n0 at n1 % p . a . compounded half - yearly for n2 year .	multiply ( const_100 , const_3 ) | multiply ( const_3 , n1 ) | divide ( n1 , #1 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , const_100 )
a train n0 m long running at n1 kmph crosses a platform in n2 sec . what is the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the total of n0 of n4 paise and n2 paise make a sum of rs . n3 . the no of n4 paise coins is	multiply ( n0 , n2 ) | multiply ( n3 , const_100 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
if k is an integer and n0 x n2 ^ k is greater than n2 , what is the least possible value of k ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
a fair price shopkeeper takes n0 % profit on his goods . he lost n1 % goods during theft . his loss percent is :	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
if n0 < x < n1 and y = x + n2 , what is the greatest possible integer value of x + y ?	add ( n2 , const_10 ) | add ( #0 , const_10 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
the compound interest on $ n0 , n1 at n2 % per annum is $ n3 . the period ( in years ) is :	divide ( n0 , n2 )
the ratio of pens to pencils is n0 to n1 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
if r is the least positive integer that is divisible by every integer from n0 to n1 inclusive , then r / n2 is =	reminder ( n2 , const_10 )
a man walking at the rate of n0 km per hour crosses a square field diagonally in n1 seconds the area of the field is	multiply ( n0 , const_1000 ) | multiply ( const_10 , const_360 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | power ( #3 , const_2 ) | divide ( #4 , const_2 )
the sum of ages of n0 children born n1 years different each is n2 years . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if x is n0 percent more than y and y is n1 percent less than z , then x is what percent of z ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
a man rows his boat n0 km downstream and n1 km upstream taking n2 hrs each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
you buy a piece of land with an area of no_ascii_21 no_ascii_69 no_ascii_3 n0 , how long is one side of the land plot ?	sqrt ( n0 )
when n is divided by n0 , the remainder is n3 . what is the remainder when n + n2 is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
kul is n0 years old and saras is n1 years . find the ratio of saras ' s age to kul ' s age .	divide ( n1 , n0 )
the diagonal of a rectangle is n0 cm and its area is n1 sq . cm . the perimeter of the rectangle must be :	multiply ( n1 , const_2 ) | add ( n0 , #0 ) | sqrt ( #1 ) | multiply ( #2 , const_2 )
dan ' s age after n0 years will be n1 times his age n2 years ago . what is the present age of dan ?	multiply ( n1 , n2 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
three numbers are in the ratio n0 : n1 : n2 and their h . c . f is n3 . the numbers are :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is ?	subtract ( n0 , n1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
if n0 % of z is n1 % of y and y is n2 % of x , what percent of x is z ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
triangle atriangle b are similar triangles with areas n0 units square and n1 units square respectively . the ratio of there corresponding height would be	divide ( n0 , n1 ) | sqrt ( #0 )
find a number such that when n0 is subtracted from n1 times the number , the result is n2 more than twice the number .	add ( n0 , n2 ) | subtract ( n1 , const_2 ) | divide ( #0 , #1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the ratio of pens to pencils is n0 to n1 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
if n0 - [ n1 - { n2 - ( n3 - * ) } ] = n4 , then * is equal to :	subtract ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | subtract ( n4 , #2 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if ( n5 / n1 ) ^ n7 ( n5 / n4 ) ^ k = n5 / n6 ^ n7 , then k =	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if n0 % of z is n1 % of y and y is n2 % of x , what percent of x is z ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
a worker makes a toy in every n0 h . if he works for n1 h , then how many toys will he make ?	divide ( n1 , n0 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if n2 horses eat n2 bags of gram in n2 days , in how many days will one horse eat one bag of grain ?	inverse ( n0 ) | inverse ( #0 )
if x is n0 percent more than y and y is n1 percent less than z , then x is what percent of z ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n is a positive integer and n ^ n0 is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
if n0 m of a uniform steel rod weighs n1 kg . what will be the weight of n2 m of the same rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
how many unique positive odd integers less than n0 are equal to the product of a positive multiple of n1 and an odd number ?	divide ( n0 , n1 ) | divide ( #0 , const_2 )
a box contain the number of balls which is as much greater than n0 is less than n1 . the number of balls is ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the sum of ages of n0 children born n1 year different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
one fourth of one third of two fifth of a number is n0 . what will be the n1 % of that number is ?	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( n0 , #5 ) | multiply ( n1 , #6 ) | divide ( #7 , const_100 )
n0 seventh of a number is n1 more than n2 % of that number . what will be the n3 % of that number ?	add ( const_3 , const_4 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , #0 ) | subtract ( #3 , #2 ) | divide ( n1 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_2 )
hcf and lcm two numbers are n0 and n1 respectively . if one of the numbers is n2 , then the other number is ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n0 ^ x * n2 ^ y = n2 , n3 , n4 and x no_ascii_77 y = n5 , then x = ?	multiply ( n3 , const_1 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
if ( n5 / n1 ) ^ n7 ( n5 / n4 ) ^ k = n5 / n6 ^ n7 , then k =	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
you buy a piece of land with an area of no_ascii_21 no_ascii_69 no_ascii_3 n0 , how long is one side of the land plot ?	sqrt ( n0 )
a man walking at a rate of n1 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer that must divide n is	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
the sum of the first n3 positive even integers is n1 , n2 . what is the sum of the first n3 odd integers ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
in what time will a train n0 meters long completely pass an electric pole , if it travels at a speed of n1 kmph .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n2 workers can build n2 cars in n2 days , then how many days would it take n4 workers to build n4 cars ?	divide ( n3 , n3 ) | multiply ( n0 , n0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 )
there are n0 red shoes & n1 green shoes . if two of red shoes are drawn what is the probability of getting red shoes	add ( n0 , n1 ) | choose ( n0 , const_2 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
what is the difference between the ci on rs . n0 for n1 years at n2 % per annum ci yearly and half yearly ?	divide ( n2 , const_2 ) | multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( n1 , #2 ) | power ( #4 , const_2 ) | multiply ( n0 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
if n is the smallest integer such that n0 times n is the square of an integer , what is the value of n ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n + n2 is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
when n0 + n3 = n2 , n3 + n6 = n5 , n6 + n9 = n8 , then n9 + n10 = ?	multiply ( n7 , n10 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
for what value of x , is | x no_ascii_77 n0 | + | x + n1 | + | x | = n2 ?	negate ( n0 )
if x and y are integers such that x ^ n0 = n1 y and xy = n2 , then x no_ascii_77 y = ?	multiply ( n1 , n2 ) | power ( #0 , const_0_33 ) | divide ( n2 , #1 ) | subtract ( #1 , #2 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
what is the smallest positive integer nn such that n2 , n3 no_ascii_64 n no_ascii_67 n2 , n3 no_ascii_64 n is a perfect cube ?	add ( const_3 , const_4 )
one side of a rectangular field is n0 m and one of its diagonal is n1 m . find the area of the field .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
calculate the l . c . m of n0 / n7 , n5 / n3 , n7 / n5 , n6 / n7 is :	multiply ( n0 , n2 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 )
one train is travelling n0 kmph and other is at n1 meters a second . ratio of the speed of the two trains is ?	multiply ( n0 , const_0_2778 ) | divide ( #0 , n1 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
dames school has n0 boys and n1 girls . what is the percentage increase from boys to total attendance and girls to total attendance ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
what will be the difference between simple and compound interest @ n0 % per annum on a sum of $ n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
the hour hand of a watch rotates n0 degrees every hour . how many complete rotations does the hour hand make in n1 days ?	multiply ( n1 , const_2 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length of the wire in metres will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
you buy a piece of land with an area of no_ascii_21 no_ascii_69 no_ascii_3 n0 , how long is one side of the land plot ?	sqrt ( n0 )
if n0 m of a uniform steel rod weighs n1 kg . what will be the weight of n2 m of the same rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder when the same number is divided by n2 ?	reminder ( n1 , n2 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
how long does a train n0 m long running at a speed of n1 kmph take to cross a bridge n2 m in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
lola rolls a die n2 times . what is the probability that she gets a n1 on the last one of the n2 rolls ?	add ( n1 , const_1 ) | divide ( const_1 , const_6 ) | divide ( #0 , const_6 ) | multiply ( #1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
the ratio of radius of a circle and the side of a square is n0 : n1 . find the ratio of their areas :	divide ( n0 , n1 ) | power ( #0 , n0 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
there are n1 red shoes & n1 green shoes . if two of red shoes are drawn what is the probability of getting red shoes	add ( n0 , n1 ) | choose ( n0 , const_2 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
sandy is younger than molly by n0 years . if the ratio of their ages is n1 : n2 , how old is sandy ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
if two typists can type two pages in two minutes , how many typists will it take to type n0 pages in n1 minutes ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | divide ( #1 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
on a map , n0 inch represents n1 miles . how many z inches would be necessary to represent a distance of n2 miles ?	divide ( n2 , n1 )
how many different positive integers exist between n2 ^ n1 and n2 ^ n3 , the sum of whose digits is equal to n4 ?	add ( const_3 , const_4 ) | add ( #0 , const_1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
what must be added to each term of the ratio n3 : n1 , so that it may become equal to n2 : n3 ?	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle	triangle_area ( n0 , n1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer that must divide n is	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
when y is divided by n0 , the remainder is n1 . what is the remainder when the same y is divided by n2 ?	reminder ( n1 , n2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length of the wire in metres will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
if x and y are both odd prime numbers and x < y , how many distinct positive integer factors does n0 xy have ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length if the wire in meters will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
a fair price shopkeeper takes n0 % profit on his goods . he lost n1 % goods during theft . his loss percent is :	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
the sum of a number and the number preceding it is n0 . by how much is two less than n1 times the number ?	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the length and breadth of a rectangle is increased by n0 % and n1 % respectively . what is the increase in the area ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | rectangle_area ( const_100 , const_100 ) | rectangle_area ( #0 , #1 ) | subtract ( #3 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
the average of n0 numbers is n1 . if each number be multiplied by n2 . find the average of new set of numbers ?	multiply ( n1 , n2 )
shopkeeper rise price by n0 % and gives successive discount of n1 % and n2 % . what is overall % gain or loss ?	add ( n0 , const_100 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
( n7 ^ n7 + n2 ^ n7 + n4 ^ n7 + . . . . . + n6 ^ n7 ) = ?	add ( n6 , const_1 ) | add ( n4 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , const_3 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
if the remainder is n0 when positive integer n is divided by n1 , what is the remainder when n is divided by n2 ?	divide ( n1 , n2 )
what must be added to each term of the ratio n0 : n1 , so as to make it equal to n2 : n3 ?	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
if n0 % of a = n1 % of b and b = x % of a , then the value of x is ?	divide ( n1 , n0 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a shopkeeper sold an article for rs n0 . approximately what was his profit percent if the cost price of the article was rs n1	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 ) | floor ( #2 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , n1 )
a boat goes n0 km downstream in n1 hours , and n2 m upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
if n is the smallest integer such that n0 times n is the square of an integer , what is the value of n ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 )
sandy is younger than molly by n0 years . if the ratio of their ages is n1 : n2 , how old is sandy ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
approximately how many cubic feet of water are needed to fill a circular swimming pool that is n0 feet across and n1 feet deep ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
if n0 = n10 , n2 = n3 , n4 = n5 , n6 = n7 , n8 = n9 , then n10 = ?	subtract ( n2 , n0 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find the principle on a certain sum of money at n1 % per annum for n1 years if the amount being rs . n2 ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n2 , #2 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
how many different positive integers exist between n2 ^ n1 and n2 ^ n3 , the sum of whose digits is equal to n4 ?	add ( const_3 , const_4 ) | add ( #0 , const_1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
solve the equation for x : n2 ( x + y ) + n1 = n2 ( - x + y ) - n3 ?	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
find the first term and the common ratio of a g . p whose fourth term is n2 and seventh term is n1 , n2	divide ( n0 , const_2 ) | multiply ( const_0_25 , const_100 ) | divide ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the present worth of rs . n0 due in two equal half - yearly instalments at n1 % per annum . simple interest is :	add ( n1 , const_100 ) | divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | add ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #4 ) | divide ( #3 , const_100 ) | divide ( #1 , #6 ) | add ( #5 , #7 )
solve the equation for x : n2 ( - x + z ) + n1 = - n2 ( x - z ) - n3	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
a shopkeeper sold an article for rs n0 . approximately what was his profit percent if the cost price of the article was rs n1	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 ) | floor ( #2 )
when n0 + n10 = n2 , n3 + n10 = n5 , n6 + n10 = n8 , then n9 + n10 = ?	multiply ( n7 , n10 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
the average of n0 numbers is n1 . if each number be multiplied by n2 . find the average of new set of numbers ?	multiply ( n1 , n2 )
the total of n0 of n4 paise and n2 paise make a sum of rs . n3 . the no of n4 paise coins is	multiply ( n0 , n2 ) | multiply ( n3 , const_100 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
if y no_ascii_36 w = y ^ ( n3 w ) for all positive integers , then ( n1 no_ascii_36 n2 ) no_ascii_36 n3 =	multiply ( n0 , n2 ) | multiply ( n0 , n0 ) | power ( n1 , #0 ) | power ( #2 , #1 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the least number , which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
calculate the area of a triangle , if the sides are n0 cm , n1 cm and n2 cm , what is its area ?	divide ( n1 , const_2 ) | multiply ( n2 , #0 )
n0 . if the cost price of n1 tables be equal to the selling price of n2 tables , the loss per cent is ?	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_100 )
the ratio of pens to pencils is n0 to n2 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
if a * b = n0 a no_ascii_77 n5 b + ab , then n5 * n4 + n4 * n5 is equal to :	multiply ( n2 , n3 )
when the number n0 y n1 is exactly divisible by n2 , then what can be the smallest whole number in place of y ?	subtract ( n0 , n0 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
a train speeds past a pole in n0 seconds and passes through a tunnel n1 m long in n2 seconds . its length is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
a worker makes a toy in every n0 h . if he works for n1 h , then how many toys will he make ?	divide ( n1 , n0 )
if the remainder is n0 when positive integer n is divided by n1 , what is the remainder when n is divided by n2 ?	divide ( n1 , n2 )
find ( n0 x + n1 y ) / ( x - n5 y ) if x / n5 y = n4 / n5 ?	divide ( n4 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
mars travels around the sun at a speed of approximately n0 miles per second . the approximate speed is how many miles per hour ?	multiply ( n0 , const_3600 ) | divide ( #0 , const_1000 ) | subtract ( #1 , const_3 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
shopkeeper rise price by n0 % and gives successive discount of n1 % and n2 % . what is overall % gain or loss ?	add ( n0 , const_100 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
find ( n0 x + n1 y ) / ( x - n5 y ) if x / n5 y = n4 / n5 ?	divide ( n4 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is :	subtract ( n0 , n1 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , n1 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
the number of sailors on a ship is n0 % more than the number of officers . the ratio of sailors to officers would be	add ( n0 , const_100 ) | divide ( #0 , const_100 )
john found that the average of n2 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
the sum of two numbers is n0 and the product of the numbers is n1 . find sum of the squares of that numbers .	power ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 )
a train n1 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a train n0 m long crosses a platform with a speed of n1 kmph in n2 sec ; find the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
approximately how many cubic feet of water are needed to fill a circular swimming pool that is n0 feet across and n1 feet deep ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
the number of degrees that the hour hand of a clock moves through between noon and n0 in the afternoon of the same day is	floor ( n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_60 ) | multiply ( #2 , const_100 ) | add ( #0 , #3 ) | multiply ( #4 , const_3 ) | multiply ( #5 , const_10 )
find ( n0 x + n1 y ) / ( x - n5 y ) if x / n5 y = n4 / n5 ?	divide ( n4 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
one side of a rectangular field is n0 m and one of its diagonal is n1 m . find the area of the field .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
one half of a two digit number exceeds its one fourth by n0 . what is the sum of the digits of the number ?	multiply ( n0 , const_4 ) | reminder ( #0 , const_10 ) | add ( #1 , const_1 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
if ( n0 ^ n1 ) ( n2 ^ s ) = n3 ( n4 ^ m ) what is the value of m ?	divide ( n4 , n3 ) | power ( #0 , const_4 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
there are n0 red shoes & n1 green shoes . if two of red shoes are drawn what is the probability of getting red shoes	add ( n0 , n1 ) | choose ( n0 , const_2 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
two - fifth of one - third of n0 - seventh of a number is n1 . what is n2 % of that number ?	add ( const_3 , const_4 ) | divide ( n1 , n0 ) | divide ( const_1 , const_4 ) | divide ( n2 , const_100 ) | divide ( const_3 , #0 ) | divide ( const_2 , #1 ) | multiply ( #5 , #2 ) | multiply ( #4 , #6 ) | divide ( n1 , #7 ) | multiply ( #8 , #3 )
how long will it take a train travelling at n0 kmph to pass an electric pole if the train is n1 meters in lenght ?	divide ( n1 , const_1000 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
a train n0 m long passes a pole in n1 seconds . how long will it take to pass a platform n2 m long ?	add ( n0 , n2 ) | speed ( n0 , n1 ) | divide ( #0 , #1 )
if k is an integer and n0 x n2 ^ k is greater than n2 , what is the least possible value of k ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
the ratio of pens to pencils is n2 to n1 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
if x is n0 percent more than y and y is n1 percent less than z , then x is what percent of z ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
the length and breadth of a rectangle is increased by n0 % and n1 % respectively . what is the increase in the area ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | rectangle_area ( const_100 , const_100 ) | rectangle_area ( #0 , #1 ) | subtract ( #3 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 )
venus travels around the sun at a speed of approximately n0 miles per second . the approximate speed is how many miles per hour ?	multiply ( n0 , const_3600 )
a customer pays n0 dollars for a coffee maker after a discount of n1 dollars what is the original price of the coffe maker ?	add ( n0 , n1 )
if a = { n0 , n3 , n4 } , b = { n3 , n4 , n5 } . find a no_ascii_43 b	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 ) | add ( n2 , #5 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
sum of two numbers is n0 . two times of the difference of first and seceond is n1 . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
calculate the l . c . m of n0 / n1 , n2 / n5 , n4 / n5 , n6 / n7 is :	multiply ( n0 , n2 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 )
a shopkeeper sold an article for rs n0 . approximately what was his profit percent if the cost price of the article was rs n1	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 ) | floor ( #2 )
from a pack of n0 cards , n1 card is drawn at random . what is the probability that a red card is drawn ?	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
a certain no . whendivided by n0 leaves a remainder n1 , what is the remainder if the same no . be dividedby n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
how many words , with or without meaning , can be formed using all letters of the word sharp using each letter exactly once ?	factorial ( const_3 )
the total of n0 of n4 paise and n2 paise make a sum of rs . n3 . the no of n4 paise coins is	multiply ( n0 , n2 ) | multiply ( n3 , const_100 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a card is drawn from a pack of n0 cards . the probability of getting a queen of club or a king of heart is	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
what will be the difference between simple and compound interest @ n0 % per annum on a sum of $ n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a number when divided by n0 gives a remainder n1 . when the same number is divided by n2 what would be the remainder ?	reminder ( n1 , n2 )
in how many years rs n0 will produce the same interest at n1 % as rs . n2 produce in n3 years at n4 %	divide ( n1 , const_100 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
the ratio of pens to pencils is n0 to n1 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder when the same number is divided by n2 ?	reminder ( n1 , n2 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
a shopkeeper sold an article for rs n0 . approximately what was his profit percent if the cost price of the article was rs n1	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 ) | floor ( #2 )
in what time will a train n0 meters long completely pass an electric pole , if it travels at a speed of n1 kmph .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 - [ n1 - { n2 - ( n3 - * ) } ] = n4 , then * is equal to :	subtract ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | subtract ( n4 , #2 )
find ( n0 x + n1 y ) / ( x - n5 y ) if x / n5 y = n4 / n5 ?	divide ( n4 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
shopkeeper rise price by n0 % and gives successive discount of n1 % and n2 % . what is overall % gain or loss ?	add ( n0 , const_100 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
calculate the l . c . m of n0 / n4 , n2 / n6 , n4 / n5 , n6 / n7 is :	multiply ( n0 , n2 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
the least number , which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
john found that the average of n0 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
john found that the average of n0 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
hcf and lcm two numbers are n0 and n1 respectively . if one of the numbers is n2 , then the other number is ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
sandy is younger than molly by n0 years . if the ratio of their ages is n1 : n2 , how old is sandy ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
let p be a prime number greater than n0 , and let n = n1 p . how many odd divisors does n have ?	subtract ( n0 , const_1 )
the area of a rectangle is n0 sq m . the width is two meters shorter than the length . what is the width ?	multiply ( n0 , const_4 ) | power ( const_2 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , const_2 ) | divide ( #4 , const_2 )
if n0 m of a uniform steel rod weighs n1 kg . what will be the weight of n2 m of the same rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
john found that the average of n0 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
a boat goes n0 km downstream in n1 hours , and n2 km upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a fruit seller had some apples . he sells n0 % apples and still he has n1 . originally he had how many apples ?	original_price_before_loss ( n0 , n1 )
the sum of ages of n0 children born n1 years different each is n2 years . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
a number when divided by n0 leaves n1 as a remainder . what will be the remainder if the number is divided by n2 ?	add ( n0 , n1 ) | reminder ( #0 , n2 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is :	subtract ( n0 , n1 )
the area of a rectangle is n0 square centimeters and the perimeter is n1 square centimeters . what are the dimensions of the rectangle ?	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
if k is an integer and n0 x n1 ^ k is greater than n2 , what is the least possible value of k ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
to produce an annual income of rs . n0 from a n1 % stock at n2 , what is the amount of stock needed ?	subtract ( const_100 , n2 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
how many words , with or without meaning , can be formed using all letters of the word red using each letter exactly once ?	factorial ( const_3 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if n0 < x < n1 and y = x + n2 , what is the greatest possible integer value of x + y ?	add ( n2 , const_10 ) | add ( #0 , const_10 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
find ( n0 x + n1 y ) / ( x - n5 y ) if x / n5 y = n4 / n5 ?	divide ( n4 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if m and n are whole numbers such that mn = n0 , the value of ( m n2 ) n + n2 is :	sqrt ( n0 ) | subtract ( #0 , n1 ) | power ( #1 , const_3 )
if the number n0 * n1 is completely divisible by n2 , then the smallest whole number in the place of * will be :	power ( const_100 , const_2 ) | reminder ( const_100 , n2 ) | reminder ( const_10 , n2 ) | reminder ( const_1000 , n2 ) | lcm ( n2 , #3 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_2 ) | reminder ( #0 , n2 ) | multiply ( n2 , #8 ) | reminder ( #5 , n2 ) | multiply ( #10 , const_1 ) | add ( #11 , #11 ) | add ( #12 , #9 ) | add ( #13 , #6 ) | add ( #14 , #7 ) | add ( #15 , const_4 ) | divide ( #16 , #4 ) | add ( #17 , const_1 ) | floor ( #18 ) | multiply ( #19 , #4 ) | subtract ( #20 , #16 ) | divide ( #21 , #3 ) | add ( #22 , const_1 )
the sum of ages of n0 children born n1 years different each is n2 years . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
one side of a rectangular field is n0 m and one of its diagonal is n1 m . find the area of the field .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
one half of a two digit number exceeds its one third by n0 . what is the sum of the digits of the number ?	multiply ( n0 , const_4 ) | reminder ( #0 , const_10 ) | add ( #1 , const_1 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
if k is an integer and n0 x n1 ^ k is greater than n2 , what is the least possible value of k ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
when n0 + n3 = n2 , n3 + n6 = n5 , n6 + n9 = n8 , then n9 + n10 = ?	multiply ( n7 , n10 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
if j is the least positive integer that is divisible by every integer from n0 to n1 inclusive , then j / n2 is =	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 ) | multiply ( #1 , #2 ) | add ( #3 , const_1 ) | multiply ( #5 , #4 ) | divide ( #6 , const_2 ) | divide ( #7 , const_4 )
the average of n0 numbers is n1 . if each number be multiplied by n2 . find the average of new set of numbers ?	multiply ( n1 , n2 )
sachin is younger than rahul by n1 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
a worker makes a toy in every n0 h . if he works for n1 h , then how many toys will he make ?	divide ( n1 , n0 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
on a map , n0 inch represents n1 miles . how many v inches would be necessary to represent a distance of n2 miles ?	divide ( n2 , n1 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a number when divided by n0 leaves n1 as remainder . when the same number is divided by n2 , the remainder will be :	add ( n0 , n1 ) | reminder ( #0 , n2 )
what must be added to each term of the ratio n0 : n1 , so that it may become equal to n2 : n3 ?	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
find the greatest number which is such that when n0 , n1 and n2 are divided by it , the remainders are all same .	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | gcd ( #0 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
when y is divided by n0 , the remainder is n1 . what is the remainder when the same y is divided by n2 ?	reminder ( n1 , n2 )
when n0 is divided by positive integer x , the remainder is n1 . what is the remainder when n2 is divided by x ?	subtract ( n2 , n0 ) | subtract ( n0 , #0 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n + n2 is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
if n is the smallest integer such that n0 times n is the square of an integer , what is the value of n ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 )
if the remainder is n0 when positive integer n is divided by n1 , what is the remainder when n is divided by n2 ?	divide ( n1 , n2 )
when n0 is divided by positive integer x , the remainder is n1 . what is the remainder when n2 is divided by x ?	subtract ( n2 , n0 ) | subtract ( n0 , #0 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
sandy is younger than molly by n0 years . if the ratio of their ages is n1 : n2 , how old is sandy ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
find the compound interest on $ n0 , n1 in n2 years at n3 % per annum , the interest being compounded half - yearly	divide ( n2 , const_100 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | power ( #2 , n2 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
a housing society has been allotted a square piece of land measuring n0 sq . m . what is the side of the plot ?	sqrt ( n0 )
if n2 workers can build n2 cars in n2 days , then how many days would it take n4 workers to build n4 cars ?	divide ( n3 , n3 ) | multiply ( n0 , n0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the difference between simple interest and compound interest on $ n0 for one year at n1 % per annum reckoned half - yearly is :	divide ( n1 , const_2 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | power ( #4 , const_2 ) | multiply ( n0 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
there are n0 red shoes & n1 green shoes . if two of red shoes are drawn what is the probability of getting red shoes	add ( n0 , n1 ) | choose ( n0 , const_2 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
if w and y are both odd prime numbers and w < y , how many distinct positive integer factors does n0 wy have ?	add ( n0 , const_3 ) | add ( #0 , const_3 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
triangle atriangle b are similar triangles with areas n0 units square and n1 units square respectively . the ratio of there corresponding height would be	divide ( n0 , n1 ) | sqrt ( #0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
if n10 + n1 + n9 = n3 , n4 + n9 + n6 = n7 , then n8 + n9 + n10 = ?	multiply ( n2 , n8 ) | multiply ( n0 , n8 ) | add ( #0 , #1 ) | multiply ( #0 , const_100 ) | add ( #3 , #1 ) | subtract ( #2 , n2 ) | multiply ( #4 , const_100 ) | add ( #6 , #5 )
what is the probability of randomly selecting one of the shortest diagonals from all the diagonals of a regular n0 - sided polygon ) ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( n0 , #2 )
if ( n0 ^ n1 ) ( n2 ^ s ) = n3 ( n4 ^ m ) what is the value of m ?	divide ( n4 , n3 ) | power ( #0 , const_4 )
three numbers are in the ratio n0 : n1 : n2 and their h . c . f is n3 . the numbers are :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
hcf and lcm two numbers are n0 and n1 respectively . if one of the numbers is n2 , then the other number is ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
john found that the average of n0 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
the sum of ages of n0 children born n1 years different each is n2 years . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
calculate the l . c . m of n0 / n1 , n2 / n3 , n7 / n5 , n6 / n7 is :	multiply ( n0 , n2 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 % of z is n1 % of y and y is n2 % of x , what percent of x is z ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
on a map , n0 inch represents n1 miles . how many c inches would be necessary to represent a distance of n2 miles ?	divide ( n2 , n1 )
a boat goes n0 km downstream in n1 hours , and n2 km upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the ratio of radius of a circle and the side of a square is n0 : n1 . find the ratio of their areas :	divide ( n0 , n1 ) | power ( #0 , const_2 )
if n0 < x < n1 and y = x + n2 , what is the greatest possible integer value of x + y ?	add ( n2 , const_10 ) | add ( #0 , const_10 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
n0 / n1 rd of work is completed by kiran in n2 days . in how many days he can finish the remaining work ?	multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_3 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a man is walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is	divide ( n1 , const_60 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_1000 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if the radius of a circle that centers at the origin is n0 , how many m points on the circle have integer coordinates ?	add ( n0 , const_4 ) | multiply ( n0 , n0 ) | power ( const_2 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #3 , #2 )
what is the probability of randomly selecting one of the shortest diagonals from all the diagonals of a regular n0 - sided polygon ) ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( n0 , #2 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many k solutions will this equation have ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle	triangle_area ( n0 , n1 )
the sum of ages of n1 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
what is the probability of randomly selecting one of the shortest diagonals from all the diagonals of a regular n0 - sided polygon ) ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( n0 , #2 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the length of a rectangle is twice the breadth . if the area is n0 cm n1 , determine the length and the breadth .	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
if n0 - [ n1 - { n2 - ( n3 - * ) } ] = n4 , then * is equal to :	subtract ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | subtract ( n4 , #2 )
find the total number of prime factors in the expression ( n0 ) n4 x ( n2 ) n3 x ( n4 ) n5 .	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
how many n0 - digit numerals begin with a digit that represents a prime and end with a digit that represents a prime number ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
the length of a rectangle is n0 more than the width . what are the dimensions of the rectangle if the perimeter is n1 ?	divide ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
approximately how many cubic feet of water are needed to fill a circular swimming pool that is n0 feet across and n1 feet deep ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length of the wire in metres will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
the average of n0 numbers is n1 . if two numbers namely n2 and n3 are discarded , the average of remaining numbers is ?	add ( n0 , n2 ) | divide ( #0 , const_2 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer that must divide n is	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
hcf and lcm two numbers are n0 and n1 respectively . if one of the numbers is n2 , then the other number is ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the probability that company g ' s advertisement will be one of the first two be shown during the first commercial break ?	multiply ( const_3 , const_5 ) | divide ( const_2 , #0 )
n1 - fourth of two - third of n1 - seventh of a number is n2 . what is n3 % of that number ?	add ( const_3 , const_4 ) | divide ( n0 , const_4 ) | divide ( const_2 , const_3 ) | multiply ( n2 , n3 ) | divide ( n0 , #0 ) | multiply ( #1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #6 , const_100 ) | divide ( #3 , #7 )
the least number , which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
when n is divided by n0 , the remainder is n1 . what is the remainder when n + n2 is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if x is a positive number and n0 / n1 the square root of x is the cube root of x , then x =	multiply ( const_2 , const_3 ) | power ( n1 , #0 )
if n0 ^ x * n1 ^ y = n2 , n3 , n4 and x no_ascii_77 y = n5 , then x = ?	multiply ( n3 , const_1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
how many words , with or without meaning , can be formed using all letters of the word beautiful using each letter exactly once ?	factorial ( const_3 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
on a map , n0 inch represents n1 miles . how many x xxinches would be necessary to represent a distance of n2 miles ?	divide ( n2 , n1 )
in how many years rs n0 will produce the same interest at n4 % as rs . n2 produce in n3 years at n4 %	divide ( n1 , const_100 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
a man walking at the speed of n0 kmph crosses a square field diagonally in n1 minutes . the area of the field is :	multiply ( const_2 , const_3 ) | multiply ( n0 , const_1000 ) | sqrt ( const_2 ) | multiply ( #0 , const_10 ) | divide ( n1 , #3 ) | multiply ( #4 , #1 ) | divide ( #5 , #2 ) | square_area ( #6 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
if n4 ^ n4 no_ascii_62 n4 ^ n3 = ( n4 ^ n5 ) ^ x , then what is the value of x ?	power ( n0 , n0 ) | power ( n0 , n3 ) | power ( n0 , n5 ) | log ( #2 ) | multiply ( #0 , #1 ) | log ( #4 ) | divide ( #5 , #3 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
when n0 is divided by positive integer x , the remainder is n1 . what is the remainder when n2 is divided by x ?	subtract ( n2 , n0 ) | subtract ( n0 , #0 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer that must divide n is	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
how many trailing zeros will be there after the rightmost non - zero digit in the value of n1 ! ( factorial n1 ) ?	sqrt ( n0 ) | add ( #0 , const_1 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder when the same number is divided by n2 ?	reminder ( n1 , n2 )
if x is n0 percent more than y and y is n1 percent less than z , then x is what percent of z ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
a train n0 m long crosses a platform with a speed of n1 kmph in n2 sec ; find the length of the platform ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
n0 consecutive even numbers are such that thrice the first number exceeds double the third number by n1 . what is the third number ?	multiply ( n0 , n1 ) | subtract ( #0 , const_2 )
the ratio of pens to pencils is n0 to n1 . there are n2 more pencils than pens . how many pencils are there ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
the length and breadth of a rectangle is increased by n0 % and n1 % respectively . what is the increase in the area ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | rectangle_area ( const_100 , const_100 ) | rectangle_area ( #0 , #1 ) | subtract ( #3 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
how many different positive integers exist between n2 ^ n1 and n2 ^ n3 , the sum of whose digits is equal to n4 ?	add ( const_3 , const_4 ) | add ( #0 , const_1 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
hcf and lcm two numbers are n0 and n1 respectively . if one of the numbers is n2 , then the other number is ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
triangle atriangle b are similar triangles with areas n0 units square and n1 units square respectively . the ratio of there corresponding height would be	divide ( n0 , n1 ) | sqrt ( #0 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
shopkeeper rise price by n0 % and gives successive discount of n1 % and n2 % . what is overall % gain or loss ?	add ( n0 , const_100 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
one half of a two digit number exceeds its one third by n0 . what is the sum of the digits of the number ?	multiply ( n0 , const_4 ) | reminder ( #0 , const_10 ) | add ( #1 , const_1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
how many different positive integers exist between n3 ^ n1 and n3 ^ n3 , the sum of whose digits is equal to n4 ?	add ( const_3 , const_4 ) | add ( #0 , const_1 )
a number when divided by n0 leaves n2 as a remainder . what will be the remainder if the number is divided by n2 ?	add ( n0 , n1 ) | reminder ( #0 , n2 )
dan ' s age after n0 years will be n1 times his age n2 years ago . what is the present age of dan ?	multiply ( n1 , n2 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
what is the sum of all possible solutions to | x + n2 | ^ n1 + | x + n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
if x + n3 / x = n4 then find out the value of x ^ n4 + n3 / x ^ n4 = ?	divide ( n1 , n0 )
a worker makes a toy in every n0 h . if he works for n1 h , then how many toys will he make ?	divide ( n1 , n0 )
how many minutes does aditya take to cover a distance of n0 m , if he runs at a speed of n1 km / hr	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | divide ( #1 , const_60 )
if the radius of a circle that centers at the origin is n0 , how many k points on the circle have integer coordinates ?	add ( n0 , const_4 ) | multiply ( n0 , n0 ) | power ( const_2 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #3 , #2 )
what is the tenth digit to the right of the decimal point , in the decimal expansion of ( n0 / n1 ) ^ n2	power ( const_2 , n2 ) | reminder ( #0 , n2 )
find the area of trapezium whose parallel sides are n0 cm and n2 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if n0 microns = n6 decimeter , and n6 , n4 , n4 angstroms = n6 decimeter , how many angstroms equal n6 micron ?	multiply ( const_100 , const_100 ) | divide ( n1 , #0 ) | multiply ( #1 , #0 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
the average of n0 numbers is n1 . the average of two of these numbers is n2 % . what is the third number ?	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( #0 , #1 )
if a * b = n0 a no_ascii_77 n1 b + ab , then n5 * n4 + n4 * n5 is equal to :	multiply ( n2 , n3 )
if r is a positive integer , and r / n2 = n1 , what is the remainder when r is divided by n2 ?	multiply ( n0 , n1 ) | reminder ( #0 , n0 )
what is the average ( arithmetic mean ) of the numbers n0 , n2 , n2 , n3 , n5 , n5 and n6 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
if a : b = n0 : n1 , then find ( a - n2 b ) / ( n3 a - b ) ?	multiply ( n0 , n3 ) | subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
the price of a shirt is increased by n1 % and then reduced by n1 % . the final price of the shirt is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , const_100 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
when y is divided by n0 , the remainder is n1 . what is the remainder when the same y is divided by n2 ?	reminder ( n1 , n2 )
the number of sailors on a ship is n0 % more than the number of officers . the ratio of sailors to officers would be	add ( n0 , const_100 ) | divide ( #0 , const_100 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , const_4 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find a two digit number , given that the sum of the digits is n0 and the difference of the digits is n1 . ?	add ( n1 , const_4 ) | multiply ( n1 , n1 ) | multiply ( #0 , #1 )
if ( n0 ^ n1 ) ( n2 ^ s ) = n3 ( n4 ^ m ) what is the value of m ?	divide ( n4 , n3 ) | power ( #0 , const_4 )
if ( n5 / n1 ) ^ n7 ( n5 / n4 ) ^ k = n5 / n6 ^ n7 , then k =	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
a boat goes n0 km downstream in n1 hours , and n2 km upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
the sum of the first n0 positive even integers is n1 . what is the sum of even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if n0 m of a uniform steel rod weighs n1 kg . what will be the weight of n2 m of the same rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , n1 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
for what value of x , is | x no_ascii_77 n0 | + | x + n1 | + | x | = n2 ?	negate ( n0 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
if n0 m of a uniform steel rod weighs n1 kg . what will be the weight of n2 m of the same rod ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
find the smallest number which leaves n0 , n1 and n2 as remainders when divided by n3 , n4 , n5 and n6 respectively .	divide ( n1 , const_2 ) | add ( #0 , const_2 )
if n is the smallest integer such that n0 times n is the square of an integer , what is the value of n ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
what is the sum of all possible solutions to the equation no_ascii_67 n1 x ^ n1 no_ascii_73 x no_ascii_73 n2 = x + n3 ?	add ( n0 , const_4 ) | subtract ( n2 , const_4 ) | add ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find the principle on a certain sum of money at n0 % per annum for n1 years if the amount being rs . n2 ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n2 , #2 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
if n0 - [ n1 - { n2 - ( n3 - * ) } ] = n4 , then * is equal to :	subtract ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | subtract ( n4 , #2 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
if two painters can complete two rooms in two hours , how many painters would it take to do n0 rooms in n1 hours ?	multiply ( n1 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | divide ( #2 , #1 )
triangle atriangle b are similar triangles with areas n0 units square and n1 units square respectively . the ratio of there corresponding height would be	divide ( n0 , n1 ) | sqrt ( #0 )
shopkeeper rise price by n0 % and gives successive discount of n1 % and n2 % . what is overall % gain or loss ?	add ( n0 , const_100 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
find the principle on a certain sum of money at n0 % per annum for n1 years if the amount being rs . n2 ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n2 , #2 )
light glows for every n0 seconds . how many times did it between n1 : n2 : n3 and n4 : n5 : n6 am	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of	divide ( n2 , n1 ) | multiply ( n0 , #0 )
you buy a piece of land with an area of no_ascii_21 no_ascii_69 no_ascii_3 n0 , how long is one side of the land plot ?	sqrt ( n0 )
a boat goes n0 km downstream in n1 hours , and n2 m upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the ratio of radius of a circle and the side of a square is n0 : n1 . find the ratio of their areas :	divide ( n0 , n1 ) | power ( #0 , n0 )
what is the smallest positive integer x for which x n2 + n3 xx n2 + n3 x has a value more than n4 ?	divide ( n0 , const_10 ) | power ( #0 , const_0_33 ) | divide ( n0 , #1 ) | divide ( #2 , #1 ) | divide ( #3 , #3 ) | multiply ( #4 , const_100 )
the number of sailors on a ship is n0 % more than the number of officers . the ratio of sailors to officers would be	add ( n0 , const_100 ) | divide ( #0 , const_100 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
approximately how many cubic feet of water are needed to fill a circular swimming pool that is n0 feet across and n1 feet deep ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
if n0 % of z is n1 % of y and y is n2 % of x , what percent of x is z ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
if x is n0 percent more than y and y is n1 percent less than z , then x is what percent of z ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
in how many years rs n0 will produce the same interest at n1 % as rs . n2 produce in n3 years at n4 %	divide ( n1 , const_100 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
find the principle on a certain sum of money at n0 % per annum for n1 years if the amount being rs . n2 ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n2 , #2 )
if l is the least positive integer that is divisible by every integer from n0 to n1 inclusive , then l / n2 is =	add ( n0 , n2 ) | add ( n2 , #0 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | add ( n2 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #5 ) | multiply ( #1 , #6 ) | divide ( #7 , n2 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if two painters can complete four rooms in two hours , how many painters would it take to do n0 rooms in n1 hours ?	multiply ( n1 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | divide ( #2 , #1 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
molly ' s age in n0 years will be n1 times her age n2 years ago . what is molly ' s present age ?	subtract ( n0 , n2 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder when the same number is divided by n2 ?	reminder ( n1 , n2 )
suppose n2 monkeys take n2 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
the capacity of a cylindrical tank is n0 litres . if the height is n1 metres , what is the diameter of the base ?	add ( const_3 , const_4 ) | divide ( const_60 , const_3 ) | multiply ( n0 , const_1000 ) | multiply ( n1 , const_100 ) | add ( #1 , const_2 ) | divide ( #2 , #3 ) | multiply ( #0 , #5 ) | divide ( #6 , #4 ) | sqrt ( #7 ) | multiply ( #8 , const_2 )
when n0 is divided by positive integer x , the remainder is n1 . what is the remainder when n2 is divided by x ?	subtract ( n2 , n0 ) | subtract ( n0 , #0 )
a fair price shopkeeper takes n0 % profit on his goods . he lost n1 % goods during theft . his loss percent is :	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer that must divide n is	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
if the remainder is n0 when positive integer n is divided by n1 , what is the remainder when n is divided by n2 ?	divide ( n1 , n2 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
sachin is younger than rahul by n2 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
how many different positive integers exist between n2 ^ n4 and n2 ^ n3 , the sum of whose digits is equal to n4 ?	add ( const_3 , const_4 ) | add ( #0 , const_1 )
one half of a two digit number exceeds its one third by n0 . what is the sum of the digits of the number ?	multiply ( n0 , const_4 ) | reminder ( #0 , const_10 ) | add ( #1 , const_1 )
find a two digit number , given that the sum of the digits is n0 and the difference of the digits is n1 . ?	add ( n1 , const_4 ) | multiply ( n1 , n1 ) | multiply ( #0 , #1 )
if ( n5 / n1 ) ^ n7 ( n5 / n4 ) ^ k = n5 / n6 ^ n7 , then k =	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
how many unique positive odd integers less than n0 are equal to the product of a positive multiple of n1 and an odd number ?	divide ( n0 , n1 ) | divide ( #0 , const_2 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
john found that the average of n0 numbers is n1 . if n2 is added to each number then the mean of number is ?	add ( n1 , n2 )
if the radius of a circle that centers at the origin is n0 , how many w points on the circle have integer coordinates ?	add ( n0 , const_4 ) | multiply ( n0 , n0 ) | power ( const_2 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #3 , #2 )
if n0 workers collect n1 kg of cotton in n2 days , how many kg of cotton will n3 workers collect in n4 days ?	divide ( n1 , n0 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | multiply ( n4 , #2 )
the least number , which when divided by n4 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
if the radius of a circle that centers at the origin is n0 , how many j points on the circle have integer coordinates ?	add ( n0 , const_4 ) | multiply ( n0 , n0 ) | power ( const_2 , const_2 ) | subtract ( #1 , #0 ) | subtract ( #3 , #2 )
a man walking at a rate of n1 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
difference of two numbers is n0 . if n1 % of the number is n2 % of the other number , find the number ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
the least number , which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
what is the sum of all possible solutions to | x - n2 | ^ n1 + | x - n2 | = n3 ?	add ( n0 , const_4 ) | subtract ( n0 , const_4 ) | add ( #0 , #1 )
a shopkeeper sold an article for rs n0 . approximately what was his profit percent if the cost price of the article was rs n1	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 ) | floor ( #2 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
when n0 + n1 = n2 , n10 + n4 = n5 , n6 + n9 = n8 , then n9 + n10 = ?	multiply ( n7 , n10 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
the ratio of radius of a circle and the side of a square is n0 : n1 . find the ratio of their areas :	divide ( n0 , n1 ) | power ( #0 , n0 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the sides of a rectangle are in the ratio n0 : n1 and its area is n2 sq . m find the perimeter of rectangle	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 )
when y is divided by n0 , the remainder is n1 . what is the remainder when the same y is divided by n2 ?	reminder ( n1 , n2 )
calculate the area of a triangle , if the sides are n0 cm , n1 cm and n2 cm , what is its area ?	divide ( n1 , const_2 ) | multiply ( n2 , #0 )
one side of a rectangular field is n0 m and one of its diagonal is n1 m . find the area of the field .	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
how many boxes do you need if you have to pack n0 pairs ornamental bangles into boxes that each hold n1 dozens of bangles ?	divide ( n0 , const_12 )
a n0 - digit number comprises of only n1 ' s and n2 ' s . how many of these are multiples of n3 ?	add ( n1 , n2 ) | factorial ( n2 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #1 , #2 ) | divide ( #3 , #4 ) | add ( #5 , const_1 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many u solutions will this equation have ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
n0 boys have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a fair price shopkeeper takes n0 % profit on his goods . he lost n1 % goods during theft . his loss percent is ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
the total of n0 of n4 paise and n2 paise make a sum of rs . n3 . the no of n4 paise coins is	multiply ( n0 , n2 ) | multiply ( n3 , const_100 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
there are n0 red shoes & n1 green shoes . if two of red shoes are drawn what is the probability of getting red shoes	add ( n0 , n1 ) | choose ( n0 , const_2 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
a certain sum becomes n0 times itself at simple interest in n1 years . in how many years does it become n2 times itself ?	subtract ( n2 , const_1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
the difference between simple and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is ?	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
if n0 % of z is n1 % of y and y is n2 % of x , what percent of x is z ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder when the same number is divided by n2 ?	reminder ( n1 , n2 )
the least number , which when divided by n0 , n1 , n2 and n3 leaves in each case a remainder of n4 is :	multiply ( n3 , const_10 )
if ( n5 / n1 ) ^ n7 ( n5 / n4 ) ^ k = n5 / n7 ^ n7 , then k =	multiply ( n1 , n2 ) | divide ( #0 , const_4 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
the sides of a triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 m , its area is ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how many plants will be there in a circular bed whose outer edge measure n0 cms , allowing n1 cm n2 for each plant ?	multiply ( n2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 ) | divide ( #2 , n1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
what will be the difference between simple and compound interest @ n0 % per annum on a sum of $ n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
the difference between the two numbers is n0 / n1 of the larger number . if the smaller one is n2 the larger one is	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
n0 men can complete a piece of work in n1 days . in how many days can n2 men complete that piece of work ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
in a kilometer race , a beats b by n0 meters or n1 seconds . what time does a take to complete the race ?	divide ( n0 , n1 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how long does a train n0 meters long running at the rate of n1 kmph take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
how many words , with or without meaning , can be formed using all letters of the word equation using each letter exactly once ?	factorial ( const_3 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length of the wire in metres will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
a boat goes n0 km downstream in n1 hours , and n2 km upstream in n3 hours . the speed of the stream is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
the faces of a triangular prism are to be painted by n0 different colors . in how many ways can be this be done ?	factorial ( n0 ) | divide ( #0 , const_1000 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
the number of sailors on a ship is n0 % more than the number of officers . the ratio of sailors to officers would be	add ( n0 , const_100 ) | divide ( #0 , const_100 )
if three painters can complete three rooms in three hours , how many painters would it take to do n0 rooms in n1 hours ?	multiply ( n1 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | divide ( #2 , #1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
sandy is younger than molly by n0 years . if the ratio of their ages is n1 : n2 , how old is sandy ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is :	subtract ( const_100.0 , n1 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is :	subtract ( n0 , n1 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	quadrilateral_area ( n2 , n1 , n0 )
how many liters of water must be evaporated from n0 liters of a n1 percent sugar solution to get a n2 percent sugar solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the difference of two numbers is n0 % of the larger number . if the smaller number is n1 , the larger one is :	divide ( const_10 , const_2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 ) | add ( #0 , #4 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if n0 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_1 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same number be divided by n2 ?	reminder ( n1 , n2 )
a fruit seller had some oranges . he sells n0 % oranges and still has n1 oranges . how many oranges he had originally ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
( n0 / n1 ) n8 / n3 + ( n4 x n9 ) n8 / n9 = ( ? ) n8 / n9 ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n2 , n5 ) | multiply ( n4 , n5 ) | power ( #0 , #1 ) | power ( #3 , #2 ) | add ( #4 , #5 ) | power ( #6 , n5 )
if n0 - [ n1 - { n2 - ( n3 - * ) } ] = n4 , then * is equal to :	subtract ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | subtract ( n4 , #2 )
the sum of two numbers is n0 , and one of them is n1 more than the other . what are the two numbers ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
milk contains n0 % water . what quantity of pure milk should be added to n1 litres of milk to reduce this n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 )
dan ' s age after n0 years will be n1 times his age n2 years ago . what is the present age of dan ?	multiply ( n1 , n2 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
difference between the length and breadth of a rectangle is n0 m . ifits perimeter is n1 m , then its area is ? ?	divide ( n1 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
if n0 < x < n1 and y = x + n2 , what is the greatest possible integer value of x + y ?	add ( n2 , const_10 ) | add ( #0 , const_10 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
if x and y are integers such that x ^ n1 = n1 y and xy = n2 , then x no_ascii_77 y = ?	multiply ( n1 , n2 ) | power ( #0 , const_0_33 ) | divide ( n2 , #1 ) | subtract ( #1 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . find the length of the train .	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train n0 meters long completely crosses a n1 meters long bridge in n2 seconds . what is the speed of the train is ?	add ( n0 , n1 ) | divide ( n2 , const_3600 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 )
if ( n0 ^ n1 ) ( n2 ^ s ) = n3 ( n4 ^ m ) what is the value of m ?	divide ( n4 , n3 ) | power ( #0 , const_4 )
when n0 + n3 = n2 , n3 + n6 = n5 , n6 + n9 = n8 , then n9 + n10 = ?	multiply ( n7 , n10 ) | multiply ( #0 , const_10 ) | add ( n0 , #1 )
in what time will a railway train n0 m long moving at the rate of n1 kmph pass a telegraph post on its way ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
n0 cubic centimetres of silver is drawn into a wire n1 mm in diameter . the length of the wire in metres will be :	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( n0 , #2 )
find a two digit number , given that the sum of the digits is n0 and the difference of the digits is n1 . ?	add ( n1 , const_4 ) | multiply ( n1 , n1 ) | multiply ( #0 , #1 )
if m and n are positive integer , and n0 m = n ^ n1 , what is the least possible value of m ?	multiply ( n0 , const_2 ) | power ( #0 , const_0_33 ) | floor ( #1 )
a man sold n0 toys for rs . n1 , gaining thereby the cost price of n2 toy find the cost price of a toy	add ( n0 , n2 ) | divide ( n1 , #0 )
sachin is younger than rahul by n0 years . if the ratio of their ages is n1 : n2 , find the age of sachin	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
if n0 % of a = n1 % of b and b = c % of a , then the value of c is ?	divide ( n1 , n0 )
a man walking at a rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle	triangle_area ( n0 , n1 )
an area of a circularplace is n0 hectares . find the cost of fencing it at the rate of rs . n1 permeter approximately .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( n1 , #3 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
what is the sum of all n3 digit integers formed using the digits n1 , n2 , n3 and n4 ( repetition is allowed )	add ( n0 , n4 ) | multiply ( const_10 , const_100 ) | power ( n0 , const_3 ) | add ( #1 , const_100 ) | add ( n2 , #0 ) | add ( #3 , const_10 ) | add ( n1 , #4 ) | add ( #5 , const_1 ) | multiply ( #6 , #2 ) | multiply ( #7 , #8 )
a candidate got n0 % of the votes polled and he lost to his rival by n1 votes . how many votes were cast ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n1 , #2 )
dan ' s age after n0 years will be n1 times his age n2 years ago . what is the present age of dan ?	multiply ( n1 , n2 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
nd the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
if the selling price of n0 articles is equal to the cost price of n1 articles , then the loss or gain percent is :	subtract ( n0 , n1 )
the sum of ages of n0 children born n1 years different each is n2 years . what is the age of the elder child ?	add ( const_2.0 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
if n is the smallest integer such that n0 times n is the square of an integer , what is the value of n ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 )
if the cost price of n0 articles is equal to the selling price of n1 articles , then the gain or loss percent is ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
what is the compound interest paid on a sum of rs . n0 for the period of n1 years at n2 % per annum .	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
two numbers are respectively n0 % and n1 % more than a third number . the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
n0 men have provisions for n1 days . if n2 more men join them , for how many days will the provisions last now ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
in a office work is distribute between p persons . if n0 / n1 members are absent then work increased for each person is ?	multiply ( n1 , const_100 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_100 )
the sum of ages of n0 children born n1 years different each is n2 yrs . what is the age of the elder child ?	add ( n1 , const_4 ) | add ( const_4 , const_4 ) | add ( #0 , #0 ) | add ( #2 , #1 ) | add ( n2 , #3 ) | divide ( #4 , n0 )
the product of two numbers is n0 and their h . c . f . is n1 . the number of such pairs is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
find the area of trapezium whose parallel sides are n0 cm and n1 cm long , and the distance between them is n2 cm .	quadrilateral_area ( n2 , n1 , n0 )
the sum of the first n0 positive even integers is n1 . what is the sum of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
if the average ( arithmetic mean ) of x + n0 , x + n1 , and x + n2 is n3 , then x =	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a shopkeeper fixes the marked price of an item n0 % above its cost price . the percentage of discount allowed to gain n1 % is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if x = n0 - n3 t and y = n3 t - n3 , then for what value of t does x = y ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
if two sides of a triangle are n0 and n1 , respectively , which of the following could not be the area of this triangle ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
compound interest of rs . n0 at n1 % per annum for n3 1 / n4 years will be ( interest compounded half yearly ) .	divide ( n1 , n4 ) | divide ( n2 , n4 ) | add ( n2 , #1 ) | divide ( #0 , const_100 ) | add ( #3 , n2 ) | multiply ( #2 , n4 ) | power ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( #7 , n0 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n3 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
what will be the difference between simple and compound interest at n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
share rs . n0 among john , jose & binoy in the ration n1 : n2 : n3 . find the amount received by john ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if x and y are both odd prime numbers and x < y , how many distinct positive integer w factors does n0 xy have ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
the sum of the even numbers between n0 and n is n1 * n2 , where n is an odd number , then n = ?	multiply ( n1 , const_2 ) | add ( #0 , n0 )
what must be added to each of the numbers n0 , n1 and n2 , so that the resulting numbers may be in continued proportion ?	power ( n1 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
if the true discount on a sum due n0 years hence at n1 % per annum be rs . n2 , the sum due is :	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
if ( n0 ^ n5 ) ( n2 ^ n3 ) = n4 ( n5 ^ x ) , what is the value of x ?	log ( n5 ) | power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #3 , n4 ) | log ( #4 ) | divide ( #5 , #0 )
a shopkeeper sells his goods at cost price but uses a weight of n0 gm instead of kilogram weight . what is his profit percentage ?	add ( const_1 , const_4 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
in a parallelogram , the length of one diagonal and the perpendicular dropped on that diagonal are n0 and n1 metres respectively . find its area	multiply ( n0 , n1 )
a card is drawn from a pack of n0 cards . the probability of getting a queen of spade or an ace of club is :	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
the sum of the even numbers between n0 and n is n1 * n2 , where n is an odd number , then n = ?	multiply ( n1 , const_2 ) | add ( #0 , const_1 )
if ( n0 ) no_ascii_52 is subtracted from the square of a number , the answer so obtained is n1 . what is the number ?	multiply ( const_10 , const_2 ) | power ( #0 , const_2 ) | add ( n1 , #1 ) | sqrt ( #2 )
the number of degrees that the hour hand of a clock moves through between noon and n0 in the afternoon of the same day is ?	floor ( n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_60 ) | multiply ( #2 , const_100 ) | add ( #0 , #3 ) | multiply ( #4 , const_3 ) | multiply ( #5 , const_10 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | divide ( n1 , #2 )
at what rate percent per annum will the simple interest on a sum of money be n0 / n1 of the amount in n2 years ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n2 )
the no . of girls in a class are n0 times the no . of boys , which value cannever be the of total students ?	add ( n0 , const_1 ) | multiply ( #0 , const_4 ) | subtract ( #1 , const_2 )
the ratio of spinsters to cats is n0 to n1 . if there are n2 more cats than spinsters , how many spinsters are there ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if ( n0 ^ n1 ) ( n2 ^ n3 ) = n4 ( n5 ^ x ) , what is the value of x ?	log ( n5 ) | power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #3 , n4 ) | log ( #4 ) | divide ( #5 , #0 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | divide ( n1 , #2 )
how many seconds does sandy take to cover a distance of n0 meters , if sandy runs at a speed of n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the hcf of two numbers is n0 and the other two factors of their lcm are n1 and n2 . what is the largest number .	multiply ( n0 , n2 )
find the value of n6 / ( n7 + n6 / ( n7 + n6 / ( n7 - n6 / n7 ) ) ) ?	divide ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n1 , #4 ) | divide ( n0 , #5 )
the length of a rectangle is reduced by n0 % . by what % would the width have to be increased to maintainthe original area ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if the difference between the length and breadth of a rectangle is n0 m and its perimeter is n1 m , what is its area ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_4 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
difference of n4 numbers is n1 . if n2 % of one number is n3 % of the other number , find the n4 numbers ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
how many seconds does sandy take to cover a distance of n0 meters , if sandy runs at a speed of n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
if n0 / n1 = n2 . n3 , what is the n4 th digit to the right of the decimal point of the fraction ?	multiply ( const_2 , const_2 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 then n3 ^ k - k ^ n3 =	divide ( n2 , n2 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
if x = - n0 and y = n1 , what is the value of n3 ( x - y ) ^ n3 - xy ?	negate ( n0 ) | multiply ( n1 , #0 ) | subtract ( #0 , n1 ) | power ( #2 , const_2 ) | multiply ( n2 , #3 ) | subtract ( #4 , #1 )
the cost price of an book is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	divide ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_1 ) | multiply ( #4 , const_100 )
if n0 % of ( x - y ) = n1 % of ( x + y ) then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the total of the ages of amar , akbar and anthony is n0 years . what was the total of their ages n1 years ago ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n0 ) | divide ( n1 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what will be the difference between simple and compound interest at n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( const_2 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
a n2 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
if a and b are both odd prime numbers and a < b , then how many different positive integer factors does n0 ab have ?	multiply ( n0 , const_4 )
a sum of money at simple interest amounts to $ n0 in n1 years and to $ n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a baseball team played n0 games and won n1 . what is the ratio of the number of games played to the number of losses ?	divide ( n0 , n1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the length of a rectangle is four times its width . if the area is n0 m n1 what is the length of the rectangle ?	multiply ( const_2.0 , n1 ) | rectangle_area ( n1 , #0 )
we had $ n0 left after spending n1 % of the money that we took for shopping . how much money did we start with ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a batsman scored n0 runs whichincluded n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	add ( n1 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n2 , #0 ) | add ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
what two - digit number is less than the sum of the square of its digits by n0 and exceeds their doubled product by n1 ?	subtract ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #1 , const_10 ) | add ( n1 , #2 )
n2 years hence , rohan will be just n1 times as old as he was n2 years ago . how old is rohan at present ?	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
sum of two numbers prime to each other is n0 and their l . c . m . is n1 . what are the numbers ?	add ( n0 , n1 )
if x + y = n3 and x n3 y n4 + y n3 x n4 = n5 , what is the value of xy ?	divide ( n5 , n0 ) | sqrt ( #0 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
if the remainder is n0 when the integer n is divided by n1 , what is the remainder when n2 n is divided by n3 ?	multiply ( n0 , n2 ) | subtract ( #0 , n1 )
what is the sum of the first n0 terms of an a . p whose n1 th and n2 th terms are n3 and n4 respectively	divide ( n0 , const_2 ) | multiply ( #0 , #0 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( n8 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
we had $ n0 left after spending n1 % of the money that we took for shopping . how much money did we start with ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
an industrial loom weaves n0 meters of cloth every second . approximately , how much time will it take to weave n1 meters of cloth ?	divide ( n1 , n0 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n3 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
n0 cubic dm of lead is to be drawn into a cylindrical wire n1 cm diameter . find the length of the wire in meters .	divide ( n1 , const_2 ) | multiply ( n0 , const_1000 ) | circle_area ( #0 ) | divide ( #1 , #2 ) | divide ( #3 , const_100 )
a n0 m long train crosses a tree in n1 sec , how much time will it take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the sum of the first n0 positive even integers is n1 . what is the sum of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
a card is drawn from a pack of n0 cards . the probability of getting a queen of club or a king of heart is :	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
n0 , n1 , n2 , n3 , n4 . . . . . . . . . . . . . . n5 th terms	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if n0 % of ( x - y ) = n1 % of ( x + y ) then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if n0 men or n1 women can reap a field in n3 days how long will n3 men and n4 women take to reap it ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | divide ( n2 , #4 )
if there are n0 apples and the apples have to be shared equally among n1 babies . what number of apples are to be added ?	add ( const_3 , const_4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the perimeter of an isosceles right triangle is n1 + n1 sq rt n2 . what is the length of the hypotenuse of the triangle ?	sqrt ( n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a family has two children . find the probability that both the children are girls given that at least one of them is a girl ?	multiply ( const_0_25 , const_3 ) | divide ( const_0_25 , #0 )
milk contains n0 % water . what content of pure milk should be added to n1 liters of milk to reduce this to n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 )
the c . p of n0 books is equal to the s . p of n1 books . find his gain % or loss % ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( n8 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
if m is an integer such that ( - n2 ) ^ n2 m = n2 ^ ( n3 - m ) then m = ?	add ( n0 , const_1 ) | divide ( n3 , #0 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
how many seconds does puja take to cover a distance of n0 m , if she runs at a speed of n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if the average ( arithmetic mean ) of x + n0 , x + n1 , and x + n2 is n3 , then x =	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
two cylinders of the radius in the ratio n0 : n1 and heights in the ratio n2 : n3 . then find the volumes ratio ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , #3 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
walking at n0 / n1 th of its usual speed a cab is n2 mnts late . find its usual time to cover the journey ?	multiply ( n0 , n2 )
if a ' s income is n0 % less than b ' s . by what % b ' s income is greater than a ?	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
milk contains n0 % water . what quantity of pure milk should be added to n1 litres of milk to reduce this to n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a train n0 m long can cross an over brdge of n1 m long in n2 sec and then find the speed of the train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 )
from a pack of n0 cards , two cards are drawn together at random . what is the probability of both the cards being kings ?	choose ( n0 , const_2 ) | divide ( n0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #0 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if renee earns a raise of between n0 % and n1 % , non - inclusive , by what fraction could her salary have increased ?	multiply ( n0 , const_10 ) | subtract ( n0 , const_1 ) | divide ( #1 , #0 )
if f is the smallest positive integer such that n0 , n1 multiplied by f is the square of an integer , then f must be	add ( const_10 , const_4 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the least number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 and n4 is :	multiply ( const_2 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n0 , #2 ) | subtract ( #2 , #3 )
what will be the difference between simple and compound interest at n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
a school has n0 maths n1 physics and n2 chemistry teachers each teacher can teach n3 subjects max what is he minimum number of teachers required	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the price of an article is cut by n0 % . to restore it to the former value , the new price must be increased by	subtract ( const_100 , n0 ) | subtract ( const_100 , #0 ) | add ( #1 , const_2 )
a train usually travels at a speed of n0 kmph crossing a pole in n1 sec , what would be the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
walking at n0 / n1 of its usual speed , a train is n2 minutes late . find its usual time to cover the journey .	divide ( n0 , n1 ) | inverse ( #0 ) | subtract ( #1 , const_1 ) | divide ( n2 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | divide ( n1 , #2 )
if n0 men or n1 women can reap a field in n2 days how long will n3 men and n4 women take to reap it ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | divide ( n2 , #4 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone .	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
two isosceles triangles have equal vertical angles and their areas are in the ratio n0 : n1 . find the ratio of their corresponding heights .	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
an isosceles triangle those sides are n1 cm , n1 cm , n2 cm long inscribed in a circle . find the radius of the circle	divide ( n2 , const_2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #1 , #2 ) | add ( #2 , #3 ) | sqrt ( #3 ) | multiply ( #5 , const_2 ) | divide ( #4 , #6 ) | add ( #7 , const_1 )
find the least number which when divided by n0 , n1 , n7 , n3 leaves remainder n4 , n5 , n6 , n7 respectively .	lcm ( n0 , n1 ) | add ( n2 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a school has n0 maths n2 physics and n2 chemistry teachers each teacher can teach n3 subjects max what is he minimum number of teachers required	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
a sum of money at simple interest amounts to $ n0 in n1 years and to $ n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( const_2.0 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the sum of the first n0 positive even integers is n1 . what is the sum e of even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
the sum of the first n0 positive even integers is n1 . what is the sum t of even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
how many n0 digit numbers have no repeat digits , do not contain zero , and have a sum of digits f equal to n1 ?	factorial ( n0 ) | multiply ( #0 , const_2 )
if n0 men or n3 women can reap a field in n2 days how long will n3 men and n4 women take to reap it ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | divide ( n2 , #4 )
if w / x = n2 / n1 and w / y = n2 / n3 , then ( x + y ) / y =	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
there is a square with sides of n0 . what is the area of the biggest circle that can be cut out of this square ?	divide ( n0 , const_2 ) | circumface ( #0 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a number when divided by n0 gives a remainder n1 . when the same number ift divided by n2 , what would be the remainder ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
which is the least number that must be subtracted from n0 so that the remainder when divided by n1 , n2 , n3 is n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | gcd ( n0 , #1 ) | multiply ( #2 , #1 ) | add ( n4 , #3 ) | subtract ( n0 , #4 )
compound interest of rs . n0 at n1 % per annum for n3 1 / n4 years will be ( interest compounded half yearly ) .	divide ( n1 , const_2 ) | divide ( n2 , n4 ) | add ( n2 , #1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | multiply ( #2 , const_2 ) | power ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( #7 , n0 )
find the length of the longest pole that can be placed in an indoor stadium n0 m long , n1 m wide and n2 m high	power ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n2 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | sqrt ( #4 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
two numbers are in the ratio of n0 : n1 . if their h . c . f . is n2 , find the numbers .	multiply ( n0 , n2 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
m is n0 % of q . q is n1 % of p . n is n2 % of p . find m : n ratio	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a cyclist covers a distance of n0 m in n1 min n2 sec . what is the speed in km / hr of the cyclist ?	multiply ( n1 , const_60 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3_6 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
the proportion of copper and zinc in the brass is n0 : n1 . how much zinc will there be in n2 kg of brass ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the two sides of a triangle are n0 and n1 . the area is n2 sq . cm . find the third side of triangle ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | power ( n2 , const_2 ) | multiply ( #2 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #5 , #3 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , const_2 ) | multiply ( #9 , const_4 ) | subtract ( #4 , #10 ) | sqrt ( #11 ) | add ( #0 , #12 ) | divide ( #13 , const_2 ) | multiply ( #14 , const_2 ) | subtract ( #15 , #0 )
if you throw two dice at a same time . can you find the probability of getting sum as n0 of the two numbers shown ?	power ( const_6 , const_2 ) | divide ( const_1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	reminder ( n1 , n2 )
the ratio of numbers is n0 : n2 and their h . c . f is n2 . their l . c . m is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
if x and y are both odd prime numbers and x < y , how many distinct positive integer q factors does n0 xy have ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
approximately how many revolutions will be made by a car tire with a n0 - inch diameter if the car travels n1 no_ascii_39 n2 mile ?	divide ( n1 , n2 ) | multiply ( const_2 , const_3 ) | divide ( #1 , const_10 ) | multiply ( #1 , const_10 ) | add ( #2 , const_1 ) | add ( #3 , const_3 ) | divide ( #4 , const_10 ) | multiply ( #5 , const_10 ) | add ( #6 , const_4 ) | add ( #7 , const_3 ) | divide ( #8 , const_10 ) | multiply ( #9 , const_10 ) | add ( #10 , const_1 ) | add ( #11 , const_3 ) | add ( #13 , const_2 ) | divide ( #12 , const_10 ) | add ( #15 , const_3 ) | multiply ( #14 , const_10 ) | multiply ( n0 , #16 ) | divide ( #18 , #17 ) | divide ( #0 , #19 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone .	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
the average of n0 quantities is n1 . the average of n2 of them is n3 . what is the average of remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , n3 what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a man bought n0 shares of rs . n1 at n2 discount , the rate of dividend being n3 % the rate of interest obtained is	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
share rs . n0 among john , jose & binoy in the ration n1 : n2 : n3 . find the amount received by john ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
the ratio of spinsters to cats is n0 to n1 . if there are n2 more cats than spinsters , how many spinsters are there ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if n0 consecutive letters are selected at random from the english alphabet , then the probability that one of the letters is a vowel is ?	subtract ( const_26 , const_3 ) | divide ( const_6 , #0 ) | subtract ( const_1 , #1 )
the c . p of n0 books is equal to the s . p of n1 books . find his gain % or loss % ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n0 ) | divide ( n1 , #3 )
if x = n0 - n3 t and y = n2 t - n3 , then for what value of t does x = y ?	add ( n0 , n3 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
on a map , n0 centimeters represents n1 kilometers . two cities n2 kilometers apart would be separated on the map by how many centimeters ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
what is the greatest possible length which can be used to measure exactly the lengths n0 m , n1 m and n2 m n3 cm ?	multiply ( n3 , const_4 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n0 ) | divide ( n1 , #3 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
in filling a lot with sand , that is n0 m * n1 m * n2 m the volumes of the sand filled will be ?	volume_rectangular_prism ( n0 , n1 , n2 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if n0 men or n1 women can reap a field in n2 days how long will n3 men and n4 women take to reap it ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | divide ( n2 , #4 )
a train with n0 m crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what is the greatest possible length which can be used to measure exactly the lengths n0 m , n1 m and n2 m n3 cm ?	multiply ( n3 , const_4 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
two isosceles triangles have equal vertical angles and their areas are in the ratio n0 : n1 . find the ratio of their corresponding heights .	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
the ratio of three numbers is n0 : n1 : n2 and their sum is n3 . the second number of the three numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
how many even n1 - digit numbers can be formed , so that the numbers are divisible by n1 and no two digits are repeated ?	divide ( const_100 , n0 ) | multiply ( const_2 , const_3 ) | subtract ( const_10 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #0 , const_3 ) | multiply ( #3 , #3 ) | multiply ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( #5 , #7 ) | multiply ( #6 , #1 ) | add ( #8 , #9 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
find the least number which when divided by n0 , n1 , n2 , n3 leaves remainder n4 , n5 , n6 , n7 respectively .	lcm ( n0 , n1 ) | add ( n2 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if length of a room is three times of its breadth and its area is n0 sq . m . what is perimeter of room ?	divide ( n0 , const_3 ) | sqrt ( #0 ) | multiply ( #1 , const_3 ) | rectangle_perimeter ( #2 , #1 )
at what rate percent per annum will the simple interest on a sum of money be n0 / n1 of the amount in n2 years ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n2 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
we had $ n0 left after spending n1 % of the money that we took for shopping . how much money did we start with ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the average of n0 quantities is n1 . the average of n2 of them is n3 . what is the average of remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
in order to obtain an income of rs . n0 from n1 % stock at rs . n2 , one must make an investment of :	divide ( n2 , n1 ) | multiply ( n0 , #0 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
n10 , n10 , n11 , n10 , n11 , n8 , n10 , n11 , n8 , n9 , n10 , n11 , __ ?	multiply ( n5 , n0 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
n0 + n13 = n3 2 + n13 = n5 n13 + n13 = n8 n9 + n13 = n11 n12 + n13 = ? ?	multiply ( n12 , n12 ) | add ( n0 , #0 ) | multiply ( n12 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
the average of n0 quantities is n1 . the average of n2 of them is n3 . what is the average of remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
x is a positive number which when increased by n0 is equal to n1 times the reciprocal of the number . find value of x ?	negate ( n0 ) | negate ( n1 ) | power ( n0 , const_2 ) | multiply ( #1 , const_1 ) | multiply ( #3 , const_4 ) | subtract ( #2 , #4 ) | sqrt ( #5 ) | add ( #0 , #6 ) | divide ( #7 , const_2 )
the smallest number when increased by ` ` n0 ` ` is exactly divisible by n1 , n2 , n3 , n4 and n5 is :	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | lcm ( n5 , #2 ) | add ( n0 , #3 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n0 ) | divide ( n1 , #3 )
a certain no . when divided by n0 leaves aremainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
the average of n0 numbers is n1 . if two numbers n2 and n3 are discarded , the average of the remaining set of numbers is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
in a circle with a radius of n0 , what is the area of the biggest rectangle that can be cut out of this circle ?	multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | divide ( #1 , const_2 ) | sqrt ( #2 ) | power ( #3 , const_2 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | divide ( n1 , #2 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre approximately	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , const_3 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
a train speeds past a pole in n0 seconds and a platform n1 meter long in n2 seconds . what is length of the train ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 ^ ( n2 x + n2 ) = n3 ^ ( n4 x no_ascii_73 n5 ) , what is the value of x ?	add ( n1 , n1 ) | divide ( n0 , #0 )
a sum of money at simple interest amounts to $ n0 in n1 years and to $ n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if the difference between the length and breadth of a rectangle is n0 m and its perimeter is n1 m , what is its area ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_4 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
two isosceles triangles have equal vertical angles and their areas are in the ratio n0 : n1 . find the ratio of their corresponding heights .	sqrt ( const_4 ) | sqrt ( n1 ) | divide ( #0 , #1 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
walking at n0 / n1 th of its usual speed a cab is n2 mnts late . find its usual time to cover the journey ?	multiply ( n0 , n2 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
how many positive integers less than n0 can be expressed as the sum of a positive multiple of n1 and a positive multiple of n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the ratio of numbers is n2 : n1 and their h . c . f is n2 . their l . c . m is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
if x + y = n5 and x n3 y n4 + y n3 x n4 = n5 , what is the value of xy ?	divide ( n0 , n0 ) | sqrt ( #0 )
the ratio of three numbers is n0 : n1 : n2 and their sum is n3 . the second number of the three numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
if n0 x + n4 y = n2 and n3 x - n4 y = n5 , what is the product of x and y ?	add ( n2 , n5 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , n5 ) | divide ( #4 , n1 ) | multiply ( #2 , #5 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
what two - digit number is less than the sum of the square of its digits by n0 and exceeds their doubled product by n1 ?	subtract ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #1 , const_10 ) | add ( n1 , #2 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
a n0 m long train is running at a speed of n1 km / hr . it crossed a platform of length n2 m in ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a n0 m long train crosses a tree in n1 sec , how much time will it take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the lcm and hcf of two numbers are n0 and n1 respectively . find the larger of the two numbers if their sum is n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
the moon revolves around the earth at a speed of approximately n0 kilometers per second . this approximate speed is how many kilometers per hour ?	multiply ( n0 , const_3600 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
if m is an integer such that ( - n2 ) ^ n2 m = n2 ^ ( n3 - m ) then m = ?	add ( n0 , const_1 ) | divide ( n3 , #0 )
how many liters of water must be added to n0 liters of milk and water containing n1 % water to make it n2 % water ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the difference between simple interest and compound interest on rs . n0 for one year at n1 % per annum reckoned half - yearly is :	divide ( n1 , const_2 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | power ( #4 , const_2 ) | multiply ( n0 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
a man walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge is ______ .	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
if the remainder is n0 when the integer n is divided by n1 , what is the remainder when n2 n is divided by n3 ?	multiply ( n0 , n2 ) | subtract ( #0 , n1 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( n8 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	reminder ( n1 , n2 )
two isosceles triangles have equal vertical angles and their areas are in the ratio n0 : n1 . find the ratio of their corresponding heights .	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if the length of a rectangle is increased by n0 % and the area is unchanged , then its corresponding breadth must be decreased by ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
if x + | x | + y = n0 and x + | y | - y = n1 , then x + y =	multiply ( n1 , const_2 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n3 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
a sum of money at simple interest amounts to $ n0 in n1 years and to $ n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
how many positive integers less than n0 can be expressed as the sum of a positive multiple of n1 and a positive multiple of n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
a number is doubled and n0 is added . if the resultant is divided by n1 , it becomes n2 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a n0 m long train crosses a tree in n1 sec , how much time will it take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the c . p of n0 books is equal to the s . p of n1 books . find his gain % or loss % ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
the average of n3 results is n2 and the average of other n2 results is n3 . what is the average of all the results ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | divide ( #2 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
aarti can do a piece of work in n0 days . in how many days will she complete three time of work of same type ?	multiply ( n0 , const_3 )
what two - digit number is less than the sum of the square of its digits by n0 and exceeds their doubled product by n1 ?	subtract ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #1 , const_10 ) | add ( n1 , #2 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if w / x = n0 / n3 and w / y = n2 / n3 , then ( x + y ) / y =	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
if n0 men or n1 women can reap a field in n2 days how long will n3 men and n4 women take to reap it ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | divide ( n2 , #4 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
the total of n0 of n4 paise and n2 paise make a sum of rs . n3 . the no of n4 paise coins is :	multiply ( n0 , n2 ) | multiply ( n3 , const_100 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if m is an integer such that ( - n2 ) ^ n2 m = n2 ^ ( n3 - m ) then m = ?	add ( n0 , const_1 ) | divide ( n3 , #0 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
if x and y are positive integers and x = n2 y + n1 , what is the remainder when x is divided by n2 ?	add ( n1 , const_1 ) | divide ( #0 , n0 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
evaluate the sum n0 - n1 + n2 - n3 + n4 - n5 + . . . + n6 - n7 + n8 - n9	divide ( n9 , n1 )
the product of two numbers is n0 and the sum of these two numbers is n1 . what is the largest of these two numbers ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
if n0 x = n1 y = n2 z , then what is a possible sum of positive integers x , y , and z ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_4 )
the average of n3 results is n2 and the average of other n2 results is n3 . what is the average of all the results ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | divide ( #2 , #0 )
a shopkeeper fixes the marked price of an item n0 % above its cost price . the percentage of discount allowed to gain n1 % is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
how many liters of water must be added to n0 liters of milk and water containing n1 % water to make it n2 % water ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre approximately	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in .	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
share rs . n0 among john , jose & binoy in the ration n1 : n2 : n3 . find the amount received by john ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
if ( n0 ^ n1 ) ( n2 ^ n3 ) = n4 ( n5 ^ x ) , what is the value of x ?	log ( n5 ) | power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #3 , n4 ) | log ( #4 ) | divide ( #5 , #0 )
how many positive integers less than n0 can be expressed as the sum of a positive multiple of n1 and a positive multiple of n2 ?	subtract ( n0 , const_2 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the lcm and hcf of two numbers are n0 and n1 respectively . find the larger of the two numbers if their sum is n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the hcf of two numbers is n0 and the other two factors of their lcm are n1 and n2 . what is the largest number .	multiply ( n0 , n2 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( n8 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
a television have side n0 * n2 . its screen size is n2 * n3 . calculate the percentage of unscreened part t . v .	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
a fish can go upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the fish in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
how many liters of water must be added to n0 liters of milk and water containing n1 % water to make it n2 % water ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if , n0 * n4 * n5 = n3 n4 * n5 * n6 = n7 then find , n8 * n9 * n10 = ?	multiply ( n9 , n10 ) | add ( n8 , #0 )
if n0 workers can build a wall in n1 hours , how many workers will be required to do the same work in n2 hours ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
there is a square with sides of n0 . what is the area of the biggest circle that can be cut out of this square ?	divide ( n0 , const_2 ) | circumface ( #0 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
the ratio of n5 numbers is n1 : n5 : n3 and their sum is n4 . the second number of the n5 numbers is ?	add ( n0 , n1 ) | add ( n3 , #0 ) | divide ( n0 , #1 ) | multiply ( n4 , #2 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the moon revolves around the earth at a speed of approximately n0 kilometers per second . this approximate speed is how many kilometers per hour ?	multiply ( n0 , const_3600 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
compound interest of rs . n0 at n1 % per annum for n3 1 / n4 years will be ( interest compounded half yearly ) .	divide ( n1 , n4 ) | divide ( n2 , n4 ) | add ( n2 , #1 ) | divide ( #0 , const_100 ) | add ( #3 , n2 ) | multiply ( #2 , n4 ) | power ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( #7 , n0 )
the ratio of spinsters to cats is n0 to n1 . if there are n2 more cats than spinsters , how many spinsters are there ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
the perimeter of a square is equal to the radius of a circle having area n0 sq cm , what is the area of square ?	divide ( n0 , const_pi ) | sqrt ( #0 ) | square_edge_by_perimeter ( #1 ) | square_area ( #2 )
n0 bags of nuts are to be divided among n1 students . each bag contains n2 nuts . how many nuts will each student receive ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
if x = n0 - n1 t and y = n3 t - n3 , then for what value of t does x = y ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone .	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
the average of n0 quantities is n1 . the average of n2 of them is n3 . what is the average of remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
what is the % change in the area of a rectangle when its length increases by n1 % and its width decreases by n1 % ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
what will be the difference between simple and compound interest at n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
the ratio of numbers is n2 : n1 and their h . c . f is n2 . their l . c . m is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
if the difference between the length and breadth of a rectangle is n0 m and its perimeter is n1 m , what is its area ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_4 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	reminder ( n1 , n2 )
on a map , n0 centimeters represents n1 kilometers . two cities n2 kilometers apart would be separated on the map by how many centimeters ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
compound interest of rs . n0 at n1 % per annum for n3 1 / n4 years will be ( interest compounded half yearly ) .	divide ( n1 , n4 ) | divide ( n2 , n4 ) | add ( n2 , #1 ) | divide ( #0 , const_100 ) | add ( #3 , n2 ) | multiply ( #2 , n4 ) | power ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( #7 , n0 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
two isosceles triangles have equal vertical angles and their areas are in the ratio n0 : n1 . find the ratio of their corresponding heights .	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
five equal cubes , each of side n0 cm , are placed adjacent to each other . the volume of the new solid formed will be	add ( const_1 , const_4 ) | volume_cube ( n0 ) | multiply ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
which is the least number that must be subtracted from n0 so that the remainder when divided by n1 , n2 , n3 is n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | gcd ( n0 , #1 ) | multiply ( #2 , #1 ) | add ( n4 , #3 ) | subtract ( n0 , #4 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
if the true discount on a sum due n0 years hence at n1 % per annum be rs . n2 , the sum due is :	multiply ( n2 , const_100 ) | multiply ( const_2.0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a shopkeeper fixes the marked price of an item n0 % above its cost price . the percentage of discount allowed to gain n1 % is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
at what rate percent per annum will the simple interest on a sum of money be n0 / n1 of the amount in n2 years ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n2 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
abce is an isosceles trapezoid and acde is a rectangle . ab = n0 and ec = n1 . what is the length of ae .	power ( n1 , const_2 ) | subtract ( n1 , n0 ) | divide ( #1 , const_2 ) | power ( #2 , const_2 ) | subtract ( n1 , #2 ) | power ( #4 , const_2 ) | subtract ( #0 , #5 ) | add ( #3 , #6 ) | divide ( #7 , const_2 ) | sqrt ( #8 )
the slant height of a right circular cone is n0 m and its height is n1 m . find the area of its curved surface .	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( n0 , #3 )
how many positive integers less than n0 can be expressed as the sum of a positive multiple of n1 and a positive multiple of n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the ratio of spinsters to cats is n0 to n1 . if there are n2 more cats than spinsters , how many spinsters are there ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
sum of two numbers prime to each other is n0 and their l . c . m . is n1 . what are the numbers ?	add ( n0 , n1 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
the side of a rhombus is n0 m and length of one of its diagonals is n1 m . the area of the rhombus is ?	multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
sum of two numbers prime to each other is n0 and their l . c . m . is n1 . what are the numbers ?	add ( n0 , n1 )
what two - digit number is less than the sum of the square of its digits by n0 and exceeds their doubled product by n1 ?	subtract ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #1 , const_10 ) | add ( n1 , #2 )
if n5 x + y = n1 and x + n5 y = n3 , then ( n5 x + n5 y ) / n6 =	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n4 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
we had $ n0 left after spending n1 % of the money that we took for shopping . how much money did we start with ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
if ( n1 ^ n1 ) ( n2 ^ n4 ) = n4 ( n5 ^ x ) , what is the value of x ?	log ( n5 ) | power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #3 , n4 ) | log ( #4 ) | divide ( #5 , #0 )
find the least number which when divided by n0 , n1 , n2 , n3 leaves remainder n4 , n5 , n6 , n7 respectively .	lcm ( n0 , n1 ) | add ( n2 , #0 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
sum of two numbers prime to each other is n0 and their l . c . m . is n1 . what are the numbers ?	add ( n0 , n1 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles .	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the average of n3 results is n2 and the average of other n2 results is n3 . what is the average of all the results ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | divide ( #2 , #0 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the remainder is n0 when the integer n is divided by n1 , what is the remainder when n2 n is divided by n3 ?	multiply ( n0 , n2 ) | subtract ( #0 , n1 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | divide ( n1 , #2 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
find the two digit number , such that the ratio is n0 / n1 of original number to the number formed by reversing the digits .	multiply ( n0 , n1 ) | subtract ( #0 , n0 )
a number when divided by n2 leaves a remainder n1 . when the square of the same number is divided by n2 , the remainder is	multiply ( n0 , n1 ) | divide ( #0 , n0 )
the c . p of n0 books is equal to the s . p of n1 books . find his gain % or loss % ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
if the average ( arithmetic mean ) of x + n0 , x + n1 , and x + n2 is n3 , then x =	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
the sum of the first n0 positive even integers is n1 . what is the sum r of even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if jenee earns a raise of between n0 % and n1 % , non - inclusive , by what fraction could her salary have increased ?	multiply ( n0 , n1 ) | divide ( const_3 , #0 )
a wheel rotates n0 times every minute and moves n1 cm during each rotation . how many ems does the wheel move in n2 hour ?	multiply ( n0 , const_60 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
a shopkeeper fixes the marked price of an item n0 % above its cost price . the percentage of discount allowed to gain n1 % is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
the hcf of two numbers is n0 and the other two factors of their lcm are n1 and n2 . what is the largest number .	multiply ( n0 , n2 )
at what rate percent per annum will the simple interest on a sum of money be n0 / n1 of the amount in n2 years ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n2 )
how many integers between n0 , n1 and n2 , n3 have a n4 in the tens digit and a n5 in the units digit ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_10 ) | add ( #1 , #2 ) | add ( #3 , const_2 ) | subtract ( n1 , #4 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
the ratio of numbers is n0 : n1 and their h . c . f is n2 . their l . c . m is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
aarti can do a piece of work in n0 days . in how many days will she complete four time of work of same type ?	multiply ( n0 , const_3 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the moon revolves around the earth at a speed of approximately n0 kilometers per second . this approximate speed is how many kilometers per hour ?	multiply ( n0 , const_3600 )
aarti can do a piece of work in n0 days . in how many days will she complete three time of work of same type ?	multiply ( n0 , const_3 )
the lowest number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 and n4 is :	divide ( n0 , n2 )
how many minutes does aditya take to cover a distance of n0 m , if he runs at a speed of n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | divide ( #1 , const_60 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is net change in his salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
what is the sum of all n2 digit nos formed by { n1 , n2 , n3 , n4 , n5 } with nos not repeated	multiply ( n0 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_10 ) | add ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #1 ) | subtract ( #1 , #4 ) | divide ( #6 , n2 ) | add ( #7 , const_1 ) | divide ( #8 , n1 ) | multiply ( #5 , #9 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if all the numbers between n0 and n1 are written on a piece of paper . how many times will the number n2 be used ?	subtract ( n1 , n0 )
for what value of no_ascii_30 k no_ascii_79 will the equation ( n3 kx n3 + n2 kx + n3 ) = n4 have equal roots ?	multiply ( n0 , n0 ) | multiply ( n2 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | divide ( #3 , #1 )
the cost price of an book is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	divide ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_1 ) | multiply ( #4 , const_100 )
the moon revolves around the earth at a speed of approximately n0 kilometers per second . this approximate speed is how many kilometers per hour ?	multiply ( n0 , const_3600 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
walking at n0 / n2 th of its usual speed a cab is n2 mnts late . find its usual time to cover the journey ?	multiply ( n0 , n2 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if x = n3 - n1 t and y = n2 t - n3 , then for what value of t does x = y ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if n0 % of ( x - y ) = n1 % of ( x + y ) then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the sum of two numbers is n0 . the sum of their quotient and is reciprocal is n1 , the product of the numbers is ?	add ( const_2 , const_3 ) | multiply ( n0 , const_100 ) | divide ( #1 , const_10 ) | add ( n0 , #2 ) | add ( #0 , #3 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n0 ) | divide ( n1 , #3 )
aarti can do a piece of work in n0 days . in how many days will she complete three time of work of same type ?	multiply ( n0 , const_3 )
at what rate percent per annum will the simple interest on a sum of money be n0 / n1 of the amount in n2 years ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #1 , n2 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
if x and y are positive integers and x = n2 y + n1 , what is the remainder when x is divided by n2 ?	add ( n1 , const_1 ) | divide ( #0 , n0 )
if n0 x = n1 y = n2 z , then what is a possible sum of positive integers x , y , and z ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_4 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
the sum of the even numbers between n0 and n is n1 * n2 , where n is an odd number , then n = ?	multiply ( n1 , const_2 ) | add ( #0 , n0 )
the smallest number when increased by ` ` n0 ` ` is exactly divisible by n1 , n2 , n3 , n4 and n5 is :	lcm ( n1 , n2 ) | lcm ( n3 , n4 ) | lcm ( #0 , #1 ) | lcm ( n5 , #2 ) | add ( n0 , #3 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
the perimeter of an isosceles right triangle is n1 + n1 sq rt n2 . what is the length of the hypotenuse of the triangle ?	sqrt ( n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
n2 / n1 of girls , n2 / n3 of boys go to canteen . what factor and total number of classmates go to canteen .	add ( const_12 , const_12 ) | divide ( const_12 , n1 ) | divide ( const_12 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if n0 % of ( x - y ) = n1 % of ( x + y ) then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the length of the ribbon was originally n0 cm . it was reduced in the ratio n1 : n2 . what is its length now ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
find the least number which when divided by n0 , n1 , n2 and n3 leaves remainders n4 , n5 , n6 and n7 respectively .	lcm ( n0 , n1 ) | add ( n2 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
find the volume , curved surface area and the total surface area of a cylinder with diameter of base n0 cm and height n1 cm .	divide ( n0 , const_2 ) | multiply ( n0 , const_pi ) | multiply ( n1 , #1 ) | power ( #0 , const_2 ) | multiply ( #3 , const_pi ) | multiply ( #4 , const_2 ) | add ( #5 , #2 )
on dividing number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	reminder ( n1 , n2 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	reminder ( n1 , n2 )
a number is doubled and n0 is added . if the resultant is multiplied by n1 , it becomes n2 . what is that number ?	multiply ( n0 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a man bought n0 shares of rs . n1 at n2 discount , the rate of dividend being n3 % the rate of interest obtained is	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
if m is a positive integer and m ^ n0 is divisible by n1 , then the largest positive integer that must divide m is ?	divide ( n1 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_3 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
in what ratio must water be mixed with milk to gain n0 ( n1 / n2 ) % on selling the mixture at cost price ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_100 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone .	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the hcf of two numbers is n0 and the other two factors of their lcm are n1 and n2 . what is the largest number .	multiply ( n0 , n2 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a man bought n0 shares of rs . n1 at n2 discount , the rate of dividend being n3 % the rate of interest obtained is	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
milk contains n0 % water . what content of pure milk should be added to n1 liters of milk to reduce this to n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the area of a parallelogram is n0 sq m and its base is thrice the corresponding height . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
on dividing number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	reminder ( n1 , n2 )
the ratio of three numbers is n0 : n1 : n2 and their sum is n3 . the second number of the three numbers is ?	power ( n0 , n1 ) | power ( const_2.0 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
david biked n0 n1 / n2 miles in n3 hours and n4 minutes . what was his average rate of speed in miles per hour ?	add ( n0 , const_0_33 ) | divide ( n4 , const_60 ) | add ( n3 , #1 ) | divide ( #0 , #2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
how many liters of water must be added to n0 liters of milk and water containing n1 % water to make it n2 % water ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone .	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
the ratio of three numbers is n0 : n1 : n2 and their sum is n3 . the second number of the three numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if m is an integer such that ( - n2 ) ^ n2 m = n2 ^ ( n3 - m ) then m = ?	add ( n0 , const_1 ) | divide ( n3 , #0 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if the remainder is n0 when the integer n is divided by n1 , what is the remainder when n2 n is divided by n3 ?	multiply ( n0 , n2 ) | subtract ( #0 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a wheel rotates n0 times every minute and moves n1 cm during each rotation . how many metres does the wheel move in one hour ?	multiply ( n0 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 , n4 and n5 for the digits ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles .	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
calculate the dividend from moses ' s stock , if he invested rs . n0 at n1 to obtain an income of rs . n2 .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a is twice as good a workman as b and they took n0 days together to do the work b alone can do it in ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_2 )
a n0 m long train is running at n1 kmph . if it crossed the platform in n2 sec . then find the platform length ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if the difference between the length and breadth of a rectangle is n0 m and its perimeter is n1 m , what is its area ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_4 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
if neha is n2 both sonali and priyanka is n1 both sadaf and tanu is n2 . how much is prinka by the same system ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
the lcm and hcf of two numbers are n0 and n1 respectively . find the larger of the two numbers if their sum is n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a fill pipe can fill n0 / n1 of cistern in n2 minutes in how many minutes , it can fill full of the cistern ?	divide ( n0 , n1 ) | divide ( n2 , #0 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
the sides of a triangle are in the ratio n0 : n1 : n2 . if the pereimeter is n3 cms , the longest side is	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n3 , #2 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % .	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
in what ratio water be mixed with milk costing rs . n0 per liter to obtain a mixture worth of rs . n1 per litre ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | divide ( #1 , #0 )
if y is the smallest positive integer such that n0 , n1 multiplied by y is the square of an integer , then y must be	add ( const_2 , const_3 ) | multiply ( #0 , const_2 )
the perimeter of a triangle is n0 cm and the inradius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
walking at n2 / n1 th of its usual speed a cab is n2 mnts late . find its usual time to cover the journey ?	multiply ( n0 , n2 )
the length of a rectangle is reduced by n0 % . by what % would the width have to be increased to maintainthe original area ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a fair sided dice labeled n0 to n1 is tossed n3 times . what is the probability the sum of the n3 throws is n4 ?	power ( n1 , n2 ) | subtract ( n4 , const_1 ) | divide ( #1 , #0 )
the perimeter of an isosceles right triangle is n1 + n1 sq rt n2 . what is the length of the hypotenuse of the triangle ?	sqrt ( n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
the lcm and hcf of two numbers are n0 and n1 respectively . find the larger of the two numbers if their sum is n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the area of a circular field is n0 hectares . find the cost of fencing it at the rate of rs . n1 per metre .	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
if the n0 th date of a month is tuesday , what date will be n2 days after the n2 rd friday in the month ?	multiply ( n0 , n1 ) | add ( n1 , #0 )
how many n0 - digit numbers are there such that all n1 digits are different and the first digit and last digit is not zero ?	divide ( n0 , const_2 ) | subtract ( const_10 , const_1 ) | power ( #1 , #0 ) | subtract ( #1 , const_1 ) | power ( #3 , #0 ) | multiply ( #2 , #4 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what sum of money put at c . i amounts in n0 years to rs . n1 and in n2 years to rs . n3 ?	divide ( n3 , n1 ) | subtract ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | divide ( n1 , #3 )
if x and y are both odd prime numbers and x < y , how many distinct positive integer t factors does n0 xy have ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n4 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
find the sum lend at c . i . at n0 p . c per annum will amount to rs . n1 in n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( n1 , #2 )
a train n0 m long passes a platform n1 m long in n2 seconds . the speed of the train in m / sec is ?	add ( n0 , n1 ) | divide ( #0 , n2 )
how many liters of water must be evaporated from n0 liters of a n1 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
the proportion of copper and zinc in the brass is n0 : n1 . how much zinc will there be in n2 kg of brass ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the ratio of numbers is n0 : n2 and their h . c . f is n2 . their l . c . m is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
n0 , n1 , n2 , n3 , n4 . . . . . . . . . . . . . . n5 th terms	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the hcf of two numbers is n0 and the other two factors of their lcm are n1 and n2 . what is the largest number ?	multiply ( n0 , n2 )
a batsman scored n0 runs in his n2 th innings and that makes his average n2 . find his average upto the n3 th innings ?	multiply ( n1 , n1 ) | subtract ( #0 , n0 ) | divide ( #1 , n3 )
aarti can do a piece of work in n0 days . in how many days will she complete n1 time of work of same type ?	multiply ( n0 , const_3 )
a rope of which a calf is tied is increased from n0 m to n1 m , how much additional grassy ground shall it graze ?	add ( const_3 , const_4 ) | multiply ( const_10 , const_2 ) | power ( n1 , const_2 ) | power ( const_10 , const_2 ) | add ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #6 , #5 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
what will be the difference between simple and compound interest at n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #2 ) | power ( #1 , n2 ) | multiply ( n1 , #4 ) | subtract ( #5 , n1 ) | subtract ( #6 , #3 )
how many n0 - digit numerals begin with a digit that represents a prime and end with a digit that represents a odd prime number ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the area of a parallelogram is n0 sq m and its altitude is twice the corresponding base . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if each year the population of the country grows by n0 % , how many years will elapse before the population of the country doubles ?	add ( const_4 , const_4 )
how many n0 - digit numerals begin with a digit that represents a odd prime and end with a digit that represents a prime number ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
some persons can do a piece of work in n0 days . two times the number of such persons will do half of that work in	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
the sum of the first n0 positive even integers is n1 . what is the sum w of even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
if a number x is n1 % less than another number y and y is n1 % more than n2 , then x is equal to	divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | multiply ( #3 , #4 )
cost is expressed by the formula tb ^ n0 . if b is doubled , the new cost is what percent of the original cost ?	power ( const_2 , n0 ) | multiply ( #0 , const_100 )
the circumferences of two circles are n0 meters and n1 meters . find the difference between the areas of the larger and the smaller circles ?	multiply ( const_2 , const_pi ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | circle_area ( #1 ) | circle_area ( #2 ) | subtract ( #3 , #4 )
one side of a rectangular field is n0 m and its length along diagonal is n1 m . what is the area of the field ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
a train running at the speed of n0 km / hr crosses a pole in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
walking at n0 / n1 th of its usual speed a cab is n2 mnts late . find its usual time to cover the journey ?	multiply ( n0 , n2 )
if the sum of n0 consecutive even numbers is n1 more than the average of these numbers , then the largest of these numbers is ?	subtract ( n1 , const_4 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , const_1 )
a train running at the speed of n0 km / hr crosses a pole in n1 sec . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a large box contains n0 small boxes and each small box contains n1 chocolate bars . how many chocolate bars are in the large box ?	multiply ( n0 , n1 )
how many liters of water must be evaporated from n0 liters of a n2 - percent sugar solution to get a n2 - percent solution ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 )
what is the unit digit in [ ( n0 ) ^ n1 x ( n2 ) ^ n3 x ( n4 ) ^ n5 ] ?	multiply ( n3 , n4 ) | subtract ( const_3 , const_3 ) | power ( #0 , #1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a pipe can fill a cistern in n0 minutes . find the time in which n1 / n2 part of the cistern will be filled ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
ratio between rahul and deepak is n2 : n1 , after n2 years rahul age will be n3 years . what is deepak present age .	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
the c . p of n0 pens is equal to the s . p of n1 pens . find his gain % or loss % ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
what are the last two digits of ( n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 ) ^ n8	divide ( const_100 , const_4 ) | multiply ( n8 , const_3 ) | subtract ( const_1 , n8 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #0 , #5 ) | multiply ( #6 , const_4 )
the lcm and hcf of two numbers are n0 and n1 respectively . find the larger of the two numbers if their sum is n2 .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the sum of the first n0 positive even integers is n1 . what is the sum of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
how long does a train n0 m long running at the speed of n1 km / hr takes to cross a bridge n2 m length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if m and n are positive integers and m = n0 n - n1 , what is the remainder when m is divided by n2 ?	multiply ( n0 , const_2 ) | multiply ( n2 , n2 ) | subtract ( #0 , n1 ) | subtract ( #2 , #1 )
what is the minimum number of square tiles required to tile a floor of length n0 metres n1 cm and width n2 metres n3 cm ?	multiply ( n0 , const_100 ) | multiply ( const_4 , const_4 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #2 ) | multiply ( #1 , const_2 ) | add ( #5 , const_2 ) | divide ( #3 , #6 ) | divide ( #4 , #6 ) | multiply ( #7 , #8 )
if m is an integer such that ( - n2 ) ^ n2 m = n2 ^ ( n3 - m ) then m = ?	add ( n0 , const_1 ) | divide ( n3 , #0 )
the ratio of n5 numbers is n1 : n2 : n3 and their sum is n4 . the last number of the n5 numbers is ?	divide ( n1 , n3 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | add ( n2 , #2 ) | divide ( n4 , #3 )
the average of n3 results is n2 and the average of other n2 results is n3 . what is the average of all the results ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | divide ( #2 , #0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
how many seconds does sandy take to cover a distance of n0 meters , if sandy runs at a speed of n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a certain number when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	reminder ( n1 , n2 )
a shopkeeper fixes the marked price of an item n0 % above its cost price . the percentage of discount allowed to gain n1 % is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
if the ratio of s . i earned on certain amount on same rate is n0 : n1 . what is the ratio of time ?	divide ( n0 , n1 )
a man can row upstream at n0 kmph and downstream at n1 kmph , and then find the speed of the man in still water ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if w / x = n0 / n3 and w / y = n2 / n3 , then ( x + y ) / y =	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 )
share rs . n0 among john , jose & binoy in the ration n1 : n2 : n3 . find the amount received by john ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | subtract ( #0 , #1 )
the ratio of three numbers is n0 : n1 : n2 and their sum is n3 . the second number of the three numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a school has n0 maths n2 physics and n2 chemistry teachers each teacher can teach n3 subjects max what is he minimum number of teachers required	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
if m is a positive integer and m ^ n0 is divisible by n1 , then the largest positive integer that must divide m is ?	divide ( n1 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_3 )
the sum of the first n0 positive even integers is n1 . what is the sum of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
ratio between rahul and deepak is n0 : n1 , after n2 years rahul age will be n3 years . what is deepak present age ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n3 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
how many n0 digit numbers have no repeat digits , do not contain zero , and have a sum of digits d equal to n1 ?	factorial ( const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if n0 x = n1 y = n2 z , then what is a possible sum of positive integers x , y , and z ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_4 )
the moon revolves around the earth at a speed of approximately n0 kilometers per second . this approximate speed is how many kilometers per hour ?	multiply ( n0 , const_3600 )
if the remainder is n0 when the integer n is divided by n1 , what is the remainder when n2 n is divided by n3 ?	multiply ( n0 , n2 ) | subtract ( #0 , n1 )
the length of the bridge , which a train n0 m long and traveling at n1 km / hr can cross in n2 sec is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
the slant height of a cone is n0 cm and radius of the base is n1 cm , find the curved surface of the cone ?	multiply ( n1 , const_pi ) | multiply ( n0 , #0 )
if n0 men can reap n1 acres of land in n2 days , how many acres of land can n3 men reap in n4 days ?	divide ( n3 , n0 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
the ratio of numbers is n0 : n1 and their h . c . f is n2 . their l . c . m is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | lcm ( #0 , #1 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
when a certain number x is divided by n0 , the remainder is n1 . what is the remainder when x is divided by n2 ?	reminder ( n1 , n2 )
a school has n0 english n1 history and n2 geography teachers each teacher can teach n3 subjects max what is he minimum number of teachers required	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
if x : y = n0 : n2 , find ( n2 x + n4 y ) : ( n4 x - n5 y ) .	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
if a train , travelling at a speed of n0 kmph , crosses a pole in n1 sec , then the length of train is ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
the average of n3 results is n2 and the average of other n2 results is n3 . what is the average of all the results ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | divide ( #2 , #0 )
if ( n0 ^ n1 ) ( n2 ^ n3 ) = n4 ( n5 ^ x ) , what is the value of x ?	log ( n5 ) | power ( n0 , n1 ) | power ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #3 , n4 ) | log ( #4 ) | divide ( #5 , #0 )
a dishonest dealer professes to sell goods at the cost price but uses a weight of n0 grams per kg , what is his percent ?	add ( const_2 , const_3 ) | divide ( const_100 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | subtract ( #4 , const_100 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
the cost price of an article is n0 % of the marked price . calculate the gain percent after allowing a discount of n1 % ?	subtract ( const_100 , n1 ) | divide ( #0 , n0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , const_100 )
what two - digit number is less than the sum of the square of its digits by n0 and exceeds their doubled product by n1 ?	subtract ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #1 , const_10 ) | add ( n1 , #2 )
a n0 m long train crosses a tree in n1 sec , how much time will i take to pass a platform n2 m long ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
which is the least number that must be subtracted from n0 so that the remainder when divided by n1 , n2 , n3 is n4 ?	lcm ( n1 , n2 ) | lcm ( n3 , #0 ) | gcd ( n0 , #1 ) | multiply ( #2 , #1 ) | add ( n4 , #3 ) | subtract ( n0 , #4 )
in n0 m race , a covers the distance in n1 seconds and b in n2 seconds . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
if the average ( arithmetic mean ) of x + n0 , x + n1 , and x + n2 is n3 , then x =	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
approximately how many revolutions will be made by a car tire with a n0 - inch diameter if the car travels n1 no_ascii_39 n2 mile ?	divide ( n1 , n2 ) | multiply ( n2 , const_3 ) | divide ( #1 , const_10 ) | multiply ( #1 , const_10 ) | add ( #2 , n1 ) | add ( #3 , const_3 ) | divide ( #4 , const_10 ) | multiply ( #5 , const_10 ) | add ( #6 , const_4 ) | add ( #7 , const_3 ) | divide ( #8 , const_10 ) | multiply ( #9 , const_10 ) | add ( #10 , n1 ) | add ( #11 , const_3 ) | add ( #13 , n2 ) | divide ( #12 , const_10 ) | add ( #15 , const_3 ) | multiply ( #14 , const_10 ) | multiply ( n0 , #16 ) | divide ( #18 , #17 ) | divide ( #0 , #19 )
the number n0 can be written as sum of the squares of n2 different positive integers . what is the sum of these n2 different integers ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
if the length of the sides of two cubes are in the ratio n0 : n1 , what is the ratio of their total surface area ?	multiply ( n0 , n0 )
in how many seconds will a train n0 meters long pass an oak tree , if the speed of the train is n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
if a person buy radio worth rs n2 and pay n1 % sales . how much price of radio should reduce to pay only rs n2 .	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
if x = n0 + no_ascii_67 n6 , then what is the value of x n5 - n5 x n4 + n5 x n6 + n7 ?	sqrt ( n1 ) | add ( n0 , #0 ) | power ( #1 , n1 ) | subtract ( #1 , n1 ) | power ( #3 , n1 ) | multiply ( #2 , #4 ) | add ( n2 , #5 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if a - b = n0 and a ( power n2 ) + b ( power n2 ) = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
the mean of n0 observations was n3 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
increasing the original price of an article by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
if a n0 cm cube is cut into n1 cm cubes , then what is the percentage increase in the surface area of the resulting cubes ?	surface_cube ( n1 ) | surface_cube ( n0 ) | multiply ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n2 ) ^ n3 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
if x is n2 times larger than n , and if n1 n + n2 is n3 % of n4 , what is the value of ?	multiply ( n3 , n4 ) | divide ( #0 , const_100 ) | subtract ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n0 , #3 )
sachin is younger than rahul by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is sachin ?	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
find the c . i . on a sum of rs . n0 for n1 months at n2 % per annum , interest being compounded quarterly ?	divide ( const_0_25 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
tough and tricky questions : number properties . what is the smallest positive integer x such that n0 x is the cube of a positive integer ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #3 , const_3 ) | divide ( #4 , const_3 ) | power ( #5 , const_2 )
stacy has a n0 page history paper due in n1 days . how many pages per day would she have to write to finish on time ?	divide ( n0 , n1 )
if n0 ^ n7 * n2 ^ n7 * n4 ^ n7 * n6 ^ n7 = x , what is the units digit of x ?	multiply ( n1 , n7 ) | divide ( #0 , const_10 )
if two dice are thrown together , the probability of getting an even number on one die and an odd number on the other is - .	multiply ( const_6 , const_6 ) | divide ( const_6 , #0 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
in a certain parallelogram the degree measure of one angle exceeds that of the other by n0 what is the degree measure of the smaller angle ?	divide ( const_3600 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 )
if x and y are positive integers and n0 + x + y + xy = n1 , what is the value of x + y ?	add ( n1 , const_1 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
calculate the share of y , if rs . n0 is divided among x , y and z in the ratio n1 : n2 : n3 ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
sandy is younger than molly by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is molly ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | power ( n2 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
if a tire rotates at n0 revolutions per minute when the car is traveling n1 km / h , what is the circumference of the tire ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_1000 )
for how many unique pairs of nonnegative integers { a , b } is the equation a ^ n1 - b ^ n1 = n2 true ?	add ( const_1 , const_4 ) | log ( n2 ) | log ( #0 ) | divide ( #1 , #2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
s is a set of n0 consecutive multiples of n1 . if the smallest number in s is n2 , then the greatest number in s is	subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
a bag contains n0 green and n1 white balls . if two balls are drawn simultaneously , the probability that both are of the same colour is	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #4 , #7 ) | add ( #8 , #9 )
if the average of n0 digits is n1 and the average of n2 of them is n3 , calculate the average of the remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer m that must divide n is ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
if jamie ' s income is rs n0 , calculate his savings given that his income and expenditure are in the ratio n1 : n2 . ?	add ( n1 , n2 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
pradeep has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , const_2 ) | add ( n3 , #0 ) | sqrt ( #1 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n2 ) ^ n3 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
if one root of the equation n1 x ^ n1 + n2 x no_ascii_77 k = n3 is n4 , what is the value of k ?	multiply ( n2 , n4 ) | power ( n4 , n0 ) | multiply ( n0 , #1 ) | add ( #2 , #0 )
a rectangular room n0 m long , n1 m broad is surrounded by a varandah , n2 m wide . find the area of the varandah ?	divide ( n2 , const_10 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 ) | add ( n1 , #1 ) | multiply ( #2 , #3 )
the l . c . m . of n2 numbers is n1 . the numbers are in the ratio n2 : n3 . find their sum ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
the sum of two numbers is n0 . n1 times one number is equal to n2 times the other . the smaller of the two numbers is	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
if x and y are positive integers and n0 + x + y + xy = n1 , what is the value of x + y ?	add ( n1 , const_1 )
what is the total number of positive integers that are less than n1 and that have no positive factor in common with n1 other than n2 ?	divide ( n0 , const_100 ) | subtract ( n0 , n2 ) | subtract ( n0 , const_2 ) | subtract ( n0 , const_10 ) | subtract ( #2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #3 , const_10 ) | divide ( #4 , const_2 ) | divide ( #6 , const_10 ) | subtract ( #5 , #0 ) | add ( #7 , n2 ) | add ( n2 , #8 ) | divide ( #9 , #0 ) | add ( #12 , n2 ) | add ( #10 , #13 ) | subtract ( #14 , #11 ) | subtract ( #1 , #15 )
a train speeds past a pole in n0 seconds and speeds past a platform n1 meters long in n2 seconds . its length in meters is :	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
in a n0 m race , a covers the distance in n1 seconds and b in n2 second . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
if a and b are positive integers , and a = n0 b + n1 , the greatest common divisor of a and b can not be	divide ( n1 , n0 ) | add ( #0 , const_2 )
if price of t . v set is reduced by n0 % , then its sale increases by n1 % , find net effect on sale value	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
boy sells a book for rs . n0 he gets a loss of n2 % , to gain n2 % , what should be the sp ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
if price of t . v set is reduced by n0 % , then its sale increases by n1 % , find net effect on sale value	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if [ [ x ] ] = x ^ n3 + n3 x + n2 , what is the value of [ [ n3 ] ] ?	multiply ( n0 , n0 ) | power ( n0 , n0 ) | add ( #0 , #1 ) | add ( n2 , #2 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the true discount on a bill due n0 months hence at n1 % per annum is rs . n2 . the amount of the bill is :	multiply ( const_3 , const_4 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( n2 , #3 ) | add ( n2 , #4 )
a sum of money becomes n0 / n1 of itself in n2 years at a certain rate of simple interest . the rate per annum is ?	divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is	subtract ( n0 , const_4 )
a sum of money becomes n0 / n2 of itself in n2 years at a certain rate of simple interest . the rate per annum is ?	divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
stacy has a n0 page history paper due in n1 days . how many pages per day would she have to write to finish on time ?	divide ( n0 , n1 )
if n0 x + y = n1 , n4 x - y = n3 , for integers of x and y , y ^ n4 = ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( #3 , n3 ) | power ( #4 , n2 )
what is the sum of mean and median of n0 , n1 , n6 , n3 , n4 , n5 , n6 , n7 , n8 ?	subtract ( n3 , n2 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
a cube of side one meter length is cut into small cubes of side n0 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
if n0 % of a number is equal to one half of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if one positive integer is greater than another positive integer by n0 , and the difference of their cubes is n1 , what is their sum ?	power ( n0 , n0 ) | power ( n0 , const_2 ) | multiply ( #1 , const_2 ) | power ( #0 , const_2 ) | subtract ( n1 , #0 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | add ( #0 , #7 ) | divide ( #8 , #2 ) | subtract ( #9 , n0 ) | add ( #9 , #10 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
when the price of an article was reduced by n0 % its sale increased by n1 % . what was the net effect on the sale ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
walking n2 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
two numbers are less than third number by n0 % and n1 % respectively . how much percent is the second number less than by the first	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_10 )
a train traveling at n0 kmph overtakes a motorbike traveling at n1 kmph in n2 seconds . what is the length of the train in meters ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
for how many unique pairs of nonnegative integers { a , b } is the equation a ^ n1 - b ^ n1 = n2 true ?	add ( const_1 , const_4 ) | log ( n2 ) | log ( #0 ) | divide ( #1 , #2 )
boy sells a book for rs . n0 he gets a loss of n2 % , to gain n2 % , what should be the sp ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a train takes n1 sec to pass a signal post and covers a distance of n1 km in n2 min . find the length of train ?	multiply ( n0 , const_1000 ) | multiply ( n2 , const_60 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
two numbers are n0 % and n1 % are less than a third number . how much percent is the second number less than the first ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if - n3 x + n1 y = n2 and n3 x + n4 y = n5 , what is the product of x and y ?	add ( n2 , n5 ) | divide ( #0 , n4 ) | multiply ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then what is the largest positive integer that must divide n ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
the sum of squares of n0 numbers is n1 and sum of their products taken two at a time is n2 . what is their sum ?	divide ( n2 , n0 ) | divide ( #0 , n0 ) | subtract ( #1 , const_10 ) | subtract ( #2 , const_3 )
the l . c . m . of n0 numbers is n1 . the numbers are in the ratio n2 : n3 . find their product ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
two numbers are n0 % and n1 % are less than a third number . how much percent is the second number less than the first ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if n is an integer and n0 n ^ n1 is less than or equal to n2 , what is the greatest possible value of n ?	divide ( n2 , n0 ) | sqrt ( #0 ) | floor ( #1 )
if [ [ x ] ] = x ^ n1 + n1 x + n2 , what is the value of [ [ n3 ] ] ?	multiply ( n0 , n0 ) | power ( n0 , n0 ) | add ( #0 , #1 ) | add ( n2 , #2 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
s is a set of n0 consecutive multiples of n1 . if the smallest number in s is n2 , then the greatest number in s is	subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
the product of two numbers is n0 and their h . c . f is n1 . the l . c . m of the numbers is	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
two cards are drawn together from a pack of n0 cards . the probability that one is a club and other is a diamond , is :	divide ( n0 , const_4 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_2 )
if the given two numbers are respectively n0 % and n1 % of a third number , then what percentage is the first of the second ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the number n0 can be written as sum of the squares of n2 different positive integers . what is the sum of these n2 different integers ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , n0 ) | add ( n3 , #0 ) | sqrt ( #1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
n0 * n1 * n2 * n3 * n4 * n5 * n6 * n7 . what should be in the unit place in this product ?	add ( const_3 , const_4 ) | multiply ( #0 , const_2 )
if the sum of two positive integers is n0 and the difference of their squares is n1 , what is the product of the two integers ?	divide ( n1 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #0 ) | multiply ( #3 , #2 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a person buys an article at $ n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than	multiply ( n0 , const_1 )
no_ascii_78 n denotes the number obtained when n is rounded to the nearest tenth . for example no_ascii_78 n0 = n1 no_ascii_78 n2 - no_ascii_78 n3 =	subtract ( n2 , n3 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
the sum of ages of n0 children born at theintervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
the l . c . m . of n0 numbers is n1 . the numbers are in the ratio n2 : n3 . find their sum ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , n10 , ( . . . )	multiply ( const_3.0 , n0 )
if a and b are positive integers , and a = n0 b + n1 , the greatest common divisor of a and b can not be	divide ( n1 , n0 ) | add ( #0 , const_2 )
one boss decided to increase the salary of an employee by n0 % . how much will he get if his salary was rs . n1 ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
walking at n0 / n1 of its usual speed , a train is n2 minutes too late . what is usual time to cover the journey ?	divide ( n0 , n1 ) | inverse ( #0 ) | subtract ( #1 , const_1 ) | divide ( n2 , #2 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a towel , when bleached , lost n0 % of its length and n1 % of its breadth . what is the percentage decrease in area ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_100 )
if n0 women take an hour to dig a ditch , then how long should n1 women take a dig to ditch of the same type ?	divide ( n1 , n0 ) | divide ( const_60 , #0 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , n3 , what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
there are n0 dozen mangoes in a box . if there are n1 such boxes , how many mangoes are there in all the boxes together ?	add ( const_10 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 )
if the average ( arithmetic mean ) of n0 x , n1 x , and n2 x is n3 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if the length of the sides of two cubes are in the ratio n0 : n1 , what is the ratio of their total surface area ?	multiply ( n0 , n0 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
if the product of two numbers is n0 and their h . c . f . is n1 , find their l . c . m .	divide ( n0 , n1 )
present birth rate is n0 per n3 while death rate is n2 per n3 . what will be the percentage increase in the rate of population ?	subtract ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
when the price of an article was reduced by n0 % its sale increased by n1 % . what was the net effect on the sale ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
how long does a train n0 meters long running at the rate of n1 km / hr take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , n3 , what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
two numbers are less than third number by n0 % and n1 % respectively . how much percent is the second number less than by the first	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_10 )
if x = n7 + no_ascii_67 n6 , then what is the value of x n5 - n5 x n4 + n5 x n6 + n7 ?	sqrt ( n1 ) | add ( n0 , #0 ) | power ( #1 , n1 ) | subtract ( #1 , n1 ) | power ( #3 , n1 ) | multiply ( #2 , #4 ) | add ( n2 , #5 )
if a tire rotates at n0 revolutions per minute when the car is traveling n1 km / h , what is the circumference of the tire ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_1000 )
if the simple interest on $ n0 increase by $ n1 , when the time increase by n2 years . find the rate percent per annum .	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
calculate the dividend from caleb ' s stock , if caleb he invested rs . n0 at n1 to obtain an income of rs . n2 .	divide ( n0 , n1 ) | divide ( n2 , #0 )
a person buys an article at $ n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer q that must divide n is ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
if t = n0 / n1 * ( k - n2 ) , and if t = n3 , then what is the value of k ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n2 , #1 )
if n is a positive integer and n ^ n0 is divisible by n1 , then what is the largest positive integer that must divide n ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
if the given two numbers are respectively n0 % and n1 % of a third number , then what percentage is the first of the second ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a trader sold an article on a certain price with n0 % profit . if he sold double of previous selling price then find its profit %	add ( n0 , const_100 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_100 )
if a and b get profits of rs . n0 and rs . n1 respectively at the end of year the ratio of their investments are ?	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
stacy has a n0 page history paper due in n1 days . how many pages per day would she have to write to finish on time ?	divide ( n0 , n1 )
a man completes of a job in n0 days . at this rate , how many more days will it takes him to finish the job ?	add ( const_2 , const_3 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #2 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the speed of a boat in still water is n0 kmph and the speed of the current is n1 kmph . find the speed and upstream ?	subtract ( n0 , n1 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
the area of a parallelogram is n0 sq m and its altitude is three times the corresponding base . what is the length of the base ?	divide ( n0 , const_2 ) | sqrt ( #0 )
a towel , when bleached , lost n0 % of its length and n1 % of its breadth . what is the percentage decrease in area ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_100 )
if the sum of two positive integers is n0 and the difference of their squares is n1 , what is the product of the two integers ?	divide ( n1 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #0 ) | multiply ( #3 , #2 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
a number when divided by n0 gives a remainder n1 . when the same number if it divided by n2 , what would be the remainder ?	multiply ( n2 , const_2 ) | subtract ( n1 , #0 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
sum of the squares of n0 numbers is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
sandy had $ n0 left after spending n1 % of the money she took for shopping . how much money did sandy take along with her ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
two numbers are less than third number by n0 % and n1 % respectively . how much percent is the second number less than by the first	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_10 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a is a positive integer and multiple of n0 ; p = n1 ^ a , what is the remainder when p is divided by n2 ?	power ( const_4 , const_4 ) | reminder ( #0 , n2 )
find the c . i . on a sum of rs . n0 for n1 months at n2 % per annum , interest being compounded quarterly ?	divide ( const_0_25 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
a batsman scored n0 runs whichincluded n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets ?	add ( n1 , n1 ) | multiply ( n1 , const_4 ) | multiply ( n2 , #0 ) | add ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
sheela deposits rs . n0 in bank savings account . if this is n1 % of her monthly income . what is her monthly income in ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n2 ) ^ n3 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the ratio of n0 numbers is n1 : n2 : n3 and the sum of their squares is n4 . the sum of the numbers is ?	power ( n1 , n2 ) | power ( n2 , n2 ) | power ( n3 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | sqrt ( #5 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
if a ^ n1 + b ^ n1 = n2 and ab = n3 then find the value of a + b / a - b ?	sqrt ( n2 ) | multiply ( #0 , const_10 ) | add ( #1 , const_3 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
what is the greater of the two numbers whose product is n0 , given that the sum of the two numbers exceeds their difference by n1 ?	power ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
a train traveling at n0 kmph overtakes a motorbike traveling at n1 kmph in n2 seconds . what is the length of the train in meters ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the sum of first n consecutive odd integers is n ^ n0 . what is the sum of all odd integers between n1 and n2 inclusive .	add ( n2 , const_1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | power ( #4 , n0 ) | subtract ( #5 , #6 )
some persons can do a piece of work in n0 days . two times the number of these people will do half of that work in ?	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a man rows his boat n0 km downstream and n1 ` km upstream , taking n2 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
pradeep has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
what is the average ( arithmetic mean ) of the numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
find the least number which when divided by n0 , n1 , and n2 leaves a remainder n3 , but when divided by n4 leaves no remainder	add ( const_3 , const_4 ) | multiply ( const_2 , const_3 ) | lcm ( n0 , #1 ) | lcm ( #0 , #2 ) | lcm ( n2 , #3 ) | multiply ( #4 , const_2 ) | add ( n3 , #5 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n3 ) ^ n3 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
in a lottery there are n0 prizes and n1 blanks . a lottery is drawn at random . what is the probability of getting a blank ?	add ( n0 , n1 ) | divide ( n1 , #0 )
sandy had $ n0 left after spending n1 % of the money she took for shopping . how much money did sandy take along with her ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
two letters from the word khantkar are selected at random . what is the probability that at least one of the selected letters is a consonant ?	multiply ( const_2 , const_4 ) | choose ( #0 , const_2 ) | divide ( const_1 , #1 ) | negate_prob ( #2 )
a work which could be finished in n0 days was finished n1 days earlier after n2 more men joined . the number of men employed was ?	multiply ( n1 , const_2 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
what is the total number of positive integers that are less than n1 and that have no positive factor in common with n1 other than n2 ?	divide ( n0 , const_100 ) | subtract ( n0 , n2 ) | subtract ( n0 , const_2 ) | subtract ( n0 , const_10 ) | subtract ( #2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #3 , const_10 ) | divide ( #4 , const_2 ) | divide ( #6 , const_10 ) | subtract ( #5 , #0 ) | add ( #7 , n2 ) | add ( n2 , #8 ) | divide ( #9 , #0 ) | add ( #12 , n2 ) | add ( #10 , #13 ) | subtract ( #14 , #11 ) | subtract ( #1 , #15 )
if x : y = n4 : n1 , find the value of ( n2 x + n3 y ) : ( n4 x no_ascii_77 y )	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
if in a race of n0 m , a covers the distance in n1 seconds and b in n2 seconds , then a beats b by :	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if t = n0 / n1 * ( k - n2 ) , and if t = n3 , then what is the value of k ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n2 , #1 )
the lcm of two numbers is n0 and hcf is n1 . if one of the numbers is n2 . then what is the other number ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a ship going at the speed of n0 km / hr crosses a light house in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if a - b = n0 and a ( power n2 ) + b ( power n2 ) = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
if the average of n0 digits is n1 and the average of n2 of them is n3 , calculate the average of the remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
volume of a right circular cylinder is n0 o l . if radius of cylinder is doubled , then what will be the increase in volume ?	multiply ( n0 , const_10 ) | multiply ( #0 , const_4 ) | subtract ( #1 , #0 )
every second saturday and all sundays are holidays . how many working days will be there in a month of n0 days beginning on a saturday ?	add ( const_1 , const_1 ) | add ( const_2 , const_3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
if a / b = n0 / n4 , then ( n4 a + n5 b ) / ( n4 a - n5 b ) = ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
if t = n0 / n1 * ( k - n2 ) , and if t = n3 , then what is the value of k ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n2 , #1 )
sheela deposits rs . n0 in bank savings account . if this is n1 % of her monthly income . what is her monthly income in ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
four numbers are in the ratio n0 : n1 : n2 : n3 add up to give a sum of n4 . find the biggest number .	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
find value of x ( n0 ^ n7 + n2 ^ n7 + n4 ^ n7 + . . . + n6 ^ n7 ) = x	add ( n6 , const_1 ) | add ( const_1 , const_10 ) | multiply ( n1 , n6 ) | multiply ( const_2 , const_3 ) | multiply ( n1 , const_10 ) | add ( #2 , const_1 ) | add ( #4 , const_1 ) | multiply ( n6 , #0 ) | multiply ( #1 , const_10 ) | multiply ( #5 , #7 ) | multiply ( #6 , #8 ) | divide ( #9 , #3 ) | divide ( #10 , #3 ) | subtract ( #11 , #12 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
if a tire rotates at n0 revolutions per minute when the car is traveling n1 km / h , what is the circumference of the tire ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_1000 )
the perimeter of a triangle is n0 cm and the in radius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a number is n0 less than n1 times the other number . if the sum of both the number is n2 , what are the numbers ?	subtract ( n2 , n1 ) | subtract ( n2 , #0 ) | multiply ( #1 , const_100 ) | add ( #2 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
cost is expressed by the formula tb ^ n0 . if b is doubled , the new cost is what percent t of the original cost ?	power ( const_2 , n0 ) | multiply ( #0 , const_100 )
in a group of n0 people , n1 like reading books , n2 like both reading books and listening songs . how many like listening songs ?	subtract ( n1 , n2 ) | add ( n2 , #0 ) | add ( n2 , #1 )
the number of natural numbers n such that ( n + n0 ) ^ n1 / ( n + n2 ) is an integer , is ?	subtract ( n2 , const_3 )
total dinning bill of n0 people was $ n1 and n2 % tip divided the bill evenly ? what is the bill amount each person shared .	divide ( const_1 , n2 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | divide ( #2 , n0 )
if a - b = n0 and a ( power n2 ) + b ( power n2 ) = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
a towel , when bleached , lost n1 % of its length and n1 % of its breadth . what is the percentage decrease in area ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_100 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if n5 x + n3 y = n2 and y no_ascii_73 n3 x = n4 , then what is the value of x + n5 y ?	add ( n2 , n5 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , n5 ) | divide ( #4 , n1 ) | multiply ( #2 , #5 )
sachin is younger than rahul by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is sachin ?	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , n0 ) | add ( n3 , #0 ) | sqrt ( #1 )
pradeep has to obtain n2 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
what is the greater of the two numbers whose product is n0 , given that the sum of the two numbers exceeds their difference by n1 ?	power ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
marcella has n0 pairs of shoes . if she loses n1 individual shoes , what is the greatest number of matching pairs she could have left ?	divide ( n1 , const_2 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( n0 , #2 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
find the c . i . on a sum of rs . n0 for n1 months at n2 % per annum , interest being compounded halfyearly ?	divide ( const_0_25 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
the lcm of two numbers is n0 and hcf is n1 . if one of the numbers is n2 . then what is the other number ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the diagonal of a square is twice the side of equilateral triangle then the ratio of area of the triangle to the area of square is ?	add ( const_1 , const_1 ) | power ( const_2 , const_2 ) | triangle_area_three_edges ( const_1 , const_1 , const_1 ) | divide ( #1 , #0 ) | sqrt ( #3 ) | square_area ( #4 ) | divide ( #2 , #5 )
what is the average ( arithmetic mean ) of n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , n1 ) | add ( #2 , const_1 ) | multiply ( #0 , #3 ) | divide ( #4 , const_2 ) | divide ( #5 , #3 )
a work which could be finished in n0 days was finished n1 days earlier after n2 more men joined . the number of men employed was ?	multiply ( n1 , const_2 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
if price of t . v set is reduced by n0 % , then its sale increases by n1 % , find net effect on sale value	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if n0 , n5 microns = n7 decimeter , and n7 , n5 , n5 angstroms = n7 decimeter , how many angstroms equal n7 micron ?	multiply ( const_100 , const_100 ) | divide ( n1 , #0 ) | multiply ( #1 , #0 )
increasing the original price of an article by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a person buys an article at $ n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
. on dividing a number by n0 , we get n1 as remainder . on dividing the same number n2 , what will be the remainder ?	divide ( n1 , n2 ) | factorial ( #0 )
if the average ( arithmetic mean ) of n0 a + n1 , n2 a - n3 is n4 , what is the value of a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
how many paying stones , each measuring n0 * n1 m are required to pave a rectangular court yard n2 m long and n3 m board ?	rectangle_area ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | divide ( #0 , #1 )
if x : y = n0 : n1 , find the value of ( n2 x + n3 y ) : ( n4 x no_ascii_77 y )	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
if in a race of n0 m , a covers the distance in n1 seconds and b in n2 seconds , then a beats b by :	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
in a lottery there are n0 prizes and n1 blanks . a lottery is drawn at random . what is the probability of getting a prize ?	add ( n0 , n1 ) | divide ( n1 , #0 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
sandy had $ n0 left after spending n1 % of the money she took for shopping . how much money did sandy take along with her ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
when the positive integer x is divided by n3 , the remainder is n1 . what is the remainder when n2 x is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
a sum of money becomes n0 / n1 of itself in n2 years at a certain rate of simple interest . the rate per annum is ?	divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if - n0 x + n4 y = n2 and n3 x - n4 y = n5 , what is the sum of x and y ?	add ( n2 , n5 ) | divide ( #0 , n4 ) | multiply ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
the food in a camp lasts for n2 men for n1 days . if n2 more men join , how many days will the food last ?	add ( n0 , n0 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
two circles are there one with arc area n0 digree equal to n1 digree of another circle find the area of circle n2 : circle n3 ratio	divide ( n1 , const_360 ) | divide ( n0 , const_360 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_pi ) | divide ( #4 , #5 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
if the simple interest on $ n0 increase by $ n1 , when the time increase by n2 years . find the rate percent per annum .	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
an article costing rs . n0 is sold at n1 % discount on a mark - up price . what is the selling price after discount ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
boy sells a book for rs . n0 he gets a loss of n2 % , to gain n2 % , what should be the sp ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
if x + | x | + y = n0 and x + | y | - y = n1 what is x + y = ?	multiply ( n1 , const_2 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
what will be the difference between simple interest and compound interest @ n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | power ( #2 , const_4 ) | multiply ( n1 , #5 ) | subtract ( #6 , n1 ) | subtract ( #7 , #4 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
sachin is younger than rahul by n1 years . if their ages are in the respective ratio of n1 : n2 , how old is sachin ?	subtract ( n2 , n1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is ?	power ( n0 , n1 ) | power ( n1 , const_2 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
second saturday and every sunday is a holiday . how many working days will be there in a month of n0 days beginning on a saturday ?	subtract ( n0 , const_2 ) | divide ( #0 , const_4 ) | subtract ( #1 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , const_3 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a women travels from x to y distance of n0 miles in n1 hours . she returns to x in n2 hours . find her average speed	add ( n1 , n2 ) | divide ( #0 , const_2 ) | divide ( n0 , #1 )
if the radius of a cylinder is doubled and height n0 times , what is the new volume of the cylinder divided by the old one ?	multiply ( const_1 , const_2 ) | volume_cylinder ( const_1 , const_1 ) | volume_cylinder ( #0 , #0 ) | divide ( #2 , #1 )
a motorist travels for n0 hours , the first half at n1 kmph and the rest at n2 kmph . find the distance traveled by him .	divide ( n0 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | add ( #1 , #2 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is :	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
in how many seconds will a train n0 meters long pass an oak tree , if the speed of the train is n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in lottery , there are n0 prizes and n1 blanks . a lottery is drawn at random . what is the probability of getting a prize ?	add ( n0 , n1 ) | divide ( n0 , #0 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
what was the principal , if at n0 % per annum the interest after n1 years amounted to rs . n2 less than the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
an error n0 % in excess ismade while measuring the side ofa square . the % of error in the calculated area of the square is ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is	subtract ( n0 , const_4 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
what is the compound interest on rs . n0 at n1 % p . a . compounded half - yearly for n2 n3 / n4 years .	divide ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , const_100 ) | divide ( #2 , const_100 ) | power ( #3 , #1 ) | subtract ( #4 , const_1 ) | multiply ( n0 , #5 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
the banker ' s gain of a certain sum due n0 years hence at n1 % per annum is rs . n2 . the present worth is	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
when the positive integer x is divided by n3 , the remainder is n1 . what is the remainder when n2 x is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
if the sum of two positive integers is n0 and the difference of their squares is n1 , what is the product of the two integers ?	divide ( n1 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #0 ) | multiply ( #3 , #2 )
increasing the original price of an article by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if each side of a rectangle is increased by n0 % with the length being double the width , find the percentage change in its area ?	divide ( n0 , n0 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if n is a positive integer and n ^ n0 is divisible by n1 , then the largest positive integer t that must divide n is ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
in a n0 m race , a covers the distance in n1 seconds and b in n2 second . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
if the product of two numbers is n0 and their h . c . f . is n1 , find their l . c . m .	divide ( n0 , n1 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
if x = - n3 and y = - n1 , what is the value of n2 ( x - y ) ^ n3 - xy ?	negate ( n0 ) | negate ( n1 ) | multiply ( #0 , #1 ) | subtract ( #0 , #1 ) | power ( #3 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , #2 )
in a certain parallelogram the degree measure of one angle exceeds that of the other by n0 what is the degree measure of the smaller angle ?	divide ( const_3600 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 )
if one positive integer is greater than another positive integer by n0 , and the difference of their cubes is n1 , what is their sum ?	power ( n0 , n0 ) | power ( n0 , const_2 ) | multiply ( #1 , const_2 ) | power ( #0 , const_2 ) | subtract ( n1 , #0 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | add ( #0 , #7 ) | divide ( #8 , #2 ) | subtract ( #9 , n0 ) | add ( #9 , #10 )
if in a race of n0 m , a covers the distance in n1 seconds and b in n2 seconds , then a beats b by :	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if x = n0 + no_ascii_67 n7 , then what is the value of x n5 - n5 x n4 + n5 x n7 + n7 ?	sqrt ( n1 ) | add ( n0 , #0 ) | power ( #1 , n1 ) | subtract ( #1 , n1 ) | power ( #3 , n1 ) | multiply ( #2 , #4 ) | add ( n2 , #5 )
if x + | x | + y = n0 and x + | y | - y = n1 what is x + y = ?	multiply ( n1 , const_2 )
boy sells a book for rs . n0 he gets a loss of n1 % , to gain n2 % , what should be the sp ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
in how many seconds will a train n0 meters long pass an oak tree , if the speed of the train is n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
the perimeter of a triangle is n0 cm and the in radius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
he greatest possible length which can be used to measure exactly the lengths n0 m , n1 m n2 cm , n3 m n4 cm is :	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if price of t . v set is reduced by n0 % , then its sale increases by n1 % , find net effect on sale value	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
n0 , n1 , n2 , n3 , n4 , . . . . . . . . . . . . . . n5 th terms	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
if the product of two numbers is n0 and their h . c . f . is n1 , find their l . c . m .	divide ( n0 , n1 )
the product of two numbers is n0 . if the h . c . f of these numbers is n1 , then the greater number is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
n3 numbers are in the ratio n1 : n2 : n3 : n4 add up to give a sum of n5 . find the biggest number .	add ( n1 , n2 ) | add ( n0 , #0 ) | add ( n4 , #1 ) | divide ( n5 , #2 ) | multiply ( n4 , #3 )
if in a race of n0 m , a covers the distance in n1 seconds and b in n2 seconds , then a beats b by :	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if the length of the sides of two cubes are in the ratio n0 : n1 , what is the ratio of their total surface area ?	multiply ( n0 , n0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the perimeter of a triangle is n0 cm and the in radius of the triangle is n1 cm . what is the area of the triangle ?	triangle_area ( n0 , n1 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
n0 men work for n1 days and finish a work . how many men would do a job n2 times the previous one in n3 days ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | add ( #0 , #1 ) | add ( n1 , #2 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the average of n0 numbers id n1 . if two numbers , namely n2 and n3 are discarded , the average of the remaining numbers is :	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
what will be the compound interest on a sum of rs . n0 after n1 years at the rate of n2 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
the population of a town increased from n0 , n1 to n2 , n3 in a decade . the average percent increase of population per year is	multiply ( const_100 , const_1000 ) | add ( n1 , #0 ) | multiply ( n2 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , const_10 ) | divide ( #5 , #1 ) | multiply ( #6 , const_100 )
find the simple interest on rs . n0 at n1 % per annum for the period from n2 th feb to n3 th april , n4 .	add ( n2 , n3 ) | divide ( const_1 , const_100 ) | multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n2 , #4 ) | multiply ( n2 , #3 ) | multiply ( #3 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #0 , n2 ) | divide ( #2 , #6 ) | divide ( #5 , n3 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #9 ) | add ( #12 , #13 ) | multiply ( #14 , #11 ) | multiply ( #10 , #15 ) | multiply ( #1 , #16 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n2 ) ^ n5 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
difference between two numbers is n0 , n1 times of the smaller lacks by n2 from the n3 times of the greater . find the numbers ?	subtract ( n2 , n3 ) | subtract ( #0 , const_1 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a cube of side one meter length is cut into small cubes of side n0 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
two numbers are respectively n0 % and n1 % more than a third number . so find the percentage that is first of the second is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
when the positive integer x is divided by n3 , the remainder is n2 . what is the remainder when n2 x is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
the sum of the digits of [ ( n0 ^ x ) ^ y ] - n1 = n2 . what is the value of xy ?	divide ( n1 , const_2 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is	subtract ( n0 , const_4 )
calculate the share of y , if rs . n0 is divided among x , y and z in the ratio n1 : n2 : n3 ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
some persons can do a piece of work in n0 days . two times the number of these people will do half of that work in ?	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , const_2 ) | add ( #0 , const_1 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
the l . c . m . of n2 numbers is n1 . the numbers are in the ratio n2 : n3 . find their sum ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
in a division sum , the divisor is n0 times the quotient and n1 times the remainder . if the remainder is n2 , the divident is	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , #0 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
if the sum of two positive integers is n0 and the difference of their squares is n1 , what is the product of the two integers ?	divide ( n1 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #0 ) | multiply ( #3 , #2 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
a train speeds past a pole in n0 seconds and a platform n1 meters long in n2 seconds . what is the length of the train ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
what is the compound interest on rs . n0 at n1 % p . a . compounded half - yearly for n3 1 / n4 years .	divide ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , const_100 ) | divide ( #2 , const_100 ) | power ( #3 , #1 ) | subtract ( #4 , const_1 ) | multiply ( n0 , #5 )
if a n0 cm cube is cut into n1 cm cubes , then what is the percentage increase in the surface area of the resulting cubes ?	surface_cube ( n1 ) | surface_cube ( n0 ) | multiply ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , n0 ) | add ( n3 , #0 ) | sqrt ( #1 )
if the given two numbers are respectively n0 % and n1 % of a third number , then what percentage is the first of the second ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
in a party every person shakes hands with every other person . if there are n0 hands shakes , find the number of person in the party	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
a can do a job in n0 days and b can do it in n1 days . in how many days will they finish it together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
if length of rectangle is increased by n1 % , and breadth is decreased by n1 % . what will it effect on area of rectangle ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | subtract ( #2 , n0 )
if the sum of two positive integers is n0 and the difference of their squares is n1 , what is the product of the two integers ?	divide ( n1 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , #0 ) | add ( #2 , #0 ) | multiply ( #3 , #2 )
if a card is drawn from a well shuffled deck of cards , what is the probability of drawing a black card or a face card ?	divide ( const_3 , const_52 ) | divide ( const_52 , const_4 ) | divide ( #1 , const_52 ) | add ( #0 , #2 )
if the given two numbers are respectively n0 % and n1 % of a third number , then what percentage is the first of the second ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a card is drawn from a pack of n0 cards . the probability of ge no_ascii_54 ng a queen of club or a king of heart is	multiply ( const_4 , const_4 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
if x : y = n3 : n1 , find the value of ( n3 x + n3 y ) : ( n4 x no_ascii_77 y )	add ( const_4.0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
if x = n2 - q and y = n1 q + n2 , then for what value of q , x is equal to y ?	subtract ( n0 , n0 ) | add ( n0 , #0 )
if t = n0 / n1 * ( k - n2 ) , and if t = n3 , then what is the value of k ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n2 , #1 )
the sum of first n consecutive odd integers is n ^ n0 . what is the sum of all odd integers between n1 and n2 inclusive .	add ( n2 , const_1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | power ( #4 , n0 ) | subtract ( #5 , #6 )
if x : y = n0 : n3 , find the value of ( n2 x + n3 y ) : ( n4 x no_ascii_77 y )	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
in a n0 m race , a covers the distance in n1 seconds and b in n2 second . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
in a n0 m race , a covers the distance in n1 seconds and b in n2 second . in this race a beats b by :	divide ( n0 , n2 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 )
marcella has n0 pairs of shoes . if she loses n1 individual shoes , what is the greatest number of matching pairs she could have left ?	divide ( n1 , const_2 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( n0 , #2 )
a cube of side one meter length is cut into small cubes of side n0 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
the lcm of two numbers is n0 and hcf is n1 . if one of the numbers is n2 . then what is the other number ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
for integers x and y , if ( x + n0 ) ( y + n1 ) is even then n2 xy must be divisible by :	multiply ( n2 , const_1 )
two numbers are less than third number by n0 % and n1 % respectively . how much percent is the second number less than by the first	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_10 )
when the positive integer x is divided by n3 , the remainder is n1 . what is the remainder when n2 x is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
a cube of side n0 meter length is cut into small cubes of side n1 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
a train traveling at n0 kmph overtakes a motorbike traveling at n1 kmph in n2 seconds . what is the length of the train in meters ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
a train traveling at n0 kmph overtakes a motorbike traveling at n1 kmph in n2 seconds . what is the length of the train in meters ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( const_3.0 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
sandy had $ n0 left after spending n1 % of the money she took for shopping . how much money did sandy take along with her ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if t = n0 / n1 * ( k - n2 ) , and if t = n3 , then what is the value of k ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n2 , #1 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
if x + | x | + y = n0 and x + | y | - y = n1 what is x + y = ?	multiply ( n1 , const_2 )
in a group of donkeys and pigs , the numbers of legs are n0 more than twice the number of heads . the number of donkeys is	add ( const_2 , const_2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 )
jenny can divide her sweets equally to n0 people and also to n1 people equally but not to n2 people . what could be the number ?	lcm ( n0 , n1 )
a rectangular window is twice as long as it is wide . if its perimeter is n0 feet , then what are its dimensions in feet ?	rectangle_perimeter ( n0 , const_deg_to_rad )
a woman swims downstream n0 km and upstream n2 km taking n2 hours each time , what is the speed of the woman in still water ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
if x / n0 = y / n1 = z / n2 , then find the value of ( x + y + z ) / z	divide ( n0 , n2 ) | divide ( n0 , const_3 ) | add ( #0 , const_1 ) | add ( #2 , #1 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the difference of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
log ( a ( a ( a ) ^ n4 / n5 ) ^ n4 / n5 ) ^ n4 / n5 here base is a .	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , n1 ) | add ( #2 , const_1 ) | divide ( #3 , n1 )
the average of n0 numbers id n1 . if two numbers , namely n2 and n3 are discarded , the average of the remaining numbers is :	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
the length of a rectangle is reduced by n0 % . by what % would the width have to be increased to maintain the original area ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a bag contains n0 green and n1 white balls . if two balls are drawn simultaneously , the probability that both are of the same colour is	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #4 , #7 ) | add ( #8 , #9 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than	multiply ( n0 , const_1 )
find the compound interest on rs . n0 , n1 in n2 years at n3 % per annum , the interest being compounded half - yearly .	divide ( n1 , const_4 ) | multiply ( const_4 , const_4 ) | sqrt ( const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , const_1 ) | multiply ( #4 , #2 ) | power ( #5 , const_3 ) | multiply ( #6 , #7 ) | subtract ( #8 , #6 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , n3 , what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
find the total number of prime factors in the expression ( n0 ) ^ n1 x ( n2 ) ^ n3 x ( n4 ) ^ n5	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the area of a base of a cone is n0 cm n1 . if the height of the cone is n2 cm , find its volume ?	multiply ( n0 , n2 ) | divide ( #0 , const_3 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
the food in a camp lasts for n0 men for n1 days . if fifteen more men join , how many days will the food last ?	add ( const_12 , const_3 ) | multiply ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , #2 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
sandy is younger than molly by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is molly ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	multiply ( n1 , const_4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
two numbers are less than third number by n0 % and n1 % respectively . how much percent is the second number less than by the first	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_10 )
what is the total number of positive integers that are less than n1 and that have no positive factor in common with n1 other than n2 ?	divide ( n0 , const_100 ) | subtract ( n0 , n2 ) | subtract ( n0 , const_2 ) | subtract ( n0 , const_10 ) | subtract ( #2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #3 , const_10 ) | divide ( #4 , const_2 ) | divide ( #6 , const_10 ) | subtract ( #5 , #0 ) | add ( #7 , n2 ) | add ( n2 , #8 ) | divide ( #9 , #0 ) | add ( #12 , n2 ) | add ( #10 , #13 ) | subtract ( #14 , #11 ) | subtract ( #1 , #15 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
increasing the original price of an article by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a car takes n0 hours to travel from a to b , which is n1 miles apart . what is the average speed of the car ?	divide ( n1 , n0 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
what will be the compound interest on a sum of rs . n0 after n1 years at the rate of n2 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if in a race of n0 m , a covers the distance in n1 seconds and b in n2 seconds , then a beats b by :	subtract ( n2 , n1 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
a bag contains n0 green and n1 white balls . if two balls are drawn simultaneously , the probability that both are of the same colour is	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #4 , #7 ) | add ( #8 , #9 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
s is a set of n0 consecutive multiples of n1 . if the smallest number in s is n2 , then the greatest number in s is	subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
a towel , when bleached , lost n0 % of its length and n1 % of its breadth . what is the percentage decrease in area ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_100 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is	subtract ( n0 , const_4 )
if the length of the sides of two cubes are in the ratio n0 : n1 , what is the ratio of their total surface area ?	multiply ( n0 , n0 )
how long does a train n0 meters long running at the speed of n1 km / hour take to cross a bridge n2 meters in length ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( const_3.0 , const_100 ) | divide ( #0 , n0 )
sheela deposits rs . n0 in bank savings account . if this is n1 % of her monthly income . what is her monthly income in ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
find the c . i . on a sum of rs . n0 for n1 months at n2 % per annum , interest being compounded quarterly ?	divide ( const_0_25 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
stacy has a n0 page history paper due in n1 days . how many pages per day would she have to write to finish on time ?	divide ( n0 , n1 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
two cards are drawn together from a pack of n0 cards . the probability that one is a spade and one is a heart , is :	divide ( n0 , const_4 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if n is an integer and n0 n ^ n1 is less than or equal to n2 , what is the greatest possible value of n ?	divide ( n2 , n0 ) | sqrt ( #0 ) | floor ( #1 )
a work which could be finished in n0 days was finished n1 days earlier after n2 more men joined . the number of men employed was ?	multiply ( n1 , const_2 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
a cube of side n0 meter length is cut into small cubes of side n1 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
the length of a rectangle is increased by n0 % and its breadth is decreased by n1 % . what is the effect on its area ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
some ladies can do a piece of work in n0 days . two times the number of such ladies will do half of that work in :	divide ( n0 , const_4 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
find the c . i . on a sum of rs . n0 for n1 months at n2 % per annum , interest being compounded quarterly ?	divide ( const_0_25 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n0 )
ram ' s salary is n0 % more than raja ' s . how much percent is raja ' s salary less than ram ' s ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | inverse ( #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
by investing rs . n0 in n1 % stock , syam earns rs . n2 . find out the stock is then quoted at which rate ?	divide ( n0 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
in a group of n0 boys , n1 play basketball and n2 play football . n3 of the boys play neither . how many play both ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #1 , n2 ) | subtract ( #1 , n1 ) | add ( #2 , #3 ) | subtract ( #0 , #4 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
some persons can do a piece of work in n0 days . two times the number of these people will do half of that work in ?	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if a n0 cm cube is cut into n1 cm cubes , then what is the percentage increase in the surface area of the resulting cubes ?	surface_cube ( n1 ) | surface_cube ( n0 ) | multiply ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
marcella has n0 pairs of shoes . if she loses n1 individual shoes , what is the greatest number of matching pairs she could have left ?	divide ( n1 , const_2 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( n0 , #2 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
a person buys an article at $ n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a boy swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the boy in still water ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( const_1 , const_2 ) | add ( #0 , #1 ) | multiply ( #3 , #2 )
n0 . the least number which should be added to n1 so that the sum is exactly divisible by n2 , n3 , n4 and n5 is	lcm ( n2 , n3 ) | lcm ( n4 , #0 ) | lcm ( n5 , #1 ) | reminder ( n1 , #2 ) | subtract ( #2 , #3 )
if the product of two numbers is n0 and their h . c . f . is n1 , find their l . c . m .	divide ( n0 , n1 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , n0 ) | add ( n3 , #0 ) | sqrt ( #1 )
if sales tax is reduced from n0 % to n1 % , then what difference it will make if you purchase an item of rs . n2	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , #3 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
what is the greater of the two numbers whose product is n0 , given that the sum of the two numbers exceeds their difference by n1 ?	power ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
if a - b = n0 and a ( power n2 ) + b ( power n2 ) = n3 , find the value of ab .	power ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
pradeep has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a train traveling at n0 kmph overtakes a motorbike traveling at n1 kmph in n2 seconds . what is the length of the train in meters ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
what is the greater of the two numbers whose product is n0 , given that the sum of the two numbers exceeds their difference by n1 ?	power ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if a n2 + b n2 + c n2 = n3 and ab + bc + ca = n4 , then a + b + c is	multiply ( n4 , n0 ) | add ( n3 , #0 ) | sqrt ( #1 )
in a division sum , the divisor is n0 times the quotient and n1 times the remainder . if the remainder is n2 , the dividend is	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , #0 )
if x and y are positive integers and n0 + x + y + xy = n1 , what is the value of x + y ?	add ( n1 , const_1 )
the length of a rectangle is reduced by n0 % . by what % would the width have to be increased to maintain the original area ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
for how many unique pairs of nonnegative integers { a , b } is the equation a ^ n1 - b ^ n1 = n2 true ?	add ( const_1 , const_4 ) | log ( n2 ) | log ( #0 ) | divide ( #1 , #2 )
the ratio of three numbers is n0 : n1 : n2 and the sum of their squares is n3 . the sum of the numbers is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a man buys a cycle for rs . n0 and sells it at loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
what is the dividend from tony ' s stock , if he invested rs . n0 at n1 to obtain an income of rs . n2 .	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
marcella has n0 pairs of shoes . if she loses n1 individual shoes , what is the greatest number of matching pairs she could have left ?	divide ( n1 , const_2 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( n0 , #2 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a work which could be finished in n2 days was finished n1 days earlier after n2 more men joined . the number of men employed was ?	multiply ( n1 , const_2 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
if n is an integer and n0 n ^ n1 is less than or equal to n2 , what is the greatest possible value of n ?	divide ( n2 , n0 ) | sqrt ( #0 ) | floor ( #1 )
if one positive integer is greater than another positive integer by n0 , and the difference of their cubes is n1 , what is their sum ?	power ( n0 , const_3 ) | power ( n0 , const_2 ) | multiply ( #1 , const_2 ) | power ( #0 , const_2 ) | subtract ( n1 , #0 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | add ( #0 , #7 ) | divide ( #8 , #2 ) | subtract ( #9 , n0 ) | add ( #9 , #10 )
if price of t . v set is reduced by n0 % , then its sale increases by n1 % , find net effect on sale value	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
{ n0 , n1 , n2 , n3 } what number should be inserted in the set of n4 values to get a median of n5 ?	divide ( n3 , n5 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
when the price of an article was reduced by n0 % its sale increased by n1 % . what was the net effect on the sale ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
what is the greater of the two numbers whose product is n0 , given that the sum of the two numbers exceeds their difference by n1 ?	power ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
total dinning bill of n0 people was $ n1 and n2 % tip divided the bill evenly ? what is the bill amount each person shared .	divide ( const_1 , n2 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | divide ( #2 , n0 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
total dinning bill of n0 people was $ n1 and n2 % tip divided the bill evenly ? what is the bill amount each person shared .	divide ( const_1 , n2 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | divide ( #2 , n0 )
n0 * n1 is a n2 digit number with * is a missing digit . if the number is divisible by n3 , the missing digit is	multiply ( n0 , const_100 ) | multiply ( const_1 , const_10 ) | add ( n1 , #0 ) | add ( #2 , #1 ) | add ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , #1 )
if [ [ x ] ] = x ^ n1 + n1 x + n3 , what is the value of [ [ n3 ] ] ?	multiply ( n3 , n3 ) | power ( n0 , n0 ) | add ( #0 , #1 ) | add ( n2 , #2 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
the product of two numbers is n0 . if the h . c . f of these numbers is n1 , then the greater number is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
the number n0 can be written as sum of the squares of n2 different positive integers . what is the sum of these n2 different integers ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
if one positive integer is greater than another positive integer by n0 , and the difference of their cubes is n1 , what is their sum ?	power ( const_3.0 , n0 ) | power ( n0 , const_2 ) | multiply ( #1 , const_2 ) | power ( #0 , const_2 ) | subtract ( n1 , #0 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | add ( #0 , #7 ) | divide ( #8 , #2 ) | subtract ( #9 , n0 ) | add ( #9 , #10 )
n0 chess players take part in a tournament . every player plays twice with each of his opponents . how many games are to be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | add ( #0 , #1 ) | add ( n1 , #2 )
if x = - n0 and y = - n1 , what is the value of n2 ( x - y ) ^ n3 - xy ?	negate ( n0 ) | negate ( n1 ) | multiply ( #0 , #1 ) | subtract ( #0 , #1 ) | power ( #3 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , #2 )
when the price of an article was reduced by n0 % its sale increased by n1 % . what was the net effect on the sale ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
in a certain parallelogram the degree measure of one angle exceeds that of the other by n0 what is the degree measure of the smaller angle ?	divide ( const_3600 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 )
marcella has n0 pairs of shoes . if she loses n1 individual shoes , what is the greatest number of matching pairs she could have left ?	divide ( n1 , const_2 ) | floor ( #0 ) | add ( #1 , const_1 ) | subtract ( n0 , #2 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
cost is expressed by the formula tb ^ n0 . if b is doubled , the new cost r is what percent of the original cost ?	power ( const_2 , n0 ) | multiply ( #0 , const_100 )
there are n0 positive and n1 negative numbers . n2 numbers are choosen at random and multiplied . the probability that the product is positive is :	add ( n0 , n1 ) | factorial ( n0 ) | factorial ( n2 ) | factorial ( const_2 ) | factorial ( n1 ) | factorial ( #0 ) | multiply ( #2 , #3 ) | multiply ( #2 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , n2 ) | divide ( #1 , #6 ) | divide ( #4 , #7 ) | divide ( #4 , #8 ) | factorial ( #9 ) | add ( #10 , #11 ) | multiply ( #10 , #12 ) | multiply ( #13 , #2 ) | add ( #14 , #15 ) | divide ( #5 , #16 ) | divide ( #17 , #18 )
one side of a rectangular field is n0 m and one of its diagonals is n1 m . find the area of the field in meter square	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
if the product of two numbers is n0 and their h . c . f . is n1 , find their l . c . m .	divide ( n0 , n1 )
if all the n0 are replaced by n1 , then the algebraic sum of all the numbers from n2 to n3 ( both inclusive ) varies by	subtract ( n1 , n0 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | add ( #2 , #1 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
what is the total number of positive integers that are less than n1 and that have no positive factor in common with n1 other than n2 ?	divide ( n0 , const_100 ) | subtract ( n0 , n2 ) | subtract ( n0 , const_2 ) | subtract ( n0 , const_10 ) | subtract ( #2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #3 , const_10 ) | divide ( #4 , const_2 ) | divide ( #6 , const_10 ) | subtract ( #5 , #0 ) | add ( #7 , n2 ) | add ( n2 , #8 ) | divide ( #9 , #0 ) | add ( #12 , n2 ) | add ( #10 , #13 ) | subtract ( #14 , #11 ) | subtract ( #1 , #15 )
if a n0 cm cube is cut into n1 cm cubes , then what is the percentage increase in the surface area of the resulting cubes ?	surface_cube ( n1 ) | surface_cube ( n0 ) | multiply ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
how many seconds will a train n0 meters long take to cross a platform n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
if the average of n0 digits is n1 and the average of n2 of them is n3 , calculate the average of the remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if n is a positive integer and n ^ n0 is divisible by n1 , then what is the largest positive integer that must divide n ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( n0 , #1 )
what will be the difference between simple interest and compound interest @ n0 % per annum on a sum of rs . n1 after n2 years ?	divide ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | power ( #2 , n2 ) | multiply ( n1 , #5 ) | subtract ( #6 , n1 ) | subtract ( #7 , #4 )
a sum of money becomes n0 / n1 of itself in n2 years at a certain rate of simple interest . the rate per annum is ?	divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #1 , n2 ) | multiply ( #2 , const_100 )
if x = n0 + no_ascii_67 n6 , then what is the value of x n7 - n7 x n4 + n7 x n6 + n7 ?	sqrt ( n1 ) | add ( n0 , #0 ) | power ( #1 , const_2 ) | subtract ( #1 , n1 ) | power ( #3 , const_2 ) | multiply ( #2 , #4 ) | add ( n2 , #5 )
a cube of side n0 meter length is cut into small cubes of side n1 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many even n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | floor ( #0 ) | power ( const_10 , #1 ) | multiply ( #2 , const_4 )
a number when divided by n2 leaves a remainder n1 . when the square of the same number is divided by n2 , the remainder is :	multiply ( n0 , n1 ) | divide ( #0 , n0 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the average of n1 numbers id n1 . if two numbers , namely n2 and n3 are discarded , the average of the remaining numbers is :	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
on dividing a number by n0 , we get n1 as remainder . on dividing the same number by n2 , what will be the remainder ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
the perimeter of a rhombus is n0 feet and one of its diagonal has a length of n1 feet . find the area of the rhombus .	divide ( n0 , const_4 ) | divide ( n1 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | sqrt ( #4 ) | multiply ( #5 , const_2 ) | rhombus_area ( n1 , #6 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
walking n0 / n2 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | add ( #0 , #1 ) | add ( n1 , #2 )
if a and b are positive integers , and a = n0 b + n1 , the greatest common divisor of a and b can not be	divide ( n1 , n0 ) | add ( #0 , const_2 )
a work which could be finished in n0 days was finished n1 days earlier after n2 more men joined . the number of men employed was ?	multiply ( n1 , const_2 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
if one root of the equation n1 x ^ n1 + n2 x no_ascii_77 k = n3 is n4 , what is the value of k ?	multiply ( n2 , n4 ) | power ( n4 , const_2 ) | multiply ( n0 , #1 ) | add ( #2 , #0 )
the area of a circular place is n0 hectares . find the cost of fencing it at the rate of rs . n1 / meter approximately .	multiply ( const_10 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , const_pi ) | sqrt ( #2 ) | circumface ( #3 ) | multiply ( #4 , const_3 )
from a pack of n0 cards , two cards are drawn at random together at random what is the probability of both the cards being kings ?	choose ( n0 , const_2 ) | divide ( n0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #0 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the l . c . m . of n2 numbers is n1 . the numbers are in the ratio n2 : n3 . find their sum ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
walking n0 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the average of n0 numbers is n1 . if three numbers namely n2 , n3 and n4 are discarded , the average of remaining numbers is ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the average of n0 numbers id n1 . if two numbers , namely n2 and n3 are discarded , the average of the remaining numbers is :	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
if x : y = n0 : n2 , find the value of ( n2 x + n3 y ) : ( x + n4 y )	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
sandy is younger than molly by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is molly ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the set s has n0 different subsets each of which contains exactly two elements . how many subsets of s could contain exactly n1 elements each ?	factorial ( n1 ) | multiply ( n0 , const_2 ) | multiply ( #1 , const_4 ) | add ( #2 , const_1 ) | sqrt ( #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_2 ) | factorial ( #6 ) | divide ( #7 , #0 ) | divide ( #8 , const_2 )
if [ [ x ] ] = x ^ n1 + n1 x + n2 , what is the value of [ [ n3 ] ] ?	multiply ( n3 , n3 ) | power ( n0 , n0 ) | add ( #0 , #1 ) | add ( n2 , #2 )
walking at n0 / n1 of its usual speed , a train is n2 minutes too late . find its usual time to cover the journey .	divide ( n0 , n1 ) | inverse ( #0 ) | subtract ( #1 , const_1 ) | divide ( n2 , #2 )
what is the total number of positive integers that are less than n1 and that have no positive factor in common with n1 other than n2 ?	divide ( n0 , const_100 ) | subtract ( n0 , const_1 ) | subtract ( n0 , const_2 ) | subtract ( n0 , const_10 ) | subtract ( #2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #3 , const_10 ) | divide ( #4 , const_2 ) | divide ( #6 , const_10 ) | subtract ( #5 , #0 ) | add ( #7 , const_1 ) | add ( n2 , #8 ) | divide ( #9 , #0 ) | add ( #12 , const_1 ) | add ( #10 , #13 ) | subtract ( #14 , #11 ) | subtract ( #1 , #15 )
the length of a rectangle is increased by n0 % and its breadth is decreased by n1 % . what is the effect on its area ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 )
henry earns $ n0 a week from his job . his income increased and now makes $ n1 a week . what is the percent increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
three runners running around a circular track can complete one revolution in n0 , n1 and n2 respectively . when will they meet at starting point ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
if one root of the equation n1 x ^ n1 + n2 x no_ascii_77 k = n3 is n4 , what is the value of k ?	multiply ( n2 , n4 ) | power ( n4 , n0 ) | multiply ( n0 , #1 ) | add ( #2 , #0 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
a cube of side n0 meter length is cut into small cubes of side n1 cm each . how many such small cubes can be obtained ?	power ( n0 , const_2 ) | power ( n0 , const_3 ) | power ( #0 , const_3 ) | divide ( #2 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
sheela deposits rs . n0 in bank savings account . if this is n1 % of her monthly income . what is her monthly income in ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
the length of a rectangle is increased by n1 % and its breadth is decreased by n1 % . what is the effect on its area ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
a cubical block of metal weighs n0 pounds . how much will another cube of the same metal weigh if its sides are twice as long ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 )
for how many unique pairs of nonnegative integers { a , b } is the equation a ^ n1 - b ^ n1 = n2 true ?	add ( const_1 , const_4 ) | log ( n2 ) | log ( #0 ) | divide ( #1 , #2 )
a can give b a start of n0 metres or n1 seconds in a kilometer race . how long does a take to complete the race ?	divide ( n1 , n0 ) | multiply ( #0 , const_1000 ) | subtract ( #1 , n1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if n4 ! - n3 * ( n2 ! ) ^ n3 is divisible by n4 ^ n , what is the greatest value of n ?	multiply ( n2 , const_1 )
if n0 ^ n1 * n2 ^ n3 * n4 ^ n5 * n6 ^ n7 = x , what is the units digit of x ?	multiply ( n1 , n7 ) | divide ( #0 , const_10 )
in one hour , a boat goes n0 km along the stream and n1 km against it . find the speed of the boat in still water	add ( n0 , n1 ) | divide ( #0 , const_2 )
a certain no . when divided by n0 leaves a remainder n1 , what is the remainder if the same no . be divided by n2 ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_2 )
cost is expressed by the formula tb ^ n0 . if b is doubled , the new cost e is what percent of the original cost ?	power ( const_2 , n0 ) | multiply ( #0 , const_100 )
sheela deposits rs . n0 in bank savings account . if this is n1 % of her monthly income . what is her monthly income in ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
the difference between simple and compound interests on a certain sum for n0 years at n1 % per annum is rs . n2 . the sum is	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #4 , const_2 ) | subtract ( #5 , #2 ) | multiply ( n0 , #6 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
how many seconds will a train n0 meters long take to cross a bridge n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
john makes $ n0 a week from his job . he earns a raise and nowmakes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a man swims downstream n0 km and upstream n1 km taking n2 hours each time , what is the speed of the man in still water ?	divide ( n1 , n2 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
when the price of an article was reduced by n0 % its sale increased by n1 % . what was the net effect on the sale ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is	subtract ( n0 , const_4 )
if three numbers in the ratio n0 : n1 : n2 be such that the sum of their squares is n3 , the middle number will be	multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | multiply ( n2 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 ) | multiply ( n1 , #6 )
the average of n0 numbers is n1 . if two numbers , n2 and n3 are discarded , then the average of the remaining numbers is nearly	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
if n7 , n5 microns = n7 decimeter , and n7 , n5 , n5 angstroms = n7 decimeter , how many angstroms equal n7 micron ?	multiply ( const_100 , const_100 ) | divide ( n1 , #0 ) | multiply ( #1 , #0 )
if n is an integer and n0 n ^ n1 is less than or equal to n2 , what is the greatest possible value of n ?	divide ( n2 , n0 ) | sqrt ( #0 ) | floor ( #1 )
if r is a positive integer and r ^ n0 is divisible by n1 , then the largest positive integer that must divide r ^ n2 is	divide ( n1 , const_4 ) | power ( #0 , n0 ) | multiply ( #1 , const_4 ) | sqrt ( #2 ) | power ( #3 , const_3 )
in how many seconds will a train n0 meters long pass an oak tree , if the speed of the train is n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
sandy is younger than molly by n0 years . if their ages are in the respective ratio of n1 : n2 , how old is molly ?	subtract ( n2 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
pradeep has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if - n2 a and - n3 b are negative integers , then ( - n2 a ) * ( - n3 b ) + ab is	multiply ( n0 , n1 ) | add ( #0 , const_1 )
if [ [ x ] ] = x ^ n1 + n1 x + n2 , what is the value of [ [ n3 ] ] ?	multiply ( n0 , n0 ) | power ( n0 , n0 ) | add ( #0 , #1 ) | add ( n2 , #2 )
the lcm of two numbers is n0 and hcf is n1 . if one of the numbers is n2 . then what is the other number ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the banker ' s gain on a bill due due n0 year hence at n1 % per annum is rs . n2 . the true discount is	divide ( n1 , const_100 ) | divide ( n2 , #0 )
the number n0 can be written as the sum of the squares of n2 different positive integers . what is the sum of these n2 integers ?	add ( n1 , const_4 ) | add ( const_2 , n1 ) | add ( #0 , #1 ) | add ( n1 , #2 )
boy sells a book for rs . n0 he gets a loss of n2 % , to gain n2 % , at price he should sell ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
if a tire rotates at n0 revolutions per minute when the car is traveling n1 km / h , what is the circumference of the tire ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_1000 )
the length of the bridge , which a train n0 metres long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is :	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
walking n0 / n2 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
the length of a rectangle is increased by n0 % and its breadth is decreased by n1 % . what is the effect on its area ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 )
when the positive integer x is divided by n3 , the remainder is n1 . what is the remainder when n2 x is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
if n0 % of ( x - y ) = n1 % of ( x + y ) , then what percent of x is y ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
when a certain perfect square is increased by n0 , the result is another perfect square . what is the value of the original perfect square ?	multiply ( const_3 , const_3 ) | multiply ( #0 , const_4 ) | multiply ( #1 , #1 )
if one positive integer is greater than another positive integer by n0 , and the difference of their cubes is n1 , what is their sum ?	power ( n0 , n0 ) | power ( n0 , const_2 ) | multiply ( #1 , const_2 ) | power ( #0 , const_2 ) | subtract ( n1 , #0 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | add ( #0 , #7 ) | divide ( #8 , #2 ) | subtract ( #9 , n0 ) | add ( #9 , #10 )
total dinning bill of n0 people was $ n1 and n2 % tip divided the bill evenly ? what is the bill amount each person shared .	divide ( const_1 , n2 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | divide ( #2 , n0 )
the average of n0 numbers id n1 . if two numbers , namely n2 and n3 are discarded , the average of the remaining numbers is :	add ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
if a tire rotates at n0 revolutions per minute when the car is traveling n1 km / h , what is the circumference of the tire ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_1000 )
if a / b = n0 / n4 , then ( n4 a + n5 b ) / ( n4 a - n5 b ) = ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
if x : y = n0 : n1 , find the value of ( n2 x + n4 y ) : ( n4 x no_ascii_77 y )	add ( n0 , n1 ) | power ( n2 , n3 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 )
the length of a rectangle is reduced by n0 % . by what % would the width have to be increased to maintain the original area ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a shopkeeper buys mangoes at the rate of n0 a rupee and sells them at n1 a rupee . find his net profit or loss percent ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
think of a number , divide it by n0 and add n1 to it . the result is n2 . what is the number thought of ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
the average of n0 observations is n1 . a new observation is included and the new average is decreased by n2 . the seventh observation is ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
in a public show n0 % of the seats were filled . if there were n1 seats in the hall , how many seats were vacant ?	subtract ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
if n5 x + n3 y = n4 and y - n3 x = n4 , then what is the value of x + n5 y ?	add ( const_60.0 , n5 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , n5 ) | divide ( #4 , n1 ) | multiply ( #2 , #5 )
find the least number which when divided by n0 , n1 , n2 , n3 leaves a remainder n4 but when divided by n5 leaves no remainder	lcm ( n0 , n1 ) | add ( n2 , #0 )
what was the principal , if at n0 % per annum the interest after n1 years amounted to rs . n2 less than the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
in a group of pigs and hens , the number of legs are n0 more than twice the number of heads . the number of pigs is	divide ( n0 , const_2 )
walking n2 / n1 of his usual rate , a boy reaches his school n2 min early . find his usual time to reach the school ?	multiply ( n0 , n2 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
a towel , when bleached , lost n0 % of its length and n1 % of its breadth . what is the percentage decrease in area ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_100 )
the length of the bridge , which a train n0 meters long and travelling at n1 km / hr can cross in n2 seconds , is ?	speed ( const_1000 , const_1 ) | speed ( const_3600 , const_1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n2 , #3 ) | subtract ( #4 , n0 )
john makes $ n0 a week from his job . he earns a raise andnow makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if the given two numbers are respectively n0 % and n1 % of a third number , then what percentage is the first of the second ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
if the radius of a cylinder is doubled and height n0 times , what is the new volume of the cylinder divided by the old one ?	multiply ( const_1 , const_2 ) | volume_cylinder ( const_1 , const_1 ) | volume_cylinder ( #0 , #0 ) | divide ( #2 , #1 )
in a certain parallelogram the degree measure of one angle exceeds that of the other by n0 what is the degree measure of the smaller angle ?	divide ( const_3600 , const_10 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what % of his total score did he make by running between the wickets	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a right triangle is inscribed in a circle . the legs of the triangle have lengths n0 and n1 . what is the diameter of the circle ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 )
if n7 ^ n7 n + n7 ^ n7 n + n7 ^ n7 n + n7 ^ n7 n = n8 ^ n9 , then n =	multiply ( n0 , n9 ) | subtract ( #0 , n0 ) | divide ( #1 , n0 )
the ratio of a and b is n0 : n3 . after n4 years their ratio is n3 : n4 . what is the age of b ?	multiply ( n0 , n2 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , n2 ) | subtract ( #3 , #1 )
a n0 metre long train crosses a platform in n1 seconds while it crosses a post in n2 seconds . what is the length of the platform ?	divide ( n2 , const_3 ) | multiply ( n0 , const_3 ) | divide ( n0 , #0 ) | multiply ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , const_3 )
there is enough provisions for n0 girls in a hostel for n1 days . if there were n2 girls less , how long will the provision last ?	multiply ( n0 , n2 ) | divide ( #0 , const_10 ) | add ( n1 , #1 )
there are n0 students in a class . if n1 % are absent on a particular day , find the number of students present in the class .	divide ( n1 , const_100.0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
how many seconds will a train n0 meters long take to cross a railway platform n1 meters long if the speed of the train is n2 kmph ?	add ( n0 , n1 ) | multiply ( n2 , const_0_2778 ) | divide ( #0 , #1 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
an employee no_ascii_32 s annual salary was increased $ n0 , n1 . if her new annual salary now equals $ n2 what was the percent increase ?	multiply ( const_0_25 , const_100 ) | subtract ( const_100 , const_10 ) | multiply ( #1 , const_1000 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
what is the greatest possible length which can be used to measure exactly the lengths n0 m , n1 m n4 cm and n3 m n4 cm ?	multiply ( n3 , const_4 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if a certain number x is divided by n0 , the reminder is n1 . what is the reminder when x + n2 is divided by n3 ?	add ( n1 , n2 )
if n0 ^ w is a factor of the product of the integers from n1 to n2 , inclusive , what is the largest value of w ?	divide ( n2 , n0 ) | power ( n0 , const_2 ) | divide ( n2 , #1 ) | add ( #0 , #2 ) | floor ( #3 )
someone on a skateboard is traveling n0 miles per hour . how many feet does she travel in n1 seconds ? ( n2 mile = n3 feet )	multiply ( n0 , n3 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
for what value of x between no_ascii_73 n1 and n1 , inclusive , is the value of x ^ n2 no_ascii_73 n3 x + n4 the greatest ?	negate ( n0 ) | multiply ( n3 , #0 ) | power ( #0 , n2 ) | add ( n4 , #2 ) | subtract ( #3 , #1 )
if x no_ascii_36 y = ( x + y ) ^ n1 - ( x - y ) ^ n1 . then no_ascii_67 n3 no_ascii_36 no_ascii_67 n3 =	sqrt ( n2 ) | add ( #0 , #0 ) | power ( #1 , n0 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is :	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
what is the least number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , and n4 ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | add ( n2 , #1 ) | add ( n3 , #2 ) | add ( n4 , #3 )
n0 people can write n1 book in n2 days working n3 hour a day . then in how many day n4 can be written by n5 people ?	divide ( n5 , const_2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if n0 % of a number is equal to two - thirds of another number , what is the ratio of the first number to the second ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how many alphabets need to be there in a language if one were to make n0 million distinct n1 digit initials using the alphabets of the language ?	multiply ( n0 , const_1000 ) | multiply ( const_10 , const_1000 ) | multiply ( #0 , const_1000 ) | divide ( #2 , #1 )
jacob is n0 years old . he is n1 times as old as his brother . how old will jacob be when he is twice as old ?	multiply ( n0 , n1 )
if n0 % of a number is equal to one - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 years .	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
if x + y = - n0 , and x = n1 / y , what is the value of x ^ n3 + y ^ n3 ?	multiply ( n1 , n2 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 then sum is	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
the positive number z is divisible by n2 . what is the remainder of dividing z ( n4 + n2 + z ) + n3 by n4 ?	reminder ( n3 , n1 )
the cost price of n0 articles is the same as the selling price of x articles . if the profit is n1 % , what is x ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
if two integers x , y ( x > y ) are selected from - n1 to n1 ( inclusive ) , how many cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
tim ' s garden is shaped like a square whose side is n0 meters . what ' s the length of the fence which surrounds the garden ?	square_perimeter ( n0 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if n0 / n1 = n2 , what is the n3 st digit to the right of the decimal point in the decimal equivalent of the fraction ?	add ( const_2 , const_3 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
what is the value of x ^ n4 yz no_ascii_73 xyz ^ n4 , if x = n4 , y = n3 , and z = n4 ?	negate ( n0 ) | multiply ( n3 , #0 ) | subtract ( #0 , n3 ) | multiply ( n3 , #1 ) | multiply ( #3 , #2 )
by selling n0 pencils for a rupee a man loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
n0 different biology books and n1 different chemistry books lie on a shelf . in how many ways can a student pick n2 books of each type ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | divide ( #0 , #4 ) | divide ( #1 , #5 ) | divide ( #6 , n2 ) | divide ( #7 , n2 ) | multiply ( #8 , #9 )
when x is multiplied by n0 , the result is n1 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( n2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a mobile battery in n0 hour charges to n1 percent . how much time ( in minute ) will it require more to charge to n2 percent .	divide ( n2 , n1 ) | multiply ( #0 , const_60 )
the l . c . m of two numbers is n0 . the numbers are in the ratio n1 : n2 . the sum of numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a certain fraction has the same ratio to n0 / n1 , as n2 / n3 does to n4 / n5 . what is this certain fraction ?	divide ( n0 , n1 )
what is the least number of square tiles required to pave the floor of a room n1 m n1 cm long and n2 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
if n0 people are selected from a group of n1 married couples , what is the probability that none of them would be married to each other ?	multiply ( n0 , n0 ) | multiply ( n1 , const_2 ) | divide ( #1 , #1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #0 ) | divide ( #0 , #5 ) | subtract ( #3 , const_2 ) | divide ( #8 , #4 ) | multiply ( #2 , #7 ) | multiply ( #6 , #10 ) | multiply ( #9 , #11 )
a batsman scored n0 runs which included n2 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
the average of the marks of n0 students in a class is n1 . if the marks of each student are doubled , find the new average ?	multiply ( n1 , const_2 )
if a certain number x is divided by n0 , the reminder is n1 . what is the reminder when x + n2 is divided by n3 ?	add ( n1 , n2 )
in a group of cows and chickens , the number of legs was n0 more than twice the number of heads . the number of cows was :	subtract ( const_4 , const_2 ) | divide ( n0 , #0 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
if n4 x = n1 y and xy no_ascii_24 n2 , what is the ratio of n5 / n4 * x to n5 / n6 * y ?	divide ( n3 , const_3.0 ) | divide ( n3 , n0 ) | divide ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
a cab driver n0 days income was $ n1 , $ n2 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
if a : b : : n0 : n1 , then what is ( n2 a + n3 b ) : ( a - n4 b ) ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #4 )
if n0 typists can type n2 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( const_60.0 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
the ages of ashley and mary are in the ratio n0 : n1 . the sum of their ages is n2 . find the ages of ashley .	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
if x ^ n2 + ( n5 / x ^ n2 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n3 , n0 ) | subtract ( #0 , n0 )
if n0 / n1 = n2 , what is the n3 st digit to the right of the decimal point in the decimal equivalent of the fraction ?	add ( const_2 , const_3 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
a person incurs n2 % loss by selling a laptop for $ n1 . at what price should the watch be sold to earn n2 % profit ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
if the price of petrol increases by n0 , by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
the sides of a rectangle are in the ratio of n0 : n1 and its area is n2 sq . m . find the perimeter of rectangle .	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 )
b as a percentage of a is equal to a as a percentage of ( a + b ) . find b as a percentage of a .	negate ( const_1 ) | negate ( const_4 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | sqrt ( #3 ) | add ( #0 , #4 ) | divide ( #5 , const_2 ) | multiply ( #6 , const_100 )
n0 persons can build a wall n1 m long in n2 days . in how many days can n3 persons complete a similar wall n4 m long ?	multiply ( n0 , n2 ) | divide ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
an error n0 % in excess is made while measuring the side of asquare . the % of error in the calculated area of the square is ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
if n2 persons can do n2 times of a particular work in n2 days , then , n4 persons can do n4 times of that work in ?	divide ( n0 , n3 ) | multiply ( n0 , n0 ) | divide ( #1 , #0 ) | divide ( #2 , n3 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
if x ^ n3 + ( n5 / x ^ n3 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if the average ( arithmetic mean ) of x , x + n0 , and x + n1 is n2 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a machine , working at a constant rate , manufactures n3 candles in n1 minutes . how many candles does it make in n2 hr n3 min ?	multiply ( n2 , const_60 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
n3 boys or n1 girls can construct the wall in n2 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , const_4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
in n0 year no_ascii_32 s time the combined age of my n1 brothers will be n2 . what will it be in n3 year no_ascii_32 s time ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( n2 , #1 )
find the number of terms in an arithmetic progression with the first term n2 and the last term being n1 , given that common difference is n2 .	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
if two integers x , y ( x > y ) are selected from - n1 to n1 ( inclusive ) , how many cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
n2 weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 weavers in n4 days ?	multiply ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a cab driver n0 days income was $ n1 , $ n2 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
the lowest number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , n4 and n5 is :	divide ( n0 , n2 )
a man walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge ( in metres ) is	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
if integer k is equal to the sum of all even multiples of n0 between n1 and n2 , what is the greatest prime factor of k ?	divide ( n2 , n0 ) | divide ( n1 , n0 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , n0 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
in a class there are n0 pupil , out of them n1 are in debate only and n2 in singing only . then how many in both ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
a machine , working at a constant rate , manufactures n0 dies in n1 minutes . how many dies does it make in n2 hr n3 min ?	multiply ( n2 , const_60 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
in two triangle , the ratio of the areas is n3 : n2 and that of their heights is n2 : n3 the ratio of their bases is	multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | divide ( #0 , #1 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
by selling n2 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a bag contains n0 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
if x ^ n2 + n5 / x ^ n2 = no_ascii_67 n3 what is the value of x ^ n6 + n5 / x ^ n6 ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
if x ^ n2 + ( n5 / x ^ n2 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n3 , n0 ) | subtract ( #0 , n0 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if a certain number x is divided by n0 , the reminder is n1 . what is the reminder when x + n2 is divided by n3 ?	add ( n1 , n2 )
an outlet pipe can empty n0 / n1 of a cistern in n2 minutes . in n3 minutes , what part of the cistern will be emptied ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
what is the smallest positive integer x such that ( x + n0 ) ^ n1 is divisible by n2 , n3 , n4 , and n5 ?	multiply ( n0 , const_2 ) | divide ( #0 , n0 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if a certain number x is divided by n0 , the reminder is n1 . what is the reminder when x + n2 is divided by n3 ?	add ( n1 , n2 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the lowest number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , n4 and n5 is :	divide ( n0 , n2 )
by selling n0 pens for a rupee a woman loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | inverse ( #5 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is :	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
when x is multiplied by n0 , the result is n1 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
rahul travels from a to b a distance of n0 miles in n1 hours . he returns to a in n2 hours . find his average speed ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
i chose a number and divide it by n0 . then i subtracted n1 from the result and got n2 . what was the number i chose ?	add ( n1 , n2 ) | multiply ( n0 , #0 )
veena ranks n0 rd from the top in a class of n1 . what is her rank from the bottom if n2 students have failed the examination ?	subtract ( n1 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
a cylinder and a cone have the same height and same radius of base . the ratio between the volumes of the cylinder and the cone is :	volume_cone ( const_1 , const_1 ) | volume_cylinder ( const_1 , const_1 ) | divide ( #1 , #0 )
there are n0 teams in a soccer league and each team plays each of the other teams once . how many games will be played in total ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
the average of the marks of n0 students in a class is n1 . if the marks of each student are doubled , find the new average ?	multiply ( n1 , const_2 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
n0 people can write n1 book in n2 days working n3 hour a day . then in how many day n4 can be written by n5 people ?	divide ( n5 , const_2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . find out the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
when n is divided by n4 the remainder is n1 . what is the remainder when ( n - n2 ) ^ n3 is divided by n4 ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | power ( #1 , n3 ) | divide ( #2 , n0 ) | floor ( #3 ) | multiply ( n0 , #4 ) | subtract ( #2 , #5 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a n0 litre sol is n1 % alcohol . how many litres of pure alcohol must be added to produce a sol that is n2 % alcohol ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
the banker ' s gain of a certain sum due n0 years hence at n1 % per annum is rs . n2 . the present worth is :	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
little krish had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	multiply ( n2 , const_2 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 )
an alloy is to contain copper and zinc in the ratio n0 : n1 . the zinc required to be melted with n2 kg of copper is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a man buys an item at rs . n0 and sells it at the loss of n1 percent . then what is the selling price of that item	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 )
a person incurs n2 % loss by selling a watch for $ n1 . at what price should the watch be sold to earn n2 % profit ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
what is the area of a rectangle whose length is twice its width and whose perimeter is equal to that of a square whose area is n0 ?	multiply ( n0 , const_4 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_2 ) | rectangle_area ( #2 , #3 )
an employee no_ascii_32 s annual salary was increased n1 % . if her old annual salary equals $ n1 , n2 , what was the new salary ?	multiply ( const_0_25 , const_100 ) | subtract ( const_100 , const_10 ) | multiply ( #1 , const_1000 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a sum of money at simple interest amounts to rs . n0 in n1 year and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
there are two positive numbers in the ratio n0 : n1 . if the larger number exceeds the smaller by n2 , then find the smaller number ?	multiply ( n0 , n2 ) | divide ( #0 , const_4 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
find the principle on a certain sum of money at n0 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
how many two - digit whole numbers yield a remainder of n2 when divided by n1 and also yield a remainder of n2 when divided by n3 ?	add ( const_1 , const_1 ) | add ( n0 , #0 )
there are n0 teams in a soccer league and each team plays each of the other teams once . how many games will be played in total ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a sum of n0 , n1 amounts to n2 , n3 in n4 years at the rate of simple interest . what is the rate of interest ?	add ( const_0_25 , const_0_25 ) | divide ( const_3 , n2 ) | multiply ( const_3 , n2 ) | add ( #0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
if integer k is equal to the sum of all even multiples of n0 between n1 and n2 , what is the greatest prime factor of k ?	divide ( n2 , n0 ) | divide ( n1 , n0 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , n0 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
the average of the marks of n0 students in a class is n1 . if the marks of each student are doubled , find the new average ?	multiply ( n1 , const_2 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
by selling n0 pencils for a rupee a man loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
the least number which when divided by n0 , n1 and n2 leaves a remainder n3 , but when divided by n4 leaves no remainder , is :	add ( n0 , const_2 ) | add ( n0 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | multiply ( n2 , #3 ) | add ( n3 , #4 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a student got twice as many sums wrong as he got right . if he attempted n0 sums in all , how many did he solve correctly ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
qames can eat n2 marshmallows is n1 minutes . dylan can eat n2 in one hour . in how much time will the two eat n3 marshmallows ?	divide ( n0 , const_60 ) | divide ( n0 , n1 ) | divide ( const_3 , const_2 ) | add ( #0 , #1 ) | divide ( n3 , #3 ) | divide ( #4 , #2 ) | divide ( const_60 , #5 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
someone on a skateboard is traveling n0 miles per hour . how many feet does she travel in n1 seconds ? ( n2 mile = n3 feet )	multiply ( n0 , n3 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
if n4 x = n1 y and xy no_ascii_24 n2 , what is the ratio of n5 / n4 * x to n5 / n6 * y ?	divide ( n3 , const_3.0 ) | divide ( n3 , n0 ) | divide ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
how many kg of sugar must be added to n0 kg of n1 % solution of sugar and water to increase it to a n2 % solution ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #3 , const_100 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 )
marts income is n0 percent more than tims income and tims income is n1 percent less than juans income . what percentage of juans income is marts income	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #1 ) | multiply ( #2 , const_100 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
a pipe can empty n0 / n1 rd of a cistern in n2 mins . in n3 mins , what part of the cistern will be empty ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
the principal that amounts to rs . n0 in n1 years at n2 n3 / n4 % per annum c . i . compounded annually , is ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | power ( #3 , n1 ) | divide ( n0 , #4 )
people were sitting in a circle . n0 th one is direct opposite to n1 th one . . then how many were there in that group ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
what is the value of x ^ n1 yz no_ascii_73 xyz ^ n1 , if x = n3 , y = n3 , and z = n4 ?	negate ( n0 ) | multiply ( n3 , #0 ) | subtract ( #0 , n3 ) | multiply ( n3 , #1 ) | multiply ( #3 , #2 )
f and e are midpoints of ab and ad respectively . if the side of square abcd is n0 , what is the area of triangle cef ?	divide ( n0 , const_2 ) | square_area ( n0 ) | triangle_area ( n0 , #0 ) | triangle_area ( #0 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #2 ) | subtract ( #5 , #3 )
find the principle on a certain sum of money at n3 % per annum for n1 n2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
how many three - digit whole numbers yield a remainder of n2 when divided by n1 and also yield a remainder of n2 when divided by n3 ?	add ( n0 , n0 ) | add ( n0 , #0 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( n2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
there are n0 teams in a soccer league and each team plays each of the other teams once . how many games will be played in total ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a cab driver n0 days income was $ n1 , $ n2 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
find the principle on a certain sum of money at n3 % per annum for n1 n2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
n0 boys or n4 girls can construct the wall in n2 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if x ^ n2 + ( n5 / x ^ n2 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
a machine , working at a constant rate , manufactures n0 pens in n1 minutes . how many pens does it make in n2 hr n3 min ?	multiply ( n2 , const_60 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
perimeter of front wheel = n0 , back wheel = n1 . if front wheel revolves n2 times . how many revolutions will the back wheel take ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
when x is multiplied by n0 , the result is n1 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
find the principle on a certain sum of money at n0 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than a	multiply ( n0 , const_1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
david is n0 years older than his daughter rosy . in n1 years david will be twice as old as rosy . what is rosy current age .	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
the difference between the compound interest compounded annually and simple interest for n0 years at n1 % per annum is rs . n2 . find the principal ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n0 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
if x ^ n2 + n5 / x ^ n2 = n3 , what is the value of x ^ n6 + n5 / x ^ n6 ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
how many kilograms of pure water is to be added to n0 kilograms of a n1 % saline solution to make it a n2 % saline solution .	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n0 )
an alloy weighing n2 ounces is n1 percent copper . how many ounces of copper must be added to create an alloy that is n2 percent copper ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
by selling n0 pens for a rupee a woman loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | inverse ( #5 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
by selling n2 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
in a group of cows and chickens , the number of legs was n0 more than twice the number of heads . the number of cows was :	subtract ( const_4 , const_2 ) | divide ( n0 , #0 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
find the principle on a certain sum of money at n3 % per annum for n1 n2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
for what value of x between no_ascii_73 n1 and n1 , inclusive , is the value of x ^ n2 no_ascii_73 n3 x + n4 the greatest ?	negate ( n0 ) | multiply ( n3 , #0 ) | power ( #0 , n2 ) | add ( n4 , #2 ) | subtract ( #3 , #1 )
when x is multiplied by n0 , the result is n2 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
multiplication of n0 numbers is n1 and the quotient , when the larger one is divided by the smalleris n2 . find the sum of the numbers ?	divide ( n1 , n2 ) | sqrt ( #0 ) | divide ( n1 , #1 ) | add ( #2 , #1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
find avrg speed if a man travels at speed of n0 km / hr up and n1 km / hr dawn at an altitude of n2 m .	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
if x * y = xy no_ascii_77 n1 ( x + y ) for all integers x and y , then n1 * ( no_ascii_77 n2 ) =	negate ( n2 ) | add ( n1 , #0 ) | multiply ( n1 , #0 ) | multiply ( #1 , n0 ) | negate ( #3 ) | add ( #2 , #4 )
two numbers are in the ratio n0 : n1 . if their l . c . m . is n2 . what is sum of the numbers ?	multiply ( n0 , const_4.0 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( n2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
veena ranks n0 rd from the top in a class of n1 . what is her rank from the bottom if n2 students have failed the examination ?	subtract ( n1 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
if $ n0 are divided between worker a and worker b in the ratio n1 : n2 , what is the share that worker b will get ?	add ( n1 , n2 ) | divide ( n0 , #0 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
how many paying stones , each measuring n0 m * n1 m are required to pave a rectangular court yard n2 m long and n3 m board ?	rectangle_area ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | divide ( #0 , #1 )
a person incurs n2 % loss by selling a watch for $ n1 . at what price should the watch be sold to earn n2 % profit ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
rahul can done a work in n0 days and meena can done a work in n1 days . in how many days that both are work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
wilson can eat n2 marshmallows is n1 minutes . dylan can eat n2 in one hour . in how much time will the two eat n3 marshmallows ?	multiply ( const_1 , const_60 ) | speed ( n0 , n1 ) | divide ( n0 , #0 ) | stream_speed ( #1 , #2 )
n0 boys or n1 girls can construct the wall in n4 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than a	multiply ( n0 , const_1 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
a certain fraction has the same ratio to n0 / n1 , as n2 / n3 does to n4 / n5 . what is this certain fraction ?	divide ( n0 , n1 )
a n0 litre sol is n1 % alcohol . how many litres of pure alcohol must be added to produce a sol that is n2 % alcohol ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
a number when multiplied by n0 is odd and divisible by n1 . this number when multiplied by n2 is n3 . what is the original number ?	divide ( n3 , n2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the cost price of n0 articles is the same as the selling price of x articles . if the profit is n1 % , what is x ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
what will be the cost of house to paint which area equal to n0 sq ft , if the price per foot of building is rs . n1	sqrt ( n0 ) | multiply ( #0 , const_4 ) | multiply ( n1 , #1 )
if a + b = no_ascii_73 n0 , and a = n1 / b , what is the value of a ^ n3 + b ^ n3 ?	multiply ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #1 , #0 )
the average of n0 quantities is n1 . the average of n2 of them is n3 . what is the avg . of the remaining n4 numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
there are n0 teams in a soccer league and each team plays each of the other teams once . how many games will be played in total ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
someone on a skateboard is traveling n0 miles per hour . how many feet does she travel in n1 seconds ? ( n2 mile = n3 feet )	multiply ( n0 , n3 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
how many x ways can you group n0 people from n1 sets of twins if no two people from the same set of twins can be chosen ?	power ( const_2 , n0 ) | multiply ( n1 , #0 )
a business finds that their ratio of spending to income is n0 to n1 . their total profit is $ n2 . what is their total income ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
a man buys an item at rs . n0 and sells it at the loss of n1 percent . then what is the selling price of that item	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
what is the maximum number t of n0 cubic centimetre cubes that can fit in a rectangular box measuring n1 centimetre x n2 centimetre x n3 centimetre ?	cube_edge_by_volume ( n0 ) | multiply ( const_2 , const_3 ) | divide ( n3 , #0 ) | divide ( #1 , #0 ) | divide ( n2 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
if x = n0 + n1 q and y = n2 q + n3 , then for what value of q , x is equal to y ?	add ( const_3 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 )
n0 pens and n1 pencils were purchased for n2 . if the average price of a pencil was n3 , find the average price of a pen .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
the l . c . m of two numbers is n0 . the numbers are in the ratio n1 : n2 . the sum of numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 then sum is	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
what is the maximum number q of n0 cubic centimetre cubes that can fit in a rectangular box measuring n1 centimetre x n2 centimetre x n3 centimetre ?	multiply ( const_2 , const_3 ) | volume_rectangular_prism ( n2 , n3 , #0 ) | divide ( #1 , n0 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 then sum is	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
the principal that amounts to rs . n0 in n1 years at n2 n3 / n4 % per annum c . i . compounded annually , is ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , n3 ) | power ( #3 , n1 ) | divide ( n0 , #4 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if the price of petrol increases by n0 , by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
a fill pipe can fill n0 / n4 of cistern in n2 minutes in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if n0 people are selected from a group of n1 married couples , what is the probability that none of them would be married to each other ?	multiply ( n0 , n0 ) | multiply ( n1 , const_2 ) | divide ( #1 , #1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #0 ) | divide ( #0 , #5 ) | subtract ( #3 , const_2 ) | divide ( #8 , #4 ) | multiply ( #2 , #7 ) | multiply ( #6 , #10 ) | multiply ( #9 , #11 )
what is the least number of square tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
there are n0 students in a class . if n1 % are absent on a particular day , find the number of students present in the class .	divide ( n1 , const_100.0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
what is the median of a set of consecutive integers if the sum of nth number from the beginning and nth number from the end is n0 ?	divide ( n0 , const_2 )
n0 + n1 = n2 . how many such n3 consecutive numbers are there less than n4 when added gives a sum which is divisible by n5 ?	divide ( n4 , n5 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
two numbers are in the ratio n0 : n1 . if their l . c . m . is n2 . what is sum of the numbers ?	multiply ( n0 , const_4.0 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
an alloy is to contain steel and iron in the ratio n0 : n1 . the iron required to be melted with n2 kg of steel is ?	divide ( n2 , n0 ) | multiply ( n1 , #0 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
i chose a number and divide it by n0 . then i subtracted n1 from the result and got n2 . what was the number i chose ?	add ( n1 , n2 ) | multiply ( n0 , #0 )
a cab driver n0 days income was $ n4 , $ n2 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
if n0 % of a number is equal to one - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
if n7 ^ n7 n + n7 ^ n7 n + n7 ^ n7 n + n7 ^ n7 n = n8 ^ n9 , then n =	multiply ( n0 , n9 ) | subtract ( #0 , n0 ) | divide ( #1 , n0 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a small , rectangular park has a perimeter of n0 feet and a diagonal measurement of n1 feet . what is its area , in square feet ?	add ( const_2 , const_3 ) | divide ( n1 , #0 ) | multiply ( #1 , const_3 ) | multiply ( #1 , const_4 ) | multiply ( #2 , #3 )
what is the average of n0 , n1 , n2 , n3 , n4 , n5 , n8 , n7 , n8 , n9 , and n10 ?	add ( n0 , n1 ) | add ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n0 , #5 ) | divide ( #6 , #1 )
if a no_ascii_23 no_ascii_42 b = n5 a - n1 b + ab , then n5 no_ascii_23 no_ascii_42 n4 + n4 no_ascii_23 no_ascii_42 n5 is equal to :	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #0 , #4 ) | add ( #0 , #5 ) | add ( #6 , #7 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
there are n0 students in a class . if n1 % are absent on a particular day , find the number of students present in the class .	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
if the average ( arithmetic mean ) of x , x + n0 , and x + n1 is n2 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value before n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
veena ranks n0 rd from the top in a class of n1 . what is her rank from the bottom if n2 students have failed the examination ?	subtract ( n1 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
a circular grass lawn of n0 metres in radius has a path n1 metres wide running around it on the outside . find the area of path .	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 )
n0 different biology books and n1 different chemistry books lie on a shelf . in how many ways can a student pick n2 books of each type ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | divide ( #0 , #4 ) | divide ( #1 , #5 ) | divide ( #6 , n2 ) | divide ( #7 , n2 ) | multiply ( #8 , #9 )
how many two - digit whole numbers yield a remainder of n2 when divided by n1 and also yield a remainder of n2 when divided by n3 ?	add ( n0 , n0 ) | add ( n0 , #0 )
sum of the squares of n0 no . is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
when x is multiplied by n0 , the result is n2 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
a small , rectangular park has a perimeter of n0 feet and a diagonal measurement of n1 feet . what is its area , in square feet ?	add ( const_2 , const_3 ) | divide ( n1 , #0 ) | multiply ( #1 , const_3 ) | multiply ( #1 , const_4 ) | multiply ( #2 , #3 )
a machine , working at a constant rate , manufactures n0 staplers in n1 minutes . how many staplers does it make in n2 hr n3 min ?	multiply ( n2 , const_60 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a fill pipe can fill n0 / n3 of cistern in n2 minutes in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
if two integers x , y ( x > y ) are selected from - n1 to n1 ( inclusive ) , how many cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
if one length of a square is tripled , and the original parameter is n0 y . what is the new length of one of the sides ?	multiply ( n0 , const_3 ) | square_area ( n0 ) | square_area ( #0 ) | divide ( #2 , #1 )
jacob is n0 years old . he is n1 times as old as his brother . how old will jacob be when he is twice as old ?	multiply ( n0 , n1 )
if the average ( arithmetic mean ) of x , x + n0 , and x + n1 is n2 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a man rows n0 m in n1 seconds against the stream and returns in n2 and half minutes . his rowing speed in s no_ascii_72 ll water is	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | multiply ( const_1 , const_60 ) | multiply ( n2 , const_60 ) | divide ( #2 , const_2 ) | add ( #4 , #3 ) | divide ( n0 , #5 ) | add ( #6 , #0 ) | multiply ( #7 , #1 ) | multiply ( #8 , const_3_6 )
a walk n0 m towards north east . b walk towards east n1 m and then n2 m south . now calculate distance between a and b ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | add ( n2 , #3 )
if the average ( arithmetic mean ) of x , x + n0 , and x + n1 is n2 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
n0 pens and n1 pencils were purchased for n2 . if the average price of a pencil was n3 , find the average price of a pen .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
sophia finished n0 of a book . she calculated that she finished n1 more pages than she has yet to read . how long is her book ?	divide ( const_2 , const_3 ) | subtract ( const_1 , #0 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
what is the least number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , and n4 ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | add ( n2 , #1 ) | add ( n3 , #2 ) | add ( n4 , #3 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many odd , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
if n0 people are selected from a group of n1 married couples , what is the probability that none of them would be married to each other ?	multiply ( const_4 , const_4 ) | multiply ( n1 , const_2 ) | divide ( #1 , #1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #0 ) | divide ( #0 , #5 ) | subtract ( #3 , const_2 ) | divide ( #8 , #4 ) | multiply ( #2 , #7 ) | multiply ( #6 , #10 ) | multiply ( #9 , #11 )
what is the least number of square tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a present value of a machine is $ n0 . its value depletion rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a cab driver n0 days income was $ n1 , $ n4 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
if a ' s height is n0 % less than that of b , how much percent b ' s height is more than that of a ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
the l . c . m of two numbers is n0 . the numbers are in the ratio n1 : n2 . the sum of numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
an employee no_ascii_32 s annual salary was increased n0 % . if her old annual salary equals $ n1 , n2 , what was the new salary ?	multiply ( const_0_25 , const_100 ) | subtract ( const_100 , const_10 ) | multiply ( #1 , const_1000 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
if both n0 and n1 are factors of the number a * n2 * n3 * n4 , then what is the smallest possible value of a ?	add ( const_1 , const_10 ) | subtract ( n1 , const_3 ) | divide ( #1 , const_10 ) | power ( #0 , const_2 ) | lcm ( #2 , #3 )
n1 numbers are in the ratio n1 : n2 : n3 . the largest number is n4 . what is the difference between smallest and largest number ?	divide ( n4 , n3 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 )
if n0 % of x is equal to n1 % of y , then n2 % of x will be equal to how much % of y ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
by selling n0 pencils for a rupee a man loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a student got twice as many sums wrong as he got right . if he attempted n0 sums in all , how many did he solve correctly ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
if x + y = - n0 , and x = n1 / y , what is the value of x ^ n3 + y ^ n3 ?	multiply ( n1 , n2 ) | power ( n0 , n2 ) | subtract ( #1 , #0 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than a	multiply ( n0 , const_1 )
a batsman makes a score of n0 runs in the n3 th match and thus increases his average by n2 . find his average after n3 th match	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if v and d are both integers , v > d , and - n0 v > n1 , then the largest value of d would be ?	divide ( n1 , n0 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a certain fraction has the same ratio to n0 / n1 , as n4 / n3 does to n4 / n5 . what is this certain fraction ?	divide ( n0 , n1 )
a number when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same number by n3	multiply ( n0 , n1 ) | divide ( #0 , n3 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
if n0 people are selected from a group of n1 married couples , what is the probability that none of them would be married to each other ?	multiply ( n0 , n0 ) | multiply ( n1 , const_2 ) | divide ( #1 , #1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #0 ) | divide ( #0 , #5 ) | subtract ( #3 , const_2 ) | divide ( #8 , #4 ) | multiply ( #2 , #7 ) | multiply ( #6 , #10 ) | multiply ( #9 , #11 )
if the price of petrol increases by n0 , by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
veena ranks n0 rd from the top in a class of n1 . what is her rank from the bottom if n2 students have failed the examination ?	subtract ( n1 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
if the volume of a cube is x ^ n0 cubic units , what is the number of square units in the surface area of the cube ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_1 ) | multiply ( #0 , #1 )
n is a whole number which when divided by n3 gives n1 as remainder . what will be the remainder when n2 n is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
if x ^ n2 + ( n5 / x ^ n2 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
there are n0 students in a classroom . the ratio of the # of girls to boys was n1 : n2 , how many boys are there ?	add ( n1 , n2 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
marts income is n0 percent more than tims income and tims income is n1 percent less than juans income . what percentage of juans income is marts income	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #1 ) | multiply ( #2 , const_100 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
jacob is n0 years old . he is n1 times as old as his brother . how old will jacob be when he is twice as old ?	multiply ( n0 , n1 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
n0 different biology books and n1 different chemistry books lie on a shelf . in how many ways can a student pick n2 books of each type ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | divide ( #0 , #4 ) | divide ( #1 , #5 ) | divide ( #6 , n2 ) | divide ( #7 , n2 ) | multiply ( #8 , #9 )
if a population of women in a town is n0 % of men . what is the population of men as a % of population of women ?	divide ( const_100 , n0 ) | multiply ( #0 , const_100 )
by selling n0 pens for a rupee a woman loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | inverse ( #5 )
sum of the squares of n0 no . is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( n2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
if the price of petrol increases by n0 , by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
the average ( arithmetic mean ) of n4 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
find out the c . i on rs . n0 at n1 % p . a . compound half - yearly for n3 1 / n4 year ?	divide ( n1 , const_100 ) | divide ( const_3 , n4 ) | add ( #0 , n2 ) | power ( #2 , #1 ) | multiply ( n0 , #3 ) | subtract ( #4 , n0 )
a present value of a machine is $ n0 . its value depletion rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
two numbers are less than a third number by n0 % and n1 % . how much percent is the second number is less than the first ?	add ( n0 , const_1 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_10 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
sum of the squares of n0 no . is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
a bag contains n0 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a train , n0 meters long travels at a speed of n1 km / hr crosses a bridge in n2 seconds . the length of the bridge is	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
if the length of rectangle is three times of its breadth . if the area of rectangle is n0 sq . m , then calculate the length ?	divide ( n0 , const_3 ) | sqrt ( #0 ) | multiply ( #1 , const_3 )
n0 % of employees are women with fair hair . n1 % of fair - haired employees are women . what percent of employees have fair hair ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum mark is	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if n0 % of a number is equal to three - fifth of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
two equal triangles constitute rhombus a . if the diagonals of rhombus are n0 cm and n1 cm long . what is the area of each triangle ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
the average ( arithmetic mean ) of n0 , n1 , and n5 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
two numbers are respectively n0 % and n1 % more than a third number . the second number expressed in terms of percentage of the first is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
if the price of petrol increases by n0 , by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
what is the least number of squares tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_1 ) | rectangle_area ( #0 , #1 ) | square_area ( #3 ) | divide ( #4 , #5 )
if x no_ascii_36 y = ( x + y ) ^ n1 - ( x - y ) ^ n1 . then no_ascii_67 n3 no_ascii_36 no_ascii_67 n3 =	sqrt ( n2 ) | add ( #0 , #0 ) | power ( #1 , n0 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
sum of the squares of n0 no . is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n0 people can write n1 book in n2 days working n3 hour a day . then in how many day n4 can be written by n5 people ?	divide ( n5 , const_2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
what is the least number of squares tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_1 ) | rectangle_area ( #0 , #1 ) | square_area ( #3 ) | divide ( #4 , #5 )
a man buys an item at rs . n0 and sells it at the loss of n1 percent . then what is the selling price of that item	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 )
n0 boys or n1 girls can construct the wall in n2 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
the average of n2 numbers is n1 . if each of the number is multiplied by n2 , the average of the new set of numbers is :	multiply ( n1 , n2 )
if n6 x = n1 y and xy no_ascii_24 n2 , what is the ratio of n5 / n4 * x to n5 / n6 * y ?	divide ( n3 , n4 ) | divide ( n3 , n0 ) | divide ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 )
i chose a number and divide it by n0 . then i subtracted n1 from the result and got n2 . what was the number i chose ?	add ( n1 , n2 ) | multiply ( n0 , #0 )
in a group of cows and chickens , the number of legs was n0 more than twice the number of heads . the number of cows was :	subtract ( const_4 , const_2 ) | divide ( n0 , #0 )
the area of a right triangle pcm is n0 . length of smallest side cm is n1 units . find the length of the other two sides .	inverse ( const_2 ) | multiply ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #1 , n1 ) | power ( #3 , const_2 ) | add ( #4 , #2 ) | power ( #5 , #0 )
if n0 % of a number is equal to n1 / n2 of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
what is the least number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , and n4 ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | add ( n2 , #1 ) | add ( n3 , #2 ) | add ( n4 , #3 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average of n2 numbers is n1 . if each number is multiplied by n2 , then what is the average of the new set of numbers ?	multiply ( n0 , n1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
the difference between the compound interest compounded annually and simple interest for n0 years at n1 % per annum is rs . n2 . find the principal ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n0 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
if integer k is equal to the sum of all even multiples of n0 between n1 and n2 , what is the greatest prime factor of k ?	divide ( n2 , n0 ) | divide ( n1 , n0 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , n0 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many odd , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
the principal that amounts to rs . n0 in n1 years at n2 n3 / n4 % per annum c . i . compounded annually , is ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , n3 ) | power ( #3 , n1 ) | divide ( n0 , #4 )
if x ^ n3 + n5 / x ^ n3 = n3 , what is the value of x ^ n6 + n5 / x ^ n6 ?	power ( n0 , const_2 ) | subtract ( #0 , const_2 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
if circles x and y have the same area and circle x has a circumference of n0 no_ascii_35 , half of the radius of circle y is :	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
if n4 x + y = n1 , n5 x - y = n3 , for integers of x and y , n4 y ^ n5 = ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n1 , #3 ) | power ( #4 , const_2 ) | multiply ( n0 , #5 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
i chose a number and divide it by n0 . then i subtracted n1 from the result and got n2 . what was the number i chose ?	add ( n1 , n2 ) | multiply ( n0 , #0 )
if a ' s height is n0 % less than that of b , how much percent b ' s height is more than that of a ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
there are two positive numbers in the ratio n0 : n1 . if the larger number exceeds the smaller by n2 , then find the smaller number ?	multiply ( n0 , n2 ) | divide ( #0 , const_4 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if n0 / n1 = n2 , what is the n3 st digit to the right of the decimal point in the decimal equivalent of the fraction ?	add ( const_2 , const_3 )
if n0 x + y = n1 , n5 x - y = n3 , for integers of x and y , n5 y ^ n5 = ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n1 , #3 ) | power ( #4 , n2 ) | multiply ( n0 , #5 )
a factory produces n0 defective bulb out of n1 bulbs a yr . if it produces n2 bulbs a yr , how many defective bulbs are produced ?	divide ( n2 , n1 )
if n0 % more is gained by selling an book for $ n1 than by selling it for $ n2 , the cost of the book is :	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
if n0 % of a number is equal to one - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the principal that amounts to rs . n0 in n1 years at n2 n3 / n4 % per annum c . i . compounded annually , is ?	divide ( n3 , n4 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , n3 ) | power ( #3 , n1 ) | divide ( n0 , #4 )
if circles x and y have the same area and circle x has a circumference of n0 no_ascii_35 , half of the radius of circle y is :	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many odd , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
what will be the percentage increase in the area of the cube ' s surface if each of the cube ' s edges grows by n0 % ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
in a class of n0 students n1 speak english no_ascii_10 n2 speak telugu and n3 speak neither english nor telugu how many speak both english and telugu ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
a train n2 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if x and y are positive integers , and y = x ^ n0 + n1 , the greatest common divisor of a and b can not be	add ( n1 , const_1 )
if p ' s height is n0 % less than that of q , how much percent q ' s height is more than that of p ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a pipe can empty n0 / n1 th of a cistern in n2 mins . in n3 mins , what part of the cistern will be empty ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
if a and d are both integers , a > d , and - n0 c > n1 , then the largest value of d would be ?	divide ( n1 , n0 ) | floor ( #0 )
there are two positive numbers in the ratio n0 : n1 . if the larger number exceeds the smaller by n2 , then find the smaller number ?	multiply ( n0 , n2 ) | divide ( #0 , const_4 )
a certain fraction has the same ratio to n0 / n1 , as n2 / n3 does to n4 / n5 . what is this certain fraction ?	divide ( n0 , n1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a bag contains n0 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
if the l . c . m of two numbers is n0 and their product is n1 , find the h . c . f of the numbers	divide ( n1 , n0 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the length of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a machine , working at a constant rate , manufactures n0 pencils in n3 minutes . how many pencils does it make in n2 hr n3 min ?	multiply ( n2 , const_60 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
jacob is n0 years old . he is n1 times as old as his brother . how old will jacob be when he is twice as old ?	multiply ( n0 , n1 )
an outlet pipe can empty n0 / n1 of a cistern in n2 minutes . in n3 minutes , what part of the cistern will be emptied ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
n0 boys or n1 girls can construct the wall in n2 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
someone on a skateboard is traveling n0 miles per hour . how many feet does she travel in n1 seconds ? ( n2 mile = n3 feet )	multiply ( n0 , n3 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a pipe can empty n0 / n1 th of a cistern in n2 mins . in n3 mins , what part of the cistern will be empty ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
suppose n2 monkeys take n2 minutes to eat n2 banana ' s . how many minutes would it take n4 monkeys to eat n4 banana ' s ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
an error n0 % in excess is made while measuring the side ofa square . the % of error in the calculated area of the square is ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value before n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
if x = n0 - q and y = n1 q - n2 , then for what value of q , x is three times to y ?	subtract ( n2 , n0 ) | add ( n0 , #0 )
what is the average of n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , and n8 , n9 , n10 ?	add ( n0 , n1 ) | add ( n6 , const_10 ) | add ( const_1 , const_10 ) | multiply ( const_100 , const_2 ) | add ( n2 , #0 ) | add ( #3 , const_4 ) | add ( n3 , #4 ) | add ( #5 , const_1 ) | add ( n4 , #6 ) | subtract ( n10 , #7 ) | add ( n5 , #8 ) | add ( n6 , #10 ) | add ( n7 , #11 ) | add ( #12 , #1 ) | add ( #13 , #9 ) | add ( n10 , #14 ) | divide ( #15 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
rahul is n0 years older than his daughter mary . in n1 years rahul will be twice as old as mary . what is mary current age .	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
the speed of a train including stoppages is n0 kmph and excluding stoppages is n1 kmph . of how many minutes does the train stop per hour ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_60 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
the population of bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 to n2 bacteria ?	divide ( n2 , n1 ) | log ( #0 ) | multiply ( n0 , #1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
the line y = n0 x / n1 + b goes through the point ( n2 , no_ascii_77 n3 ) . what is the value of b ?	multiply ( n0 , n2 ) | negate ( n3 ) | divide ( #0 , n1 ) | negate ( #2 ) | subtract ( #1 , #3 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
what will be the percentage increase in the area of the cube ' s surface if each of the cube ' s edges grows by n0 % ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
by selling n1 pencils for a rupee a man loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
the ratio of two numbers is n0 : n1 and their h . c . f . is n2 . their l . c . m . is	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
find the average increase rate , if increase in the population in the first year is n0 % and that in the second year is n1 % .	subtract ( n1 , n0 ) | add ( n0 , #0 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
marts income is n1 percent more than tims income and tims income is n1 percent less than juans income . what percentage of juans income is marts income	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #1 ) | multiply ( #2 , const_100 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
there is enough provisions for n0 girls in a hostel for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n2 ) | divide ( #0 , const_10 ) | add ( n1 , #1 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is :	subtract ( n0 , const_4 )
a student got twice as many sums wrong as he got right . if he attempted n0 sums in all , how many did he solve correctly ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
a regular hexagon is there . the mid points of the sides were joined and formed another hexagon . then what is the percentage reduction in area .	divide ( const_3 , const_4 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
the average ( arithmetic mean ) of n4 , n1 , and n5 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
if circles x and y have the same area and circle x has a circumference of n0 no_ascii_35 , half of the radius of circle y is :	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
by selling n0 pencils for a rupee a man loses n1 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many even , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
how many paying stones , each measuring n0 m * n1 m are required to pave a rectangular court yard n2 m long and n3 m board ?	rectangle_area ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | divide ( #0 , #1 )
n2 weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 weavers in n4 days ?	multiply ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 )
if a + b = no_ascii_73 n0 , and a = n1 / b , what is the value of a ^ n3 + b ^ n3 ?	multiply ( n1 , n2 ) | power ( n0 , n2 ) | subtract ( #1 , #0 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a sum of rs . n0 at simple interest amounts to rs . n1 in n2 years . the s . i . for n3 year is :	divide ( n1 , const_10 ) | subtract ( #0 , const_100 ) | divide ( #1 , n2 ) | multiply ( #2 , const_10 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a fill pipe can fill n0 / n4 of cistern in n2 minutes in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
what is the least number of square tiles required to pave the floor of a room n0 m n3 cm long and n2 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
if n2 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a batsman scored n0 runs which included n2 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
an outlet pipe can empty n0 / n3 of a cistern in n2 minutes . in n3 minutes , what part of the cistern will be emptied ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is :	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
n8 / n1 + n8 / n3 - n7 / n5 + n8 / n7 + n8 / n9 - n12 / n13 - n12 / n13 =	divide ( n12 , n13 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
in a triangle , one side is n0 cm and another side is n1 cm . which of the following can be the perimeter of the triangle ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | triangle_perimeter ( n0 , n1 , #3 ) | subtract ( #4 , const_2 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
a number when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same number by n3	multiply ( n0 , n1 ) | divide ( #0 , n3 )
there are n0 teams in a soccer league and each team plays each of the other teams once . how many games will be played in total ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
n8 / n1 + n8 / n12 - n7 / n5 + n8 / n7 + n8 / n9 - n10 / n11 - n12 / n13 =	divide ( n12 , n13 )
the l . c . m of two numbers is n0 . the numbers are in the ratio n1 : n2 . the sum of numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
what is the least number of squares tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_1 ) | rectangle_area ( #0 , #1 ) | square_area ( #3 ) | divide ( #4 , #5 )
n0 people can write n1 book in n2 days working n3 hour a day . then in how many day n4 can be written by n5 people ?	divide ( n5 , const_2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if two integers x , y ( x > y ) are selected from - n0 to n1 ( inclusive ) , how many cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
a pair of articles was bought for $ n0 at a discount of n1 % . what must be the marked price of each of the article ?	divide ( n0 , const_2 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
in n0 there were n1 women stockbrokers in the united states . by n2 the number had increased to n3 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
when the price of a radio was reduced by n0 % , its sale increased by n1 % . what was the net effect on the sale ?	add ( n0 , n0 ) | multiply ( n0 , n0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 )
a number when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same number by n3	multiply ( n0 , n1 ) | divide ( #0 , n3 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
n0 % of employees are women with fair hair . n1 % of fair - haired employees are women . what percent of employees have fair hair ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
if n0 typists can type n2 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
if a certain number x is divided by n0 , the reminder is n1 . what is the reminder when x + n2 is divided by n3 ?	add ( n1 , n2 )
david is n0 years older than his daughter rosy . in n1 years david will be twice as old as rosy . what is rosy current age .	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
a train n0 m long passed a pole in n1 sec . how long will it take to pass a platform n2 m long ? a . n3	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
in a group of cows and chickens , the number of legs was n0 more than twice the number of heads . the number of cows was :	subtract ( const_4 , const_2 ) | divide ( n0 , #0 )
if n0 % of a number is equal to four - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a sum of n0 , n3 amounts to n2 , n3 in n4 years at the rate of simple interest . what is the rate of interest ?	add ( const_0_25 , const_0_25 ) | divide ( const_3 , n2 ) | multiply ( const_3 , const_4 ) | add ( #0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
if a ' s height is n0 % less than that of b , how much percent b ' s height is more than that of a ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
n0 pens and n1 pencils were purchased for n2 . if the average price of a pencil was n3 , find the average price of a pen .	multiply ( n1 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
a bag contains n1 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
find the least number of complete years in which a sum of money put out at n0 % compound interest will be more than double of itself ?	divide ( n0 , const_100 ) | log ( const_2 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | add ( #4 , const_1 ) | floor ( #5 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
two numbers are in the ratio n0 : n1 . if their l . c . m . is n2 . what is sum of the numbers ?	multiply ( n0 , const_4.0 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
the ages of ashley and mary are in the ratio n0 : n1 . the sum of their ages is n2 . find the age of mary .	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a n0 litre sol is n1 % alcohol . how many litres of pure alcohol must be added to produce a sol that is n2 % alcohol ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
if two integers x , y ( x > y ) are selected from - n0 to n1 ( inclusive ) , how many cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , const_4 ) | add ( #5 , const_3 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
if n0 / n1 = n2 , what is the n3 st digit to the right of the decimal point in the decimal equivalent of the fraction ?	add ( const_2 , const_3 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a man buys an item at rs . n0 and sells it at the loss of n1 percent . then what is the selling price of that item	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 )
a circle is inscribed in a triangle of side n0 cm . and a square is inscribed in the circle . what is the area of square ?	multiply ( n0 , n0 ) | sqrt ( #0 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the decrease in the price will be ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
if circles x and y have the same area and circle x has a circumference of n0 no_ascii_35 , half of the radius of circle y is :	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
if x : y = n0 : n1 , then find the value of ( n2 x + n3 y ) : ( n4 x + y )	add ( n1 , n4 ) | multiply ( n1 , n3 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
the volume of the greatest sphere that can be cut off from a cylindrical log of wood of base radius n0 cm and height n1 cm is :	volume_sphere ( n0 )
n0 boys or n1 girls can construct the wall in n2 days . the number of days that n3 boys and n4 girls will take to construct ?	divide ( const_1 , n2 ) | divide ( #0 , n1 ) | divide ( #0 , n0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 )
n0 pens and n1 pencils were purchased for n2 . if the average price of a pencil was n3 , find the average price of a pen .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
a pipe can empty n0 / n1 rd of a cistern in n2 mins . in n3 mins , what part of the cistern will be empty ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
find the total number of prime factors in the expression ( n0 ) ^ n4 x ( n2 ) ^ n3 x ( n4 ) ^ n5 .	multiply ( n1 , n5 ) | add ( n3 , #0 ) | add ( n5 , #1 )
a number when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same number by n3	multiply ( n0 , n1 ) | divide ( #0 , n3 )
if n0 people are selected from a group of n1 married couples , what is the probability that none of them would be married to each other ?	multiply ( n0 , n0 ) | multiply ( n1 , const_2 ) | divide ( #1 , #1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #0 ) | divide ( #0 , #5 ) | subtract ( #3 , const_2 ) | divide ( #8 , #4 ) | multiply ( #2 , #7 ) | multiply ( #6 , #10 ) | multiply ( #9 , #11 )
a small , rectangular park has a perimeter of n0 feet and a diagonal measurement of n1 feet . what is its area , in square feet ?	add ( const_2 , const_3 ) | divide ( n1 , #0 ) | multiply ( #1 , const_3 ) | multiply ( #1 , const_4 ) | multiply ( #2 , #3 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is :	subtract ( n0 , const_4 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( const_2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
if g and d are both integers , g > d , and - n0 g > n1 , then the largest value of d would be ?	divide ( const_2 , const_3 ) | negate ( n0 ) | divide ( n1 , #1 ) | subtract ( #2 , #0 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
a sum of n0 , n1 amounts to n2 , n3 in n4 years at the rate of simple interest . what is the rate of interest ?	add ( const_0_25 , const_0_25 ) | divide ( const_3 , const_4.0 ) | multiply ( const_3 , const_4 ) | add ( #0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
two numbers are in the ratio n0 : n1 . if their l . c . m . is n2 . what is sum of the numbers ?	multiply ( n0 , const_4.0 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
n2 weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 weavers in n4 days ?	multiply ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 )
what is the least number which should be added to n0 so that the sum is exactly divisible by n1 , n2 , n3 , and n4 ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | add ( n2 , #1 ) | add ( n3 , #2 ) | add ( n4 , #3 )
given the two equations n4 x + n1 y = n2 and n3 x + n4 y = n5 , by how much does r exceed s ?	multiply ( n1 , n2 ) | divide ( #0 , n2 )
if a : b : : n0 : n1 , then what is ( n2 a + n3 b ) : ( a - n4 b ) ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #4 )
n0 % of employees are women with fair hair . n1 % of fair - haired employees are women . what percent of employees have fair hair ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a number is greater than n0 but less than n1 . also the number is greater than n2 but less than n3 . what is the number ?	subtract ( n1 , const_1 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average of the marks of n0 students in a class is n1 . if the marks of each student are doubled , find the new average ?	multiply ( n1 , const_2 )
what is the least number of square tiles required to pave the floor of a room n0 m n1 cm long and n3 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
if n0 / n1 = n2 , what is the n3 st digit to the right of the decimal point in the decimal equivalent of the fraction ?	add ( const_2 , const_3 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
two vertical ladders length of n0 m and n1 m are kept vertically at a distance of n2 m . find the top distance of both ladders ?	power ( n2 , const_2 ) | subtract ( n1 , n0 ) | power ( #1 , const_2 ) | add ( #2 , #0 ) | sqrt ( #3 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if rs . n0 is divided into n6 parts , proportional to n2 / n4 : n4 / n6 : n6 / n7 find the first part .	divide ( const_12 , n3 ) | divide ( const_12 , n1 ) | divide ( const_12 , n7 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( #0 , #6 ) | multiply ( n0 , #7 )
the least whole number which when subtracted from both the terms of the ratio n0 : n1 to give a ratio less than n2 : n3 , is	divide ( const_2 , const_10 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( #1 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #0 )
if x > n0 , then the value of ( n1 x ) / ( n2 x ^ n3 - n4 ^ n5 ) is closest to ?	subtract ( const_2 , n2 ) | multiply ( #0 , const_2 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is :	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
a cab driver n0 days income was $ n1 , $ n2 , $ n3 , $ n4 , $ n5 . then his average income is ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 )
if a : b : : n0 : n1 , then what is ( n2 a + n3 b ) : ( a - n4 b ) ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #4 )
a mobile battery in n0 hour charges to n1 percent . how much time ( in minute ) will it require more to charge to n2 percent .	divide ( n2 , n1 ) | multiply ( #0 , const_60 )
if n0 boys meet at a reunion and each boy shakes hands exactly once with each of the others , then what is the total number of handshakes	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
n2 weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 weavers in n4 days ?	multiply ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
n0 different biology books and n1 different chemistry books lie on a shelf . in how many ways can a student pick n2 books of each type ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | divide ( #0 , #4 ) | divide ( #1 , #5 ) | divide ( #6 , n2 ) | divide ( #7 , n2 ) | multiply ( #8 , #9 )
a present value of a machine is $ n0 . its value depletion rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 then sum is	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
a batsman scored n0 runs which included n2 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
n0 is divided into two parts in such a way that seventh part of first and ninth part of second are equal . find the smallest part ?	add ( const_3 , const_4 ) | add ( #0 , const_2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_2 )
by selling n0 pens for a rupee a woman loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | inverse ( #5 )
a positive integer , which when added to n1 , gives a sum which is greater than when it is multiplied by n1 . this positive integer is	add ( n0 , const_1 ) | multiply ( n0 , const_1 ) | subtract ( #0 , #1 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is :	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
an alloy is to contain copper and zinc in the ratio n0 : n1 . the zinc required to be melted with n2 kg of copper is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a batsman scored n0 runs which included n2 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a dealer purchased an article at n0 / n1 of its list price and sold n2 % more than the list price . find his gain percent ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , n2 )
n0 % of employees are women with fair hair . n1 % of fair - haired employees are women . what percent of employees have fair hair ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
if n0 typists can type n1 letters in n2 minutes , then how many letters will n3 typists working at the same rate complete in n4 hour ?	multiply ( n1 , const_3 ) | divide ( #0 , n0 ) | multiply ( n3 , #1 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
what is the area of an obtuse angled triangle whose two sides are n0 and n1 and the angle included between the two sides is n2 o ?	divide ( n0 , const_2 ) | sqrt ( const_3 ) | divide ( #1 , const_2 ) | multiply ( n0 , #2 ) | add ( n1 , #3 ) | triangle_area ( #0 , #3 ) | triangle_area ( #4 , #0 ) | subtract ( #6 , #5 )
marts income is n1 percent more than tims income and tims income is n1 percent less than juans income . what percentage of juans income is marts income	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #1 ) | multiply ( #2 , const_100 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
the remainder of the division of a number by n0 is n1 . what will be the remainder when that number is divided by n2 ? please explain	multiply ( n0 , const_2 ) | add ( n1 , #0 ) | reminder ( #1 , n2 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 then sum is	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
what will be the percentage increase in the area of the cube ' s surface if each of the cube ' s edges grows by n0 % ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
by selling n0 pencils for a rupee a man loses n2 % . how many for a rupee should he sell in order to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 ) | multiply ( n0 , #4 )
if n0 % of a number is equal to one - fourth of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is :	subtract ( n0 , const_4 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
find avrg speed if a man travels at speed of n0 km / hr up and n1 km / hr dawn at an altitude of n2 m .	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
find avrg speed if a man travels at speed of n0 km / hr up and n1 km / hr dawn at an altitude of n2 m .	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
a small , rectangular park has a perimeter of n0 feet and a diagonal measurement of n1 feet . what is its area , in square feet ?	add ( const_2 , const_3 ) | divide ( n1 , #0 ) | multiply ( #1 , const_3 ) | multiply ( #1 , const_4 ) | multiply ( #2 , #3 )
if $ n0 are divided between worker a and worker b in the ratio n1 : n2 , what is the share that worker b will get ?	add ( n1 , n2 ) | divide ( n0 , #0 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
i chose a number and divide it by n0 . then i subtracted n1 from the result and got n2 . what was the number i chose ?	add ( n1 , n2 ) | multiply ( n0 , #0 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
the product of two numbers is n0 . if the h . c . f . of these numbers is n1 , then the greater number is :	multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | add ( #0 , #4 ) | sqrt ( #5 )
if the average ( arithmetic mean ) of x , x + n0 , and x + n1 is n2 , what is the value of x ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
if n0 % of a number is equal to two - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
an outlet pipe can empty n0 / n1 of a cistern in n2 minutes . in n3 minutes , what part of the cistern will be emptied ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
what is the least number of square tiles required to pave the floor of a room n0 m n3 cm long and n2 m n3 cm broad ?	multiply ( n2 , const_100 ) | multiply ( n0 , const_100 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many even , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
a bag contains n0 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
veena ranks n0 rd from the top in a class of n1 . what is her rank from the bottom if n2 students have failed the examination ?	subtract ( n1 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_4 )
there are n0 students in a class . if n1 % are absent on a particular day , find the number of students present in the class .	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , n0 )
pooja travels from a to b a distance of n0 miles in n1 hours . he returns to a in n2 hours . find his average speed ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
find avrg speed if a man travels at speed of n0 km / hr up and n1 km / hr dawn at an altitude of n2 m .	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
what is the least number of squares tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_1 ) | rectangle_area ( #0 , #1 ) | square_area ( #3 ) | divide ( #4 , #5 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
the average of n0 observations is n1 . a new seventh observation is included and the new average is decreased by n2 . the seventh observation is :	add ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
a cricketer scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , const_4 ) | multiply ( n2 , const_3 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
what will be the percentage increase in the area of the cube ' s surface if each of the cube ' s edges grows by n0 % ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
in n0 kg mixture of iron and manganese n1 % of manganese . how much iron should be added so that the proportion of manganese becomes n2 %	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , n0 )
if x no_ascii_36 y = ( x + y ) ^ n1 - ( x - y ) ^ n1 . then no_ascii_67 n3 no_ascii_36 no_ascii_67 n3 =	sqrt ( n2 ) | add ( #0 , #0 ) | power ( #1 , n0 )
a palindrome is a number that reads the same forward and backward , such as n0 . how many odd , n1 - digit numbers are palindromes ?	divide ( n1 , const_2 ) | power ( const_10 , #0 ) | divide ( #1 , const_2 )
if x ^ n2 + n5 / x ^ n2 = n3 , what is the value of x ^ n6 + n5 / x ^ n6 ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
find the least number of complete years in which a sum of money put out at n0 % compound interest will be more than double of itself ?	divide ( n0 , const_100 ) | log ( const_2 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | add ( #4 , const_1 ) | floor ( #5 )
if integer k is equal to the sum of all even multiples of n0 between n1 and n2 , what is the greatest prime factor of k ?	divide ( n2 , n0 ) | divide ( n1 , n0 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , n0 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
john makes $ n0 a week from his job . he earns a raise and now makes $ n1 a week . what is the % increase ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the number n0 can be written as sum of the squares of n1 different positive integers . what is the difference of these n2 different larger integers ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
what is the maximum number r of n0 cubic centimetre cubes that can fit in a rectangular box measuring n1 centimetre x n2 centimetre x n3 centimetre ?	cube_edge_by_volume ( n0 ) | divide ( n2 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | floor ( #2 ) | multiply ( #1 , #3 ) | multiply ( #4 , #5 )
a pipe can empty n0 / n1 rd of a cistern in n2 mins . in n3 mins , what part of the cistern will be empty ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and what number ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
if a no_ascii_23 no_ascii_42 b = n4 a - n1 b + ab , then n5 no_ascii_23 no_ascii_42 n4 + n4 no_ascii_23 no_ascii_42 n5 is equal to :	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #0 , #4 ) | add ( #0 , #5 ) | add ( #6 , #7 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
if x * y = xy no_ascii_77 n0 ( x + y ) for all integers x and y , then n1 * ( no_ascii_77 n2 ) =	negate ( n2 ) | add ( n1 , #0 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_2 ) | negate ( #3 ) | add ( #2 , #4 )
a present value of a machine is $ n0 . its value depletion rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a n0 , a n1 , a n2 ( terms of ap ) are in gp and a n3 + a n4 = n5 . find a n6	add ( n3 , n4 ) | subtract ( n2 , n1 ) | subtract ( n6 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #0 , const_2 ) | add ( #3 , #4 ) | divide ( n5 , #5 ) | multiply ( #6 , #1 ) | multiply ( #6 , #2 ) | add ( #7 , #8 ) | add ( #9 , const_4 )
n8 / n1 + n8 / n3 - n12 / n13 + n8 / n12 + n8 / n9 - n10 / n11 - n12 / n13 =	divide ( n4 , n5 )
a fill pipe can fill n0 / n4 of cistern in n2 minutes in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
the mean of n0 observations was n1 . it was found later that an observation n2 was wrongly taken as n3 . the corrected new mean is ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | subtract ( #1 , n3 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
a student chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
in a group of cows and hens , the number of legs are n0 more than twice the number of heads . the number of cows is :	subtract ( n0 , const_4 )
if x and y are the two digits of the number n0 xy such that this number is divisible by n1 , then x + y = ?	multiply ( n0 , const_100 ) | reminder ( #0 , n1 ) | divide ( #1 , const_10 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
n0 men or n2 women can finish a work in n2 days . how many days n3 men and n4 women will take to finish this job ?	divide ( n1 , n0 ) | multiply ( n1 , n1 ) | multiply ( n3 , #0 ) | add ( n4 , #2 ) | divide ( #1 , #3 )
if a ' s height is n0 % less than that of b , how much percent b ' s height is more than that of a ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
if q and d are both integers , q > d , and - n0 q > n1 , then the largest value of d would be ?	negate ( n0 ) | divide ( n1 , #0 ) | floor ( #1 )
if x * y = xy + n1 ( x + y ) for all integers x and y , then n1 * ( no_ascii_77 n2 ) =	negate ( n2 ) | add ( n0 , #0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
if q = ( x no_ascii_77 n0 ) ^ n3 + ( x + n2 ) ^ n3 no_ascii_77 n4 , then y is least when x =	multiply ( n0 , n1 ) | subtract ( n1 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n1 ) | negate ( #3 )
find the principle on a certain sum of money at n0 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
a man no_ascii_32 s wages were decreased by n1 % . again , the reduced wages were increased by n1 % . he has a loss of ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | subtract ( const_100 , #2 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets ?	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town before n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
find avrg speed if a man travels at speed of n0 km / hr up and n1 km / hr dawn at an altitude of n2 m .	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
the l . c . m of two numbers is n0 . the numbers are in the ratio n1 : n2 . the sum of numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a bag contains n0 black and n1 white balls . one ball is drawn at random . what is the probability that the ball drawn is white ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | divide ( #1 , #6 ) | divide ( #3 , #7 ) | factorial ( #9 ) | divide ( #10 , #2 ) | divide ( #11 , #2 ) | divide ( #8 , #12 ) | add ( #13 , #14 ) | divide ( #15 , #2 ) | divide ( #16 , #17 )
if n2 honey bees make n2 grams of honey in n2 days , then n4 honey bee will make n4 gram of honey in how many days ?	divide ( n3 , n0 ) | divide ( n3 , #0 )
n0 + n1 = n2 . how many such n3 consecutive numbers are there less than n4 when added gives a sum which is divisible by n5 ?	divide ( n4 , n5 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
there is a square of side n0 cm . a circle is inscribed inside the square . find the ratio of the area of circle to square .	divide ( n0 , const_2 ) | square_area ( n0 ) | circle_area ( #0 ) | divide ( #2 , #1 )
how many paying stones , each measuring n0 m * n1 m are required to pave a rectangular court yard n2 m long and n3 m board ?	rectangle_area ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | divide ( #0 , #1 )
n0 square stone slabs of equal size were needed to cover a floor area of n1 sq . m . find the length of each stone slab ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_100 )
find the least number of complete years in which a sum of money put out at n0 % compound interest will be more than double of itself ?	divide ( n0 , const_100 ) | log ( const_2 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | add ( #4 , const_1 ) | floor ( #5 )
an outlet pipe can empty n0 / n1 of a cistern in n2 minutes . in n3 minutes , what part of the cistern will be emptied ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 )
if a no_ascii_23 no_ascii_42 b = n0 a - n5 b + ab , then n5 no_ascii_23 no_ascii_42 n4 + n4 no_ascii_23 no_ascii_42 n5 is equal to :	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #0 , #4 ) | add ( #0 , #5 ) | add ( #6 , #7 )
sum of the squares of n0 no . is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
the sum of ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
the length of the bridge is n0 m , which a n1 m long train cross in n2 sec . then what is the speed of train ?	add ( n0 , n1 ) | divide ( #0 , n2 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
a mobile battery in n0 hour charges to n1 percent . how much time ( in minute ) will it require more to charge to n2 percent .	divide ( n2 , n1 ) | multiply ( #0 , const_60 )
for what value of x between no_ascii_73 n1 and n1 , inclusive , is the value of x ^ n2 no_ascii_73 n3 x + n4 the greatest ?	negate ( n0 ) | multiply ( n3 , #0 ) | power ( #0 , n2 ) | add ( n4 , #2 ) | subtract ( #3 , #1 )
find the principle on a certain sum of money at n0 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 each . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
for how many integer values of n will the value of the expression n0 n + n1 be an integer greater than n2 and less than n3 ?	subtract ( n3 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | floor ( #2 ) | floor ( #3 ) | subtract ( #4 , #5 )
a batsman scored n0 runs which included n1 boundaries and n2 sixes . what percent of his total score did he make by running between the wickets .	multiply ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is ?	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if n2 ^ ( x - y ) = n1 and n2 ^ ( x + y ) = n3 , what is the value of x ?	subtract ( n0 , const_4 ) | subtract ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
the average of the marks of n0 students in a class is n1 . if the marks of each student are doubled , find the new average ?	multiply ( n1 , const_2 )
what is the median of a set of consecutive integers if the sum of nth number from the beginning and nth number from the end is n0 ?	divide ( n0 , const_2 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
what is the area inscribed by the lines y = n2 , x = n1 , y = x + n2 on an xy - coordinate plane ?	multiply ( const_0_25 , n0 ) | subtract ( n2 , n1 ) | subtract ( #1 , n0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #2 )
find the principle on a certain sum of money at n3 % per annum for n1 n2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
if x no_ascii_36 y = ( x + y ) ^ n1 - ( x - y ) ^ n1 . then no_ascii_67 n3 no_ascii_36 no_ascii_67 n3 =	sqrt ( n2 ) | add ( #0 , #0 ) | power ( #1 , const_2 )
find the number of shares that can be bought for rs . n0 if the market value is rs . n1 each with brokerage being n2 % .	divide ( n2 , const_100 ) | add ( n1 , #0 ) | divide ( n0 , #1 ) | floor ( #2 )
when x is multiplied by n0 , the result is n1 more than the result of subtracting x from n2 . what is the value of x ?	add ( n1 , n2 ) | add ( const_1 , n0 ) | divide ( #0 , #1 )
there are two positive numbers in the ratio n0 : n1 . if the larger number exceeds the smaller by n2 , then find the smaller number ?	multiply ( n0 , n2 ) | divide ( #0 , const_4 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
if n0 % of a number is equal to one - third of another number , what is the ratio of first number to the second number ?	divide ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a person incurs n2 % loss by selling a watch for $ n1 . at what price should the watch be sold to earn n2 % profit ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
n0 pens and n1 pencils were purchased for n2 . if the average price of a pencil was n3 , find the average price of a pen .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
if a no_ascii_23 no_ascii_42 b = n0 a - n1 b + ab , then n5 no_ascii_23 no_ascii_42 n4 + n4 no_ascii_23 no_ascii_42 n5 is equal to :	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , n3 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #0 , #4 ) | add ( #0 , #5 ) | add ( #6 , #7 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
if k is a non - negative integer and n0 ^ k is a divisor of n1 , n2 then n4 ^ k - k ^ n4 =	subtract ( const_1 , const_1 ) | power ( n2 , #0 ) | power ( #0 , n2 ) | subtract ( #1 , #2 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than a	multiply ( n0 , const_1 )
what is the median of a set of consecutive integers if the sum of nth number from the beginning and nth number from the end is n0 ?	divide ( n0 , const_2 )
a student got twice as many sums wrong as he got right . if he attempted n0 sums in all , how many did he solve correctly ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
if a : b : c = n0 : n1 : n2 , then the ratio ( a + b + c ) : c is equal to	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n2 )
n3 is n2 % of a , and n2 is n3 % of b . c equals b / a . what is the value of c ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
when n is divided by n4 the remainder is n1 . what is the remainder when ( n + n3 ) ^ n3 is divided by n4 ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | power ( #1 , n3 ) | divide ( #2 , n0 ) | floor ( #3 ) | multiply ( n0 , #4 ) | subtract ( #2 , #5 )
if x ^ n2 + ( n5 / x ^ n2 ) = n3 , x ^ n6 + ( n5 / x ^ n6 ) = ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
what will be the length of the mini - train , if it crosses a pole in n0 sec while travelling at a speed of n1 kmph ?	multiply ( n1 , const_0_2778 ) | multiply ( n0 , #0 )
a man buys a cycle for rs . n0 and sells it at a loss of n1 % . what is the selling price of the cycle ?	subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 )
a present value of a machine is $ n0 . its value depletiation rate is n1 % per annum then find the machine value after n2 years ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
the present population of a town is n0 . population increase rate is n1 % p . a . find the population of town after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
find the principle on a certain sum of money at n3 % per annum for n2 2 / n3 years if the amount being rs . n4 ?	multiply ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #1 , n3 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , const_1 ) | divide ( n4 , #5 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
how many paying stones , each measuring n1 m * n1 m are required to pave a rectangular court yard n2 m long and n3 m board ?	rectangle_area ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | divide ( #0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n0 people can write n1 book in n2 days working n3 hour a day . then in how many day n4 can be written by n5 people ?	divide ( n5 , const_2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
x and y are integers . a + b < n0 , and a > n1 . what is the smallest possible value of a - b ?	add ( n0 , n1 ) | subtract ( #0 , const_4 ) | add ( #1 , const_1 ) | divide ( #2 , const_2 ) | subtract ( #3 , const_3 )
a mobile battery in n0 hour charges to n1 percent . how much time ( in minute ) will it require more to charge to n2 percent .	divide ( n2 , n1 ) | multiply ( #0 , const_60 )
a train moves past a post and a platform n0 m long in n1 seconds and n2 seconds respectively . what is the speed of the train ?	speed ( n0 , n1 ) | multiply ( #0 , const_2 )
if a ' s height is n0 % less than that of b , how much percent b ' s height is more than that of a ?	subtract ( const_100 , n0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
in a group of cows and chickens , the number of legs was n0 more than twice the number of heads . the number of cows was :	subtract ( const_4 , const_2 ) | divide ( n0 , #0 )
if a n0 percent deposit that has been paid toward the purchase of a certain product is $ n1 , how much more remains to be paid ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , n1 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n2 weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 weavers in n4 days ?	multiply ( n0 , n0 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 )
what is the least number of squares tiles required to pave the floor of a room n0 m n1 cm long and n2 m n3 cm broad ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_1 ) | rectangle_area ( #0 , #1 ) | square_area ( #3 ) | divide ( #4 , #5 )
a person buys an article at rs . n0 . at what price should he sell the article so as to make a profit of n1 % ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the present worth of a sum due sometime hence is rs . n0 and the banker no_ascii_32 s gain is rs . n1 . the true discount is	multiply ( n0 , n1 ) | sqrt ( #0 )
n0 different biology books and n1 different chemistry books lie on a shelf . in how many ways can a student pick n2 books of each type ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | divide ( #0 , #4 ) | divide ( #1 , #5 ) | divide ( #6 , n2 ) | divide ( #7 , n2 ) | multiply ( #8 , #9 )
the average age of boys in a class is n0 years and that of the girls is n1 years . the average age for the whole class is	subtract ( n0 , n1 )
jayes can eat n2 marshmallows is n1 minutes . dylan can eat n2 in one hour . in how much time will the two eat n3 marshmallows ?	divide ( n1 , n1 )
if $ n0 are divided between worker a and worker b in the ratio n1 : n2 , what is the share that worker b will get ?	add ( n1 , n2 ) | divide ( n0 , #0 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
a train n0 m long is running at a speed of n1 km / hr . in what time will it pass a bridge n2 m long ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the banker ' s gain of a certain sum due n0 years hence at n1 % per annum is rs . n2 . what is the present worth ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
j is n0 % less than p and n1 % less than t . t is q % less than p . what is the value of q ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
for how many integers pair ( x , y ) satisfies the result ( n2 / x ) + ( ( n2 / y ) = n2 / n3	add ( n0 , n3 ) | add ( n0 , #0 ) | add ( n0 , #1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
if ( n4 - x ) / ( n4 + x ) = x , what is the value of x ^ n2 + n3 x - n4 ?	multiply ( n2 , n0 ) | subtract ( #0 , n0 )
having scored n0 runs in the n3 th inning , a cricketer increases his average score by n2 . what will be his average score after n3 innings ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
the difference between a two - digit number and the number obtained by interchanging the two digits is n0 . which is the smaller of the two numbers ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m is n3 . their h . c . f is :	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
the sum of the fourth and twelfth term of an arithmetic progression is n1 . what is the sum of the first n1 terms of the arithmetic progression ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a number is selected at random from the first n0 natural numbers . what is the probability that the number is a multiple of either n1 or n2 ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | floor ( #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( const_60.0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
if x gets n0 % more than y and y gets n1 % more than z , the share of z out of rs . n2 will be :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , #2 ) | add ( #2 , #4 ) | add ( #5 , const_1 ) | divide ( n2 , #6 )
a train which has n0 m long , is running n1 kmph . in what time will it cross a person moving at n2 kmph in same direction ?	divide ( n1 , const_3_6 ) | divide ( n2 , const_2 ) | divide ( #1 , const_3_6 ) | subtract ( #0 , #2 ) | divide ( n0 , #3 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . find the sum ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if x is an integer and n0 no_ascii_62 n1 ^ x is less than n2 , n3 , n4 , what is the greatest possible value for x ?	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 ) | floor ( #3 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
if it takes n0 identical printing presses exactly n1 hours to print n2 newspapers , how long would it take n3 of these presses to print n4 newspapers ?	divide ( n0 , n3 ) | divide ( n4 , n2 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
recipe requires n3 mins to cook . you have n1 mins hourglass and a n2 mins hourglass with you . how will you measure n3 mins using them ?	subtract ( n2 , n1 ) | add ( n2 , #0 )
from a pack of n0 cards , n1 card is drawn at random . what is the probability that a jack , queen , or king is drawn ?	multiply ( const_3 , const_4 ) | divide ( #0 , n0 )
a man walks west n1 miles , then turns right towards north and walks another n1 miles . how far is he from the place he started walking .	power ( n0 , const_2 ) | add ( #0 , #0 ) | sqrt ( #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
the length of a bridge in meters , which a train n0 - meters long and traveling at n1 km / hr can cross in n2 seconds is ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
if x / y = n0 / n4 , then ( n4 x + n5 y ) / ( n4 x no_ascii_21 no_ascii_15 no_ascii_30 n5 y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
if the capacity of a cylindrical tank is n0 m n1 and the diameter of its base is n2 m , then find the depth of the tank .	divide ( n2 , const_2 ) | circle_area ( #0 ) | divide ( n0 , #1 )
a tank is n0 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
an alloy weighing n0 ounces is n1 % gold . how many ounces of pure gold must be added to create an alloy that is n2 % gold ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_12 ) | subtract ( #2 , n0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
the area of a parallelogram is n0 sq m and its base is nine times size of the corresponding altitude . then the length of the base is ?	divide ( n0 , const_2 ) | sqrt ( #0 )
an investment compounds annually at an interest rate of n0 % what is the smallest investment period by which time the investment will more than triple in value ?	divide ( n0 , const_100 ) | log ( const_3 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | floor ( #4 ) | add ( #5 , const_1 )
find the number of factors of n0 that are in the form ( n1 * k + n2 ) , where k is a non - negative integer ?	add ( const_2 , const_3 ) | divide ( n0 , const_3 ) | divide ( #1 , n2 ) | divide ( #2 , #0 )
the population of a town increased from n0 , n1 to n2 , n3 in a decade . what is the average percent increase of population per year ?	multiply ( const_100 , const_1000 ) | divide ( n3 , #0 ) | divide ( n1 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , const_10 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
the ratio of n0 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
the difference between compound interest and simple interest on a certain amount of money at n0 % per annum for n1 years is n2 . find the sum :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
a brick measures n0 cm * n1 cm * n2 cm how many bricks will be required for a wall n3 m * n4 m * n5 m ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n5 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( #5 , n1 ) | divide ( #6 , n2 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if the length of a rectangle is increased by n1 % and the breadth is reduced by n1 % , what will be the effect on its area ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
if n = n0 and n * is the decimal obtained by rounding n to the nearest hundredth , what is the value of n * no_ascii_77 n ?	multiply ( const_10 , const_2 ) | add ( #0 , const_3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | subtract ( n0 , #3 ) | subtract ( #4 , n0 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
if the l . c . m of two numbers is n0 and their product is n1 , find the h . c . f of the numbers .	divide ( n1 , n0 )
if the l . c . m of two numbers is n0 and their product is n1 , find the h . c . f of the numbers .	divide ( n1 , n0 )
ravi can do a piece of work in n0 days while prakash can do it in n1 days . in how many days will they finish it together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
the difference between the compound interest and simple interest on a certain sum at n0 % per annum for n1 years is $ n2 . find the sum ?	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
there are n0 teams in a certain league and each team plays each of the other teams exactly once . what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
n0 persons major in physics , n1 major in chemistry , n2 not at major in these subjects u want to find number of students majoring in both subjects	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | subtract ( #0 , #1 )
a certain industrial loom weaves n0 meters of cloth every second . approximately how many seconds will it take for the loom to weave n1 meters of cloth ?	divide ( n1 , n0 )
a number is selected at random from the first n0 natural numbers . what is the probability that the number is a multiple of either n1 or n2 ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | floor ( #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
the average score of n0 students in a class is n1 . if every student is given n2 grace marks , the new average of the class is :	multiply ( n0 , n2 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
the sum of the ages of n0 children born at the intervals of n1 year each is n2 year . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
the cost of carpeting a room n0 m long with a carpet n1 cm wide at n2 per metre is n3 . the breadth of the room is :	divide ( n3 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a goat is tied to one corner of a square plot of side n0 m by a rope n1 m long . find the area it can graze ?	circle_area ( n1 ) | divide ( #0 , const_4 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
what is the remainder when n8 ^ n1 + n8 ^ n3 + n8 ^ n5 + . . . + n8 ^ n7 is divided by n8 ?	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
yearly subscription to professional magazines cost a company $ n0 . to make a n1 % cut in the magazine budget , how much less must be spent ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the eldest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
having scored n0 runs in the n3 th inning , a cricketer increases his average score by n2 . what will be his average score after n3 innings ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the shorter sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
the income of a company increases n0 % per annum . if its income is n1 in the year n2 what was its income in the year n3 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | divide ( n1 , #2 )
the ratio of two quantities is n0 : n1 . if each of the quantities is increased by n2 , what is the ratio of the new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
an industrial loom weaves n0 metres of cloth every second . approximately , how many seconds will it take for the loom to weave n1 metre of cloth ?	divide ( n1 , n0 )
what is the area inscribed by the lines y = n0 , x = n3 , y = n2 x + n3 on an xy - coordinate plane ?	multiply ( const_0_25 , n0 ) | subtract ( n2 , n0 ) | subtract ( #1 , n0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #2 )
there is enough provisions for n0 men in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
seller selling an apple for rs . n0 , a seller loses n1 / n2 th of what it costs him . the cp of the apple is ?	add ( n0 , n1 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform .	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if the simple interest on a certain sum of money for n0 years is one no_ascii_77 fifth of the sum , then the rate of interest per annum is	add ( const_1 , const_4 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 )
a bag contains n2 red , n3 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
the ratio of n2 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( const_4.0 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the compound interest on $ n0 , n4 at n3 % p . a is $ n3 , n4 . find out the period ( in years ) ?	divide ( n0 , n2 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
an industrial loom weaves n0 metres of cloth every second . approximately , how many seconds will it take for the loom to weave n1 metre of cloth ?	divide ( n1 , n0 )
if a ( a - n3 ) = n3 and b ( b - n3 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the shorter sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a sum fetched a total simple interest of n0 at the rate of n1 % . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a father is n0 times as old as his son . in n1 years , he ' ll be twice as old . how old are they now ?	divide ( n1 , const_2 ) | multiply ( n0 , #0 ) | add ( #1 , const_1000 )
the banker ' s gain of a certain sum due n0 years hence at n1 % per annum is rs . n2 . what is the present worth ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
the difference between compound interest and simple interest on a sum for n0 years at n1 % p . a . is rs . n2 find the sum .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
a bag contains n1 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a reduction in the price of petrol by n0 % enables a motorist to buy n1 gallons more for $ n2 . find the original price of petrol ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n1 , #1 ) | multiply ( n2 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , #3 )
the average of n0 consecutive numbers a , b , c , d , e , f and g is n1 . what percent of g is a ?	divide ( n0 , const_2 ) | floor ( #0 ) | add ( n1 , #1 ) | subtract ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a man sold n4 articles for $ n3 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
what is the probability q of randomly selecting an arrangement of the letters of the wordmediterraneanin which the first letter is e and the last letter is r ?	factorial ( const_2 ) | factorial ( const_3 ) | multiply ( const_3 , const_4 ) | power ( #0 , const_3 ) | subtract ( #2 , const_1 ) | add ( #4 , const_2 ) | factorial ( #4 ) | multiply ( #1 , #3 ) | divide ( #6 , #3 ) | factorial ( #5 ) | divide ( #9 , #7 ) | divide ( #8 , #10 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the least common multiple of two prime numbers x and y is n0 , where x > y , then the value of n1 x + y is	divide ( n0 , n1 ) | multiply ( n1 , #0 ) | add ( #1 , n1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
if a = { n0 , n1 , n2 , n3 , n4 } , what is the sum of mean and median of the numbers in a ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 ) | add ( n2 , #5 )
a certain industrial loom weaves n0 meters of cloth every second . approximately how many seconds will it take for the loom to weave n1 meters of cloth ?	divide ( n1 , n0 )
if the simple interest on a certain sum of money for n0 years is one no_ascii_77 fifth of the sum , then the rate of interest per annum is	add ( const_1 , const_4 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what was its population n2 years ago ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if rs . n0 amount to rs . n1 in n2 years , what will it amount to in n3 years at the same rate % per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
n0 + n1 = n2 n3 + n9 = n5 n6 + n8 = n8 n9 + n10 = n11 n12 + n13 = ? ? solve it ?	add ( n12 , n13 ) | multiply ( n3 , #0 ) | add ( n13 , #1 )
if a and b are positive numbers , and a ^ n1 + b ^ n1 = n2 , then the greatest possible value of a is between :	inverse ( const_3 ) | power ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( #2 , const_10 ) | add ( #3 , #4 )
walking at n0 % of his usual speed a man takes n1 minutes more to cover a distance . what is his usual time to cover this distance ?	divide ( n0 , const_100 ) | divide ( const_1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
if two integers x , y ( x > y ) are selected from - n0 to n1 ( inclusive ) , how many possible cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
a sum fetched a total simple interest of n0 at the rate of n1 % . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
what is the remainder when n6 ^ n1 + n6 ^ n8 + n6 ^ n5 + . . . + n6 ^ n7 is divided by n8 ?	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
if n = n0 and n * is the decimal obtained by rounding n to the nearest hundredth , what is the value of n * no_ascii_77 n ?	multiply ( const_10 , const_2 ) | add ( #0 , const_3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | subtract ( n0 , #3 ) | subtract ( #4 , n0 )
albert is n0 times mary no_ascii_32 s age and n1 times as old as betty . mary is n2 years younger than albert . how old is betty ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
the length of a bridge in meters , which a train n0 - meters long and traveling at n1 km / hr can cross in n2 seconds is ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 )
if n0 a - b = n1 b + n2 = - n3 b - n4 a , what is the value of n6 a + n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
if n0 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
a certain industrial loom weaves n0 meters of cloth every second . approximately how many seconds will it take for the loom to weave n1 meters of cloth ?	divide ( n1 , n0 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
two numbers are in the ratio n0 : n1 , if n2 is added to both , their ratio changes to n3 : n4 . the greatest number is	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
a rectangular block n0 cm by n1 cm by n2 cm is cut into an exact number of equal cubes . find the least possible number of cubes ?	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
if d = n0 / ( n1 ^ n2 * n3 ^ n4 ) is expressed as a terminating decimal , how many nonzero digits will d have ?	add ( n0 , n1 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
albert is n0 times mary no_ascii_32 s age and n1 times as old as betty . mary is n2 years younger than albert . how old is betty ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
n0 is divided in n1 parts such that n2 times the first part added to n3 times the second part makes n4 . what is the first part ?	multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( n4 , #0 ) | divide ( #2 , #1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 a - b = n1 b + n2 = - n3 b - n4 a , what is the value of n6 a + n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is :	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
n1 is a perfect cube . when x is added to the prime factor of n1 , the result is also a perfect cube . what is x ?	subtract ( n0 , const_3 ) | divide ( #0 , const_3 )
if x + ( n3 / x ) = n1 , what is the value q of x ^ n4 + ( n3 / x ) ^ n4 ?	power ( n1 , n2 ) | subtract ( #0 , n2 )
what is the greatest possible length which can be used to measure exactly the lengths n0 m , n1 m n2 cm and n3 m n4 cm cm ?	multiply ( n3 , const_4 )
an alloy weighing n0 ounces is n1 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a rectangle has n0 meter length and n1 meter breadth . find ratio between area of rectangle and square whose side is same with rectangle ' s length .	rectangle_area ( n0 , n1 ) | square_area ( n0 ) | divide ( #0 , #1 )
a certain industrial loom weaves n0 meters of cloth every second . approximately how many seconds will it take for the loom to weave n1 meters of cloth ?	divide ( n1 , n0 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( const_4.0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
a train which has n0 m long , is running n1 kmph . in what time will it cross a person moving at n2 kmph in same direction ?	divide ( n1 , const_3_6 ) | divide ( n2 , const_2 ) | divide ( #1 , const_3_6 ) | subtract ( #0 , #2 ) | divide ( n0 , #3 )
a train which has n0 m long , is running n1 kmph . in what time will it cross a person moving at n2 kmph in same direction ?	divide ( n1 , const_3_6 ) | divide ( n2 , const_2 ) | divide ( #1 , const_3_6 ) | subtract ( #0 , #2 ) | divide ( n0 , #3 )
a superhero flies at an incredible rate of n0 kilometers per minute . what is her speed in miles per hour ? [ n1 km = n2 miles ]	multiply ( n0 , const_60 ) | multiply ( n2 , #0 )
a train n0 metre long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 metre long ?	add ( n0 , n2 ) | divide ( #0 , const_1000 ) | divide ( #1 , n1 ) | multiply ( #2 , const_3600 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a tank is n0 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
a can do a work in n0 days and b can do it in n1 days . in how many days a and b can do the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
an alloy weighing n0 ounces is n1 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
yearly subscription to professional magazines cost a company $ n0 . to make a n1 % cut in the magazine budget , how much less must be spent ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
price of a book increases n0 % successively ( n1 times ) what is the new price of the book more compared to that of the old price :	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
there are n0 fictions and n1 non - fictions . how many cases are there such that n3 fictions and n3 non - fictions are selected from them ?	factorial ( n2 ) | multiply ( n0 , const_4 ) | multiply ( n0 , n1 ) | multiply ( #1 , #2 ) | power ( #0 , n2 ) | divide ( #3 , #4 )
the difference between compound interest and simple interest on a certain amount of money at n0 % per annum for n1 years is n2 . find the sum :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
the ratio of n0 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
what amount does an investor receive if the investor invests $ n0 at n1 % p . a . compound interest for two years , compounding done annually ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate gotin that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if two integers x , y ( x > y ) are selected from - n0 to n1 ( inclusive ) , how many possible cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
if rs . n0 amount to rs . n1 in n2 years , what will it amount to in n3 years at the same rate % per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
the sum of the squares of n0 numbers is n1 , while the sum of their products taken two at a time is n2 . their sum is :	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
there are n0 fictions and n1 non - fictions . how many cases are there such that n3 fictions and n3 non - fictions are selected from them ?	factorial ( n2 ) | multiply ( n0 , const_4 ) | multiply ( n0 , n1 ) | multiply ( #1 , #2 ) | power ( #0 , n2 ) | divide ( #3 , #4 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
a can do a piece of work n0 days . b can do work in n1 days . in how many days they will complete the work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
xy = n0 then what is ( n3 ^ ( x + y ) ^ n4 ) / ( n3 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n1 , #0 )
a bag contains n0 red , n1 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
in a certain country n4 / n1 of n2 = n5 . assuming the same proportion , what would be the value of n4 / n5 of n6 ?	divide ( n1 , n2 ) | multiply ( n6 , #0 )
how many bricks each measuring n0 cm x n1 cm x n2 cm , will be needed to build a wall n3 m x n4 m x n5 m	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | divide ( #2 , #5 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate gotin that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
what amount does an investor receive if the investor invests $ n0 at n1 % p . a . compound interest for two years , compounding done annually ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
solve : - n8 x n8 x n8 + n11 x n11 x n11 = ? ( n8 x n8 - n8 x n11 + n11 x n11 )	multiply ( n0 , n0 ) | multiply ( n3 , n3 ) | multiply ( n0 , n3 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | multiply ( n3 , #1 ) | add ( #4 , #5 ) | subtract ( #3 , #2 ) | divide ( #6 , #7 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
there is enough provisions for n0 men in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what was its population n2 years ago ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
yearly subscription to professional magazines cost a company $ n0 . to make a n1 % cut in the magazine budget , how much less must be spent ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
in what proportion must flour at $ n0 per pound be mixed with flour at $ n1 per pound so that the mixture costs $ n2 per pound ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a rectangular block n0 cm by n1 cm by n2 cm is cut into an exact number of equal cubes . find the least possible number of cubes ?	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
the ratio of n0 numbers is n1 : n3 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
in a n0 litre mixture ratio of milk and water is n1 : n4 . how much milk should added so that mixture ratio become n3 : n4 ?	add ( n1 , n2 ) | divide ( n1 , n3 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #4 ) | subtract ( #5 , #3 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
if n5 a - b = n1 b + n2 = - n3 b - n4 a , what is the value of n5 a - n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
a hostel had provisions for n0 men for n1 days . if n2 men left the hostel , how long will the food last at the same rate ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if rs . n0 amount to rs . n1 in n2 years , what will it amount to in n3 years at the same rate % per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if one number is n2 the other is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the overall age of x and y is n0 year greater than the overall age of y and z . z is how many decades younger that x ?	divide ( n0 , const_1 )
a rectangular block n0 cm by n1 cm by n2 cm is cut into an exact number of equal cubes . find the least possible number of cubes ?	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
donovan took a math test and got n0 correct and n1 incorrect answers . what was the percentage of correct answers ? ( round to the nearest hundredth )	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
in a division sum , the divisor is n0 times the quotient and n1 times the remainder . if the remainder is n2 , what is the divident ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , #0 )
carol is n0 times alice no_ascii_32 s age but only twice as old as betty . alice is n1 years younger than carol . how old is betty ?	add ( n0 , const_1 )
a tank is n0 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what was its population n2 years ago ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
the average of n0 numbers is n1 . if the average of first n2 is n3 and that of the last n4 is n5 the sixth number is ?	multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
find the simple interest on the rs . n0 at n1 / n3 % per annum for the period from n3 th feb n6 to n5 th april n6	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( const_60 , const_60 ) | multiply ( #1 , const_2 ) | divide ( #2 , #3 ) | multiply ( #0 , #3 ) | add ( #5 , const_3 ) | add ( #1 , #4 ) | divide ( #6 , #7 ) | multiply ( n0 , #8 ) | multiply ( n1 , #9 ) | divide ( #10 , const_4 ) | divide ( #11 , const_100 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if n = n0 and n * is the decimal obtained by rounding n to the nearest hundredth , what is the value of n * no_ascii_77 n ?	multiply ( const_10 , const_2 ) | add ( #0 , const_3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | subtract ( n0 , #3 ) | subtract ( #4 , n0 )
in a certain country n4 / n1 of n6 = n5 . assuming the same proportion , what would be the value of n4 / n5 of n6 ?	divide ( n1 , n2 ) | multiply ( n6 , #0 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
the ratio of n2 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
in n0 year no_ascii_32 s time the combined age of my n1 brothers will be n2 . what will it be in the n3 year no_ascii_32 s time ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , #1 ) | add ( #0 , #2 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
if the digits n0 in the decimal n6 repeat indefinitely , what is the value of ( n4 ^ n3 - n4 ^ n5 ) ( n6 ) ?	multiply ( n2 , n2 ) | subtract ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | divide ( #4 , const_1000 ) | multiply ( n2 , #5 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the n2 times of the other . then the numbers will be ?	add ( n2 , const_2 ) | multiply ( n0 , n2 ) | add ( n1 , #1 ) | divide ( #2 , #0 )
the length of a bridge in meters , which a train n0 - meters long and traveling at n1 km / hr can cross in n2 seconds is ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 )
if the average of n0 x and n1 y is greater than n2 , and x is twice y , what is the least integer value of x ?	multiply ( n0 , const_2 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , n0 ) | volume_cylinder ( #0 , n1 )
what amount does an investor receive if the investor invests $ n0 at n1 % p . a . compound interest for two years , compounding done annually ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
there are n0 teams in a certain league and each team plays each of the other teams exactly once . what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the l . c . m of two numbers is n0 and their product is n1 , find the h . c . f of the numbers .	divide ( n1 , n0 )
positive integer y is n1 percent of n1 percent of positive integer x , and y percent of x equals n2 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
x does a work in n0 days . y does the same work in n1 days . in how many days they together will do the same work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if n6 ^ k + n6 ^ k = ( n6 ^ n5 ) ^ ( n6 ^ n5 ) - n6 ^ k , then k = ?	add ( n3 , const_2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many year younger than a ?	multiply ( n0 , const_1 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a n0 metre long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n2 , const_3 ) | multiply ( n0 , const_3 ) | divide ( n0 , #0 ) | multiply ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , const_3 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
if n0 oxen can plough n1 / n2 th of a field in n3 days , how many days n4 oxen will take to do the remaining work ?	divide ( n0 , n4 ) | divide ( n1 , n2 ) | subtract ( n2 , const_1 ) | divide ( #2 , n2 ) | divide ( #1 , #3 ) | divide ( #4 , n3 ) | divide ( #0 , #5 )
positive integer y is n1 percent of n1 percent of positive integer x , and y percent of x equals n2 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 bacteria each . how many bacteria are there approximately ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if a and b are positive numbers , and a ^ n1 + b ^ n1 = n2 , then the greatest possible value of a is between :	inverse ( n0 ) | power ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( #2 , const_10 ) | add ( #3 , #4 )
light glows for every n0 seconds . how many max . times did it glow between n1 : n2 : n3 and n4 : n5 : n6 am .	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
a bag contains n0 red , n1 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
if x gets n0 % more than y and y gets n1 % more than z , the share of z out of rs . n2 will be :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , #2 ) | add ( #2 , #4 ) | add ( #5 , const_1 ) | divide ( n2 , #6 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a tank is n0 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
if d = n0 / ( n1 ^ n2 * n3 ^ n4 ) is expressed as a terminating decimal , how many nonzero digits will d have ?	add ( n0 , n1 )
if x gets n0 % more than y and y gets n1 % more than z , the share of z out of rs . n2 will be :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , #2 ) | add ( #2 , #4 ) | add ( #5 , const_1 ) | divide ( n2 , #6 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
a circular well with a diameter of n0 meters , is dug to a depth of n1 meters . what is the volume of the earth dug out .	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if the average of n0 x and n1 y is greater than n2 , and x is twice y , what is the least integer value of x ?	multiply ( n0 , const_2 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
n0 is to be divided into two parts such that the sum of n1 times the first and n2 times the second is n3 . the bigger part is	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
the ratio of boys to girl in a school is n0 : n1 . if there are n2 boys in the school , how many girls are there ?	divide ( n2 , n0 ) | multiply ( n1 , #0 )
n0 . a n1 m long train crosses a platform of equal length in n2 s . what is the speed of the train in km / h ?	divide ( const_3600 , const_1000 ) | multiply ( n1 , const_2 ) | divide ( #1 , n2 ) | multiply ( #2 , #0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
notebooks are sold in packages of n0 or n1 only . if wilson bought n2 notebooks exactly , what could be the number of large packs wilson bought ?	subtract ( n2 , n0 ) | subtract ( #0 , n0 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 ) | subtract ( #3 , n0 ) | divide ( #4 , n1 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m is n3 . their h . c . f is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
light glows for every n0 seconds . how many max . times did it glow between n1 : n2 : n3 and n4 : n5 : n6 am .	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the longer sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
the sum of the fourth and twelfth term of an arithmetic progression is n0 . what is the sum of the first n1 terms of the arithmetic progression ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
walking at n0 % of his usual speed a man takes n1 minutes more to cover a distance . what is his usual time to cover this distance ?	divide ( n0 , const_100 ) | divide ( const_1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
there is enough provisions for n0 women in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the shorter sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
a can do a piece of work n0 days . b can do work in n1 days . in how many days they will complete the work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the income of a broker remains unchanged though the rate of commission is increased from n0 % to n1 % . the percentage of slump in business is :	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
a n0 - liter solution is n1 % alcohol . how many liters of pure alcohol must be added to produce a solution that is n2 % alcohol ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
an alloy weighing n0 ounces is n1 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a bag contains n0 red , n2 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
xy = n4 then what is ( n4 ^ ( x + y ) ^ n4 ) / ( n4 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n0 , #0 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a bag contains n0 red , n1 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
a n0 - liter solution is n1 % alcohol . how many liters of pure alcohol must be added to produce a solution that is n2 % alcohol ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , n0 ) | volume_cylinder ( #0 , n1 )
the sum of the ages of n1 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
light glows for every n5 seconds . how many max . times did it glow between n1 : n2 : n3 and n4 : n5 : n6 am .	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
if n0 x no_ascii_77 n3 y = n3 and x / x + y = n3 / n4 , then what is the value of x no_ascii_77 y ?	divide ( n1 , n4 ) | inverse ( #0 ) | subtract ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( n0 , #3 ) | divide ( n1 , #4 ) | multiply ( #5 , #2 ) | subtract ( #5 , #6 )
the difference between compound interest and simple interest on a certain amount of money at n0 % per annum for n1 years is n2 . find the sum :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
what is the greatest n4 - digit number when divided by n6 , n2 , and n3 leaves a remainder of n4 , n5 , and n6 respectively ?	lcm ( n1 , n2 ) | lcm ( n2 , n3 ) | multiply ( const_1000 , const_1000 ) | lcm ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , #1 ) | multiply ( n3 , #5 ) | subtract ( #4 , #6 )
on a two - dimensional coordinate plane , the line z = x ^ n0 - x ^ n1 touches the x - axis in how many places ?	max ( n0 , n1 ) | subtract ( #0 , const_1 )
if ( n4 - x ) / ( n4 + x ) = x , what is the value of x ^ n2 + n3 x - n4 ?	multiply ( const_2 , const_4 ) | subtract ( #0 , n0 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
a hostel had provisions for n0 men for n1 days . if n2 men left the hostel , how long will the food last at the same rate ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a can do a piece of work n0 days . b can do work in n1 days . in how many days they will complete the work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
if n6 ^ k + n6 ^ k = ( n6 ^ n5 ) ^ ( n6 ^ n5 ) - n6 ^ k , then k = ?	add ( n3 , const_2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 )
the ratio of n0 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
the area of rhombus is n0 cm square . the length of one of the its diagonals is n1 cm . the length of the other diagonal is :	multiply ( n0 , const_2 ) | divide ( #0 , n1 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
if n0 people can eat a gallon of ice cream in n1 days , how long would it take n2 people to eat a gallon of ice cream ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate gotin that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
if x # y is defined to equal x ^ n0 / y for all x and y , then ( - n1 # n3 ) # n3 =	negate ( n1 ) | negate ( n3 ) | power ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | divide ( #4 , #1 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
a hostel had provisions for n0 men for n1 days . if n2 men left the hostel , how long will the food last at the same rate ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
x can give y n0 meters start and z n1 meters start in x kilometer race . how much start can y give z in x kilometer race ?	subtract ( n1 , n0 ) | subtract ( const_1000 , n0 ) | multiply ( #0 , const_1000 ) | divide ( #2 , #1 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
count the numbers between n0 - n1 which yield a remainder of n2 when divided by n3 and also yield a remainder of n4 when divided by n5 ?	multiply ( n4 , const_1 )
the length of a bridge in meters , which a train n0 - meters long and traveling at n1 km / hr can cross in n2 seconds is ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
the banker ' s gain on a sum due n0 years hence at n1 % per year is rs . n2 . the banker ' s discount is :	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if the digits n0 in the decimal n6 repeat indefinitely , what is the value of ( n4 ^ n3 - n4 ^ n5 ) ( n6 ) ?	multiply ( n2 , n2 ) | subtract ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | divide ( #4 , const_1000 ) | multiply ( n2 , #5 )
there are n1 fictions and n1 non - fictions . how many cases are there such that n3 fictions and n3 non - fictions are selected from them ?	factorial ( n2 ) | multiply ( n0 , const_4 ) | multiply ( n0 , n1 ) | multiply ( #1 , #2 ) | power ( #0 , n2 ) | divide ( #3 , #4 )
the least whole number which when subtracted from both the terms of the ratio n0 : n1 to give a ratio less than n2 : n3 , is ?	divide ( const_2 , const_10 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( #1 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #0 )
the present worth of a sum due sometime hence is rs . n0 and the banker no_ascii_32 s gain is rs . n1 . the true discount is :	multiply ( n0 , n1 ) | sqrt ( #0 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is :	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
n0 spheres of the same size are made from melting a solid cylinder of n1 cm diameter and n2 cm height . find the diameter of each sphere .	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | divide ( #1 , const_pi ) | multiply ( #2 , const_3 ) | divide ( #3 , const_4 ) | divide ( #4 , n0 ) | divide ( #5 , const_4 ) | divide ( #6 , const_4 ) | multiply ( #7 , const_2 )
an investment compounds annually at an interest rate of n0 % what is the smallest investment period by which time the investment will more than triple in value ?	divide ( n0 , const_100 ) | log ( const_3 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | floor ( #4 ) | add ( #5 , const_1 )
seller selling an apple for rs . n0 , a seller loses n1 / n2 th of what it costs him . the cp of the apple is ?	add ( n0 , n1 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
there are n0 teams in a certain league and each team plays each of the other teams exactly once . what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
consider a quarter of a circle of radius n0 . let r be the radius of the circle inscribed in this quarter of a circle . find r .	sqrt ( const_2 ) | subtract ( #0 , const_1 ) | multiply ( n0 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . the banker ' s discount is :	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
having scored n0 runs in the n3 th inning , a cricketer increases his average score by n2 . what will be his average score after n3 innings ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
xy = n0 then what is ( n3 ^ ( x + y ) ^ n4 ) / ( n3 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n0 , #0 )
on dividing a number by n2 , we get n1 as remainder . what will the remainder when the square of the this number is divided by n2 ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
when n is divided by n0 , the remainder is n1 . find thee difference between previous remainder and the remainder when n2 n is divided by n3 ?	reminder ( n2 , n3 ) | subtract ( n1 , #0 )
eggs are sold in packages of n0 or n1 only . if doris bought n2 eggs exactly , what could be the number of large packs doris bought ?	multiply ( n0 , const_4 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 )
a number is selected at random from the first n0 natural numbers . what is the probability that the number is a multiple of either n1 or n2 ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | floor ( #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if x is an integer that has exactly n2 positive divisors ( these include n1 and x ) , how many positive divisors does x ^ n2 have ?	add ( n0 , n0 ) | add ( n1 , #0 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
an alloy weighing n0 ounces is n1 % gold . how many ounces of pure gold must be added to create an alloy that is n2 % gold ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_12 ) | subtract ( #2 , n0 )
the ratio of two numbers is n3 : n1 . if each number is decreased by n3 , the ratio becomes n3 : n4 . find the numbers .	power ( n0 , n1 ) | power ( n1 , const_2 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
xy = n0 then what is ( n3 ^ ( x + y ) ^ n4 ) / ( n3 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n1 , #0 )
what amount does an investor receive if the investor invests $ n0 at n1 % p . a . compound interest for two years , compounding done annually ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in n0 litres mixture milk and water are in the ratio n3 : n2 . after adding how many liters of water its ratio will become n3 : n4	add ( const_10 , const_2 ) | add ( n1 , n2 ) | add ( n1 , n4 ) | divide ( #0 , const_10 ) | divide ( n1 , #1 ) | divide ( n1 , #2 ) | multiply ( n0 , #4 ) | divide ( #6 , #5 ) | subtract ( #7 , n0 ) | multiply ( #3 , #8 )
a sum fetched a total simple interest of n0 at the rate of n1 % . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
the average of n0 numbers is n1 . if the average of first n2 is n3 and that of last n4 is n5 , the fourth number is :	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
the sum of the ages of n1 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
if x gets n0 % more than y and y gets n1 % more than z , the share of z out of rs . n2 will be :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , #2 ) | add ( #2 , #4 ) | add ( #5 , const_1 ) | divide ( n2 , #6 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
in what proportion must flour at $ n0 per pound be mixed with flour at $ n1 per pound so that the mixture costs $ n2 per pound ?	add ( n0 , n1 ) | divide ( n2 , #0 )
two terms are in n0 : n3 , if n2 is added to each of the terms , they will be n3 : n4 . find second term ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | multiply ( n1 , #2 )
if n2 / w + n2 / x = n2 / y and wx = y , then the average ( arithmetic mean ) of w and x is	add ( n0 , n0 ) | divide ( n0 , #0 )
if n1 b ^ n1 no_ascii_73 n2 b ^ n3 + n4 = n5 , then what is the sum of the two greatest possible values of b ?	add ( n0 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 )
having scored n0 runs in the n3 th inning , a cricketer increases his average score by n2 . what will be his average score after n3 innings ?	multiply ( n1 , const_4 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is :	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if x ^ n2 + n5 / x ^ n2 = no_ascii_67 n3 , what is the value of x ^ n6 + n5 / x ^ n6 ?	power ( n0 , n0 ) | subtract ( #0 , n0 )
if a is a positive integer and n0 ^ a no_ascii_77 n1 in decimal notation has digits whose sum is n2 , what is the value of a ?	add ( const_2 , const_3 ) | multiply ( n0 , #0 )
in a certain country n4 / n1 of n2 = n5 . assuming the same proportion , what would be the value of n4 / n5 of n6 ?	divide ( n1 , n2 ) | multiply ( n6 , #0 )
find the least number which when divided by n0 , n1 , n2 , and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder	lcm ( n0 , n1 ) | add ( n2 , #0 )
albert is n0 times mary no_ascii_32 s age and n1 times as old as betty . mary is n2 years younger than albert . how old is betty ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a reduction in the price of petrol by n0 % enables a motorist to buy n1 gallons more for $ n2 . find the original price of petrol ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n1 , #1 ) | multiply ( n2 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , #3 )
light glows for every n0 seconds . how many max . times did it glow between n1 : n2 : n3 and n4 : n5 : n6 am .	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
x , y , and z are different prime numbers . the product x ^ n0 * y * z is divisible by how many different positive numbers ?	power ( n0 , const_4 ) | subtract ( #0 , const_4 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
xy = n0 then what is ( n3 ^ ( x + y ) ^ n4 ) / ( n3 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n1 , #0 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
a tank is n0 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
the sum of two numbers is n0 and their h . c . f is n1 . the number of pairs of numbers satisfying the above conditions is :	add ( n0 , n1 ) | add ( const_1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #2 , n1 ) | multiply ( #2 , #3 )
a tank is n3 m long n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq m is	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | multiply ( #7 , #0 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , n0 ) | volume_cylinder ( #0 , n1 )
a picnic attracts n0 persons . there are n2 more men than women , and n2 more adults than children . how many men are at this picnic ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , const_2 ) | add ( n1 , #4 )
the sum of the squares of three numbers is n0 , while the sum of their products taken two at a time is n1 . their sum is :	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | sqrt ( #1 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | sqrt ( #3 ) | add ( #4 , #5 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
a brick measures n0 cm * n1 cm * n2 cm how many bricks will be required for a wall n3 m * n4 m * n5 m ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n5 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( #5 , n1 ) | divide ( #6 , n2 )
if the price of a book is first decreased by n1 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
if the average of n0 x and n1 y is greater than n2 , and x is twice y , what is the least integer value of x ?	multiply ( n0 , const_2 )
if x # y is defined to equal x ^ n3 / y for all x and y , then ( - n1 # n2 ) # n3 =	negate ( n1 ) | negate ( n3 ) | power ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | divide ( #4 , #1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
what is the remainder when n6 ^ n1 + n6 ^ n3 + n6 ^ n5 + . . . + n6 ^ n7 is divided by n8 ?	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
average of n0 numbers is - n1 , and the sum of n2 of the numbers is n3 , wat is the average of the other n4 numbers ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | divide ( #1 , n4 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
the least number which when divided by n4 , n1 , n2 and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder , is	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( #2 , const_2 )
x does a work in n0 days . y does the same work in n1 days . in how many days they together will do the same work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what was its population n2 years ago ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
a picnic attracts n0 persons . there are n2 more men than women , and n2 more adults than children . how many men are at this picnic ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , const_2 ) | add ( n1 , #4 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
ages of two sisters differ by n0 years . if n1 years ago , the elder one was twice as old the younger one , find their present age	multiply ( n1 , const_2 ) | subtract ( #0 , n1 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
if rs . n0 amount to rs . n1 in n2 years , what will it amount to in n3 years at the same rate % per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the longer sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how many bricks each measuring n0 cm x n3 cm x n4 cm , will be needed to build a wall n3 m x n4 m x n5 m	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | divide ( #2 , #5 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
average weight of n0 people increased by n1 kg when one person of n2 kg is replaced by a new man . then weight of the new man is	multiply ( n0 , n1 ) | add ( n2 , #0 )
the ratio of two quantities is n0 : n1 . if each of the quantities is increased by n2 , what is the ratio of the new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
positive integer y is n1 percent of n1 percent of positive integer x , and y percent of x equals n2 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
if n0 a - b = n1 b + n2 = - n3 b - n5 a , what is the value of n5 a + n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
a can do a work in n0 days and b can do it in n1 days . in how many days a and b can do the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
the overall age of x and y is n0 year greater than the overall age of y and z . z is how many decades younger that x ?	divide ( n0 , const_1 )
j is n0 % less than p and n1 % less than t . t is r % less than p . what is the value of r ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if a jogger jogs n0 km / hr instead of n1 km / hr , he would have jogged n2 km more . the actual distance he jogged is	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
there is enough provisions for n0 women in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are :	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
what is the probability that a two digit number selected at random will be a multiple of ' n0 ' and not a multiple of ' n1 ' ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #5 , #4 )
there are many numbers that can be expressed as the sum of n1 squares in n1 different ways . can you find out the smallest of such number ?	multiply ( n0 , n0 ) | multiply ( #0 , const_4 ) | add ( #1 , const_12 ) | add ( #2 , const_4 ) | add ( #3 , const_2 )
the least number which when divided by n0 , n1 , n2 and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder , is	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( #2 , const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
a reduction in the price of petrol by n0 % enables a motorist to buy n1 gallons more for $ n2 . find the original price of petrol ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n1 , #1 ) | multiply ( n2 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , #3 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
a certain industrial loom weaves n0 meters of cloth every second . approximately how many seconds will it take for the loom to weave n1 meters of cloth ?	divide ( n1 , n0 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
the income of a broker remains unchanged though the rate of commission is increased from n0 % to n1 % . the percentage of slump in business is ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
in what proportion must flour at $ n0 per pound be mixed with flour at $ n1 per pound so that the mixture costs $ n2 per pound ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a n0 - liter solution is n1 % alcohol . how many liters of pure alcohol must be added to produce a solution that is n2 % alcohol ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
if n2 / w + n2 / x = n2 / y and wx = y , then the average ( arithmetic mean ) of w and x is	add ( n0 , n0 ) | divide ( n0 , #0 )
the least number which when divided by n0 , n4 , n2 and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder , is	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( #2 , const_2 )
the overall age of x and y is n0 year greater than the overall age of y and z . z is how many decades younger that x ?	divide ( n0 , const_1 )
a brick measures n0 cm * n1 cm * n2 cm how many bricks will be required for a wall n3 m * n4 m * n5 m ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n5 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( #5 , n1 ) | divide ( #6 , n2 )
having scored n0 runs in the n3 th inning , a cricketer increases his average score by n2 . what will be his average score after n3 innings ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
there are n0 fictions and n1 non - fictions . how many cases are there such that n3 fictions and n3 non - fictions are selected from them ?	factorial ( n2 ) | multiply ( n0 , const_4 ) | multiply ( n0 , n1 ) | multiply ( #1 , #2 ) | power ( #0 , n2 ) | divide ( #3 , #4 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
what ratio must a shopkeepermix peas and soybean of rs . n0 and rs . n1 / kg , as to obtain a mixture of rs . n2 ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a hostel had provisions for n0 men for n1 days . if n2 men left the hostel , how long will the food last at the same rate ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if the average of t , b , c , n0 and n1 is n2 . what is the average value of t , b , c and n3	add ( const_2 , const_3 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
if the digits n0 in the decimal n6 repeat indefinitely , what is the value of ( n4 ^ n3 - n4 ^ n5 ) ( n6 ) ?	multiply ( n2 , n2 ) | subtract ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | divide ( #4 , const_1000 ) | multiply ( n2 , #5 )
walking at n0 % of his usual speed a man takes n1 minutes more to cover a distance . what is his usual time to cover this distance ?	divide ( n0 , const_100 ) | divide ( const_1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
the compound interest earned on a sum for the second and the third years are $ n0 and $ n1 respectively . what is the rate of interest ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
what is the value of x ^ n2 yz no_ascii_73 xyz ^ n2 , if x = no_ascii_73 n2 , y = n3 , and z = n4 ?	negate ( n0 ) | multiply ( n4 , #0 ) | subtract ( #0 , n4 ) | multiply ( n3 , #1 ) | multiply ( #3 , #2 )
if rs . n0 amount to rs . n1 in n2 years , what will it amount to in n3 years at the same rate % per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
there are n0 teams in a certain league and each team plays each of the other teams exactly once . what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
what is the remainder when n7 ^ n1 + n7 ^ n3 + n7 ^ n8 + . . . + n7 ^ n7 is divided by n8 ?	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . find his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
if n6 ^ k + n6 ^ k = ( n6 ^ n5 ) ^ ( n6 ^ n5 ) - n6 ^ k , then k = ?	add ( n3 , const_2 ) | power ( n0 , #0 ) | subtract ( #1 , const_1 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
how long will a boy take to run round a square field of side n0 metres . if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
a picnic attracts n0 persons . there are n2 more men than women , and n2 more adults than children . how many men are at this picnic ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , const_2 ) | add ( n1 , #4 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
a , b and c can do a work in n0 , n1 , n2 days respectively . in how many days they can complete the work together .	add ( const_2 , const_3 ) | inverse ( n0 ) | add ( n0 , #0 ) | add ( #2 , #2 ) | inverse ( #2 ) | add ( #1 , #4 ) | add ( #3 , #0 ) | inverse ( #6 ) | add ( #5 , #7 ) | inverse ( #8 )
x and y start a business with rs . n0 and rs . n1 respectively . hoe should they share their profits at the end of one year ?	divide ( n0 , n1 )
there are n0 teams in a certain league and each team plays each of the other teams exactly once . what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if x = n0 y , where y is a prime number greater than n1 , how many different positive even divisors does x have , including x ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
a can do a piece of work n0 days . b can do work in n1 days . in how many days they will complete the work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if one number is n2 the other is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
walking at n0 % of his usual speed a man takes n1 minutes more to cover a distance . what is his usual time to cover this distance ?	divide ( n0 , const_100 ) | divide ( const_1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if d = n0 / ( n1 ^ n2 * n3 ^ n4 ) is expressed as a terminating decimal , how many nonzero digits will d have ?	add ( const_1 , const_2 )
find b and c so that the parabola with equation y = n3 x n2 - bx - c has a vertex at ( n2 , n3 ) ?	multiply ( n0 , n1 ) | multiply ( n1 , #0 )
the sides of the triangle are in the ratio n0 : n1 : n2 and its perimeter is n3 cm . the length of the longest side is ?	add ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( n2 , #0 ) | divide ( #1 , #2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
in a group of houses , n0 had dogs , n1 had cats and n2 houses having both dogs and cats . what is the number of houses ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
a man bought n0 shares of rs . n1 at n2 discount , the rate of dividend being n3 n4 / n5 % the rate of interest obtained is	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
a train which has n0 m long , is running n1 kmph . in what time will it cross a person moving at n2 kmph in same direction ?	divide ( n1 , const_3_6 ) | divide ( n2 , const_2 ) | divide ( #1 , const_3_6 ) | subtract ( #0 , #2 ) | divide ( n0 , #3 )
ravi can do a piece of work in n0 days while prakash can do it in n1 days . in how many days will they finish it together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
a reduction in the price of petrol by n0 % enables a motorist to buy n1 gallons more for $ n2 . find the original price of petrol ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n1 , #1 ) | multiply ( n2 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , #3 )
positive integer y is n2 percent of n2 percent of positive integer x , and y percent of x equals n2 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is	subtract ( n0 , n2 ) | divide ( n1 , #0 )
a person has n0 coins of silver . how much would he need to add so that he can distribute equally among his n1 children in whole numbers ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #3 , n0 )
if w is a positive integer and n0 ^ w no_ascii_77 n1 in decimal notation has digits whose sum is n2 , what is the value of w ?	divide ( n2 , n0 ) | multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
j is n0 % less than p and n1 % less than t . t is t % less than p . what is the value of t ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if x gets n0 % more than y and y gets n1 % more than z , the share of z out of rs . n2 will be :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , #2 ) | add ( #2 , #4 ) | add ( #5 , const_1 ) | divide ( n2 , #6 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
a n0 cm wide path is to be made around a circular garden having a diameter of n1 meters . approximate area of the path is square meters is	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | add ( #0 , #1 ) | circle_area ( #0 ) | circle_area ( #2 ) | subtract ( #4 , #3 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
the compound interest earned on a sum for the second and the third years are $ n0 and $ n1 respectively . what is the rate of interest ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
walking at n0 % of his usual speed a man takes n1 minutes more to cover a distance . what is his usual time to cover this distance ?	divide ( n0 , const_100 ) | divide ( const_1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
a sum of money at simple interest amounts to rs . n0 in n1 years and to rs . n2 in n3 years . what is the principal amount	subtract ( n2 , n0 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
on a two - dimensional coordinate plane , the line d = x ^ n0 - x ^ n1 touches the x - axis in how many places ?	max ( n0 , n1 ) | subtract ( #0 , const_1 )
a n0 lt mixture contains water with n1 % of alcohol . if n2 more lts of water added to the mixture what is the percentage of alcohol ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
yearly subscription to professional magazines cost a company $ n0 . to make a n1 % cut in the magazine budget , how much less must be spent ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
if ( n4 - x ) / ( n1 + x ) = x , what is the value of x ^ n2 + n3 x - n4 ?	multiply ( n2 , n0 ) | subtract ( #0 , n0 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
a rectangular block n0 cm by n1 cm by n2 cm is cut into an exact number of equal cubes . find the least possible number of cubes ?	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
the length of a rectangualr hll is n0 m more than its breadth . the area of the hall is n1 m . the length of the hall is	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n0 , #3 ) | divide ( #4 , const_2 ) | subtract ( #5 , n0 )
the sum of the n0 st and n5 rd of n5 consecutive odd integers is n3 less than n5 times the second integer . find the n5 integers ?	add ( n1 , n1 ) | subtract ( n3 , n1 ) | subtract ( #0 , n0 ) | add ( #1 , #2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
how many bricks each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall n3 m x n4 m x n5 m	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | divide ( #2 , #5 )
how many bricks each measuring n0 cm x n1 cm x n2 cm , will be needed to build a wall n3 m x n4 m x n5 m	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | divide ( #2 , #5 )
an alloy weighing n0 ounces is n1 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
what is the value of ( log n0 n2 ) ( log n2 n4 ) ( log n4 n5 ) . . . ( log n6 n7 ) ?	add ( n5 , const_1 ) | log ( n0 ) | divide ( #1 , #1 ) | multiply ( #0 , #2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
spheres a and b have their radil n0 cm and n1 cm respectively . the ratio of the surface area of a to the surface area of b is	surface_sphere ( n0 ) | surface_sphere ( n1 ) | divide ( #0 , #1 )
a n0 - liter solution is n1 % alcohol . how many liters of pure alcohol must be added to produce a solution that is n2 % alcohol ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
the length of the longest tape in cm which can be used to measure exactly , the length n0 m ; n1 m ; and n2 m is :	multiply ( const_2 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 )
if the price of a book is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #3 , const_100 ) | subtract ( const_100 , #2 ) | divide ( #5 , const_100 ) | divide ( #4 , const_100 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_100 ) | subtract ( const_100 , #9 )
find the amount on rs . n0 in n1 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
a man gains n0 % by selling an article for a certain price . if the sells it at double the price , the percentage of profit will be	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
x and y start a business with rs . n0 and rs . n1 respectively . hoe should they share their profits at the end of one year ?	divide ( n0 , n1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
positive integer y is n1 percent of n1 percent of positive integer x , and y percent of x equals n2 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
an industrial loom weaves n0 metres of cloth every second . approximately , how many seconds will it take for the loom to weave n1 metres of cloth ?	divide ( n1 , n0 )
a train which has n0 m long , is running n1 kmph . in what time will it cross a person moving at n2 kmph in same direction ?	divide ( n1 , const_3_6 ) | divide ( n2 , const_2 ) | divide ( #1 , const_3_6 ) | subtract ( #0 , #2 ) | divide ( n0 , #3 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
a man walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge ( in metres ) is ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
how long does a train n0 m long traveling at n1 kmph takes to cross another train of n2 m in length has a speed of n3 kmph ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
if n0 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
x does a work in n0 days . y does the same work in n1 days . in how many days they together will do the same work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
n0 workers can finish a work in n1 days . after how many days should n2 workers leave the job so the work is completed in n3 days ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , n2 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if one number is n2 the other is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a n0 - liter solution is n1 % alcohol . how many liters of pure alcohol must be added to produce a solution that is n2 % alcohol ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 )
seller selling an apple for rs . n0 , a seller loses n1 / n2 th of what it costs him . the cp of the apple is ?	add ( n0 , n1 )
if n0 a - b = n1 b + n2 = - n3 b - n4 a , what is the value of n6 a + n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
a cricketer makes a score of n0 runs in the n3 nd inning and thus increases his average by n2 . find his average after n3 nd inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
the compound interest earned on a sum for the second and the third years are $ n0 and $ n1 respectively . what is the rate of interest ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
a hostel had provisions for n0 men for n1 days . if n2 men left the hostel , how long will the food last at the same rate ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a ?	multiply ( n0 , const_1 )
if the sum of the first n positive integers is s , what is the sum of the first n negative even integers , in terms of s ?	negate ( const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
xy = n0 then what is ( n3 ^ ( x + y ) ^ n4 ) / ( n3 ^ ( x - y ) ^ n4 )	multiply ( n0 , const_4 ) | power ( n1 , #0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
what ratio must a shopkeepermix peas and soybean of rs . n0 and rs . n1 / kg , as to obtain a mixture of rs . n2 ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
light glows for every n0 seconds . how many max . times did it glow between n1 : n2 : n3 and n4 : n5 : n6 am .	add ( n6 , const_2 ) | add ( const_2 , const_60 ) | add ( n5 , #1 ) | multiply ( #2 , const_60 ) | add ( #0 , #3 ) | divide ( #4 , n0 )
there is enough provisions for n0 men in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n1 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
a rectangular block n0 cm by n1 cm by n2 cm is cut into an exact number of equal cubes . find the least possible number of cubes ?	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
the sum of the fourth and twelfth term of an arithmetic progression is n0 . what is the sum of the first n1 terms of the arithmetic progression ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
on a two - dimensional coordinate plane , the line s = x ^ n0 - x ^ n1 touches the x - axis in how many places ?	max ( n0 , n1 ) | subtract ( #0 , const_1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
what is the remainder when n8 ^ n1 + n8 ^ n3 + n8 ^ n5 + . . . + n8 ^ n8 is divided by n8 ?	power ( n0 , n1 ) | power ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
in what proportion must flour at $ n0 per pound be mixed with flour at $ n1 per pound so that the mixture costs $ n2 per pound ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , const_2 ) | volume_cylinder ( #0 , n1 )
the length of a bridge in meters , which a train n0 - meters long and traveling at n1 km / hr can cross in n2 seconds is ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 )
the sum of the fourth and twelfth term of an arithmetic progression is n0 . what is the sum of the first n1 terms of the arithmetic progression ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
a bag contains n0 red , n1 blue and n2 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate gotin that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
find the amount on rs . n0 in n2 years , the rate of interest being n2 % per first year and n3 % for the second year ?	add ( n3 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 )
if n0 men can build a wall n1 metres long in n4 days , what length of a similar can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if one number is n2 the other is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if a and b are positive numbers , and a ^ n1 + b ^ n1 = n2 , then the greatest possible value of a is between :	inverse ( n0 ) | power ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( #2 , const_10 ) | add ( #3 , #4 )
if the average of n1 x and n1 y is greater than n2 , and x is twice y , what is the least integer value of x ?	multiply ( n0 , const_2 )
if x # y is defined to equal x ^ n3 / y for all x and y , then ( - n1 # n3 ) # n3 =	negate ( n1 ) | negate ( n3 ) | power ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | divide ( #4 , #1 )
a sum fetched a total simple interest of n0 at the rate of n1 % . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
n0 students are equally divided into n3 groups , then , the n3 groups were assigned to n3 different topics . how many different arrangements w are possible ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #1 )
a number is selected at random from the first n0 natural numbers . what is the probability that the number is a multiple of either n1 or n2 ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | floor ( #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
if n2 / w + n2 / x = n2 / y and wx = y , then the average ( arithmetic mean ) of w and x is	add ( n0 , n0 ) | divide ( n0 , #0 )
if n0 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
a picnic attracts n0 persons . there are n2 more men than women , and n2 more adults than children . how many men are at this picnic ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , const_2 ) | add ( n1 , #4 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
j is n0 % less than p and n1 % less than t . t is w % less than p . what is the value of w ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
if the digits n0 in the decimal n6 repeat indefinitely , what is the value of ( n4 ^ n3 - n4 ^ n5 ) ( n6 ) ?	multiply ( n2 , n2 ) | subtract ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | divide ( #4 , const_1000 ) | multiply ( n2 , #5 )
if d = n0 / ( n1 ^ n2 * n3 ^ n4 ) is expressed as a terminating decimal , how many nonzero digits will d have ?	add ( n0 , n1 )
the least number which when divided by n0 , n1 , n2 and n4 leaves a remainder n4 , but when divided by n5 leaves no remainder , is	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( #2 , const_2 )
a man sold n4 articles for $ n1 and gained n2 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n2 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
a brick measures n0 cm * n1 cm * n2 cm how many bricks will be required for a wall n3 m * n4 m * n5 m ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n5 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( #5 , n1 ) | divide ( #6 , n2 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
how long will a boy take to run round a square field of side n0 meters , if he runs at the rate of n1 km / hr ?	divide ( const_1000 , const_3600 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 )
the sum of the ages of n0 children born at the intervals of n1 years each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
there are two positive numbers in the ratio n0 : n1 . if the larger number exceeds the smaller by n2 , then what is the smaller number ?	multiply ( n0 , n2 ) | divide ( #0 , const_4 )
to a sugar solution of n0 liters containing n1 % sugar , one liter of water is added . the percentage of sugar in the new solution is ?	add ( n0 , const_1 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if n0 ^ n1 = n2 l + n , where land n are integers and n3 no_ascii_76 n no_ascii_76 n4 , what is the value of n ?	power ( n0 , n1 ) | reminder ( #0 , n2 )
a and b r n0 men who enter into business and they invest rs n1 , rs n2 respectively . how will they divide the income of rs n3	add ( n1 , n2 ) | add ( const_1 , const_2 ) | multiply ( n2 , n3 ) | add ( n3 , #0 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_4 ) | multiply ( n2 , #5 ) | divide ( #6 , #1 ) | subtract ( #7 , #2 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
if n is the product of integers from n0 to n1 inclusive what is the greatest integer k for which n2 ^ k is a factor of n ?	divide ( n1 , n2 ) | power ( n2 , n2 ) | power ( n2 , const_3 ) | divide ( n1 , #1 ) | divide ( n1 , #2 ) | power ( #1 , n2 ) | add ( #0 , #3 ) | divide ( n1 , #5 ) | floor ( #4 ) | floor ( #7 ) | add ( #6 , #9 ) | add ( #10 , #8 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . the banker ' s discount is :	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
a can do a work in n0 days and b can do it in n1 days . in how many days a and b can do the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
albert is n0 times mary no_ascii_32 s age and n1 times as old as betty . mary is n2 years younger than albert . how old is betty ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the average of temperatures at noontime from monday to friday is n0 ; the lowest one is n1 , what is the possible maximum range of the temperatures ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 ) | subtract ( #3 , n1 )
a train is running at a speed of n0 km / hr and it crosses a post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 )
ravi can do a piece of work in n0 days while prakash can do it in n1 days . in how many days will they finish it together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
if n2 / w + n2 / x = n2 / y and wx = y , then the average ( arithmetic mean ) of w and x is	add ( n0 , n0 ) | divide ( n0 , #0 )
there is enough provisions for n0 men in an army camp for n1 days . if there were n2 men less , how long will the provision last ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train n0 m long runs with a speed of n1 km / hr . what time will it take to pass a platform of n2 m long ?	divide ( n2 , const_1000 ) | divide ( n0 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_3600 )
a can do a work in n0 days and b can do it in n1 days . in how many days a and b can do the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
the ratio of n1 numbers is n1 : n2 and their h . c . f . is n3 . their l . c . m . is ?	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
in a division sum , the divisor is n0 times the quotient and n1 times the remainder . if the remainder is n2 , what is the dividend ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , #0 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is :	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if the least common multiple of two prime numbers x and y is n0 , where x > y , then the value of n1 x + y is	divide ( n0 , const_2 ) | multiply ( n1 , #0 ) | add ( #1 , const_2 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
a student has to obtain n0 % of the total marks to pass . he got n1 marks and failed by n2 marks . the maximum marks are ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
the overall age of x and y is n0 year greater than the overall age of y and z . z is how many decades younger that x ?	divide ( n0 , const_1 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
an alloy weighing n0 ounces is n2 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on dividing a number by n2 , we get n1 as remainder . what will be the remainder when the square of this number is divided by n2 ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | floor ( #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 )
if n0 a + n1 b + n2 c = n3 . then a + b + c = ? . a , b , c are natural numbers	divide ( n3 , n2 )
if the price of a tv is first decreased by n0 % and then increased by n1 % , then the net change in the price will be :	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
what amount does an investor receive if the investor invests $ n0 at n1 % p . a . compound interest for two years , compounding done annually ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his avg by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
if n3 , n6 microns = n8 decimeter , and n3 , n6 , n6 , n6 angstroms = n8 decimeter , how many angstroms equal n8 micron ?	multiply ( const_100 , const_100 ) | divide ( n1 , #0 ) | multiply ( #1 , #0 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
if a ( a + n2 ) = n3 and b ( b + n2 ) = n3 , where a no_ascii_24 b , then a + b =	divide ( n1 , const_10 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
if n0 a - b = n1 b + n2 = - n3 b - n5 a , what is the value of n5 a + n6 b ?	divide ( n2 , n4 ) | multiply ( #0 , n4 ) | negate ( #1 ) | multiply ( n5 , #2 )
an investment compounds annually at an interest rate of n0 % what is the smallest investment period by which time the investment will more than double in value ?	divide ( n0 , const_100 ) | log ( const_3 ) | add ( #0 , const_1 ) | log ( #2 ) | divide ( #1 , #3 ) | floor ( #4 ) | add ( #5 , const_1 )
n0 , n6 , n2 , n3 , n4 , n5 , . . . . . . . . . . . . . . n6 th terms	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
the sum of a certain number and its reciprocal is equal to n0 . what is the absolute value of the difference of this number and its reciprocal ?	divide ( n0 , const_10 ) | power ( const_2 , const_3 ) | divide ( #1 , const_10 ) | subtract ( #0 , #2 )
if the simple interest on a certain sum of money for n0 years is one no_ascii_77 fifth of the sum , then the rate of interest per annum is	add ( const_1 , const_4 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 )
if two integers x , y ( x > y ) are selected from - n0 to n1 ( inclusive ) , how many possible cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
on a two - dimensional coordinate plane , the line q = x ^ n0 - x ^ n1 touches the x - axis in how many places ?	max ( n0 , n1 ) | subtract ( #0 , const_1 )
( n8 x n8 + n11 x n11 - n8 x n11 ) / ( n8 x n8 x n8 + n11 x n11 x n11 ) = ?	multiply ( n0 , n0 ) | multiply ( n2 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #4 , #5 ) | subtract ( #3 , #2 ) | divide ( #7 , #6 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
if n0 parallel lines in a plane is intersected by a family of another n1 parallel lines , how many parallelograms are there in the network thus formed ?	subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
the length and breadth of a rectangle is increased by n0 % and n1 % respectively . what is the increase in the area ?. a . n2 %	add ( n0 , const_100 ) | add ( n1 , const_100 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his average by n2 . find his average after n3 th inning .	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
seller selling an apple for rs . n0 , a seller loses n1 / n2 th of what it costs him . the cp of the apple is ?	add ( n0 , n1 )
if the simple interest on a certain sum of money for n0 years is one no_ascii_77 fifth of the sum , then the rate of interest per annum is	add ( const_1 , const_4 ) | divide ( const_100 , #0 ) | divide ( #1 , n0 )
how many bricks each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall n3 m x n4 m x n5 m	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | divide ( #4 , const_100 ) | divide ( #2 , #5 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
a man sold n4 articles for $ n1 and gained n4 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n0 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
a sum fetched a total simple interest of n0 at the rate of n1 % . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b =	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
if the least common addition of two prime numbers x and y is n0 , where x < y , then the value of n1 x + y is	add ( const_3 , const_3 ) | divide ( n0 , n1 ) | multiply ( n0 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #0 )
the difference between the compound interest and simple interest on a certain sum at n0 % per annum for n1 years is $ n2 . find the sum ?	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a reduction in the price of petrol by n0 % enables a motorist to buy n1 gallons more for $ n2 . find the original price of petrol ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n1 , #1 ) | multiply ( n2 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , #3 )
a n0 meter long train crosses a platform in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the platform ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a man sold n2 articles for $ n1 and gained n2 % . how many articles should he sell for $ n3 to incur a loss n4 % ?	original_price_before_gain ( n4 , n1 ) | original_price_before_loss ( n0 , n3 ) | divide ( #0 , n0 ) | divide ( #1 , #2 )
the sum of the ages of n0 children born at the intervals of n1 year each is n2 year . what is the age of the eldest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
j is n0 % less than p and n1 % less than t . t is e % less than p . what is the value of e ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
a hollow spherical metallic ball has an external diameter n0 cm and is n1 / n2 cm thick . the volume of metal used in the metal is :	divide ( n0 , const_2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | volume_sphere ( #0 ) | volume_sphere ( #2 ) | subtract ( #3 , #4 )
the present worth of a certain bill due sometime hence is rs . n0 and the true discount is rs . n1 . the banker no_ascii_32 s discount is	power ( n1 , const_2 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
if a is thrice as fast as b and together can do a work in n0 days . in how many days a alone can do the work ?	multiply ( n0 , const_4 ) | divide ( const_3 , #0 ) | inverse ( #1 )
the sum of the ages of n0 children born at the intervals of n1 year each is n2 year . what is the age of the eldest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
an industrial loom weaves n0 metres of cloth every second . approximately , how many seconds will it take for the loom to weave n1 metre of cloth ?	divide ( n1 , n0 )
if a rectangular billboard has an area of n0 square feet and a perimeter of n1 feet , what is the length of each of the shorter sides ?	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
how many kg of pure salt must be added to n0 kg of n1 % solution of salt and water to increase it to a n2 % solution ?	divide ( n2 , n0 ) | subtract ( n2 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winningcandidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
kareem is n0 times as old as his son . after n1 years , the sum of their ages will be n2 years . find their present ages .	add ( n0 , const_1 ) | multiply ( n1 , const_2 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
the difference between compound interest and simple interest on a certain amount of money at n0 % per annum for n1 years is n2 . find the sum :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
ratio of ages of n0 persons is n1 : n2 : n3 , n4 years ago , the sum of their ages was n5 . find their present ages	add ( n4 , n5 ) | add ( n1 , n2 ) | add ( n4 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a number is selected at random from the first n0 natural numbers . what is the probability that the number is a multiple of either n1 or n2 ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | floor ( #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
the difference between compound interest and simple interest on a certain amount of money at n0 % per annum for n1 years is n2 . find the sum :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
alex has n0 pens worth of { n1 , n2 , n3 , n4 } , what is the total mean and median of the worth of pens ?	add ( n1 , n2 ) | add ( n2 , n3 ) | add ( n3 , #0 ) | divide ( #1 , const_2 ) | add ( n4 , #2 ) | divide ( #4 , n0 ) | subtract ( #5 , #3 )
the least number which when divided by n0 , n4 , n2 and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder , is	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( #2 , const_2 )
an alloy weighing n0 ounces is n1 percent gold . how many ounces of pure gold must be added to create an alloy that is n2 percent gold ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 ballsare picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
seller selling an apple for rs . n0 , a seller loses n1 / n2 th of what it costs him . the cp of the apple is ?	add ( n0 , n1 )
a bowler can take max . n0 wickets in a over . if he bowls n1 overs in an innings , how many maximum wickets can he take ?	multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , const_2 )
when positive integer n is divided by positive integer j , the remainder is n0 . if n / j = n1 , what is value of j ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_100 ) | subtract ( n1 , #2 ) | divide ( n0 , #3 )
how many n0 - digit even numbers are possible such that if one of the digits is n1 , the next / succeeding digit to it should be n2	add ( n0 , n2 ) | add ( n2 , #0 )
if annual decrease in the population of a town is n0 % and the present number of people is n1 what will the population be in n2 year ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | power ( #1 , n2 ) | multiply ( n1 , #2 )
to a sugar solution of n2 liters containing n1 % sugar , n2 liter of water is added . the percentage of sugar in the new solution is ?	add ( n0 , const_1 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 % p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
the sum of the ages of n0 children born at the intervals of n1 year each is n2 years . what is the age of the youngest child ?	divide ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 )
the sum of the first n0 positive even integers is n1 , n2 . what is the sum of the odd integers from n3 to n4 , inclusive ?	add ( n2 , n3 ) | subtract ( n3 , n2 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #4 , #3 )
the average age of the boys in a class is n0 years and that of the girls is n1 years . the average age for the whole class is	add ( n0 , n1 ) | divide ( #0 , const_2 )
x does a work in n0 days . y does the same work in n1 days . in how many days they together will do the same work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what was its population n2 years ago ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a picnic attracts n0 persons . there are n2 more men than women , and n2 more adults than children . how many men are at this picnic ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , const_2 ) | add ( n1 , #4 )
a can give b n0 meters start and c n1 meters start in a kilometer race . how much start can b give c in a kilometer race ?	multiply ( const_10 , const_100 ) | subtract ( #0 , n1 ) | subtract ( #0 , n0 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( #0 , #4 )
you have n0 cubic blocks . what is the minimum number that needs to be taken away in order to construct a solid cube with none left over ?	multiply ( const_3 , const_3 ) | multiply ( #0 , const_3 ) | subtract ( n0 , #1 )
if d = n0 / ( n1 ^ n2 * n3 ^ n4 ) is expressed as a terminating decimal , how many nonzero digits will d have ?	add ( n0 , n1 )
the tens digit of a two digit number is n0 times of its unit digit and the sum of the digits be n1 . then the first number is	add ( n0 , const_1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_10 )
sum of two numbers is n0 . two times of the first exceeds by n1 from the three times of the other . then the numbers will be ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
find the difference between c . i and s . i on a sum of money rs . n0 for n1 years . at n2 % p . a	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #5 , n0 ) | subtract ( #6 , #4 )
yearly subscription to professional magazines cost a company $ n0 . to make a n1 % cut in the magazine budget , how much less must be spent ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
if the least common addition of two prime numbers x and y is n0 , where x > y , then the value of n1 x + y is	add ( const_3 , const_3 ) | divide ( n0 , n1 ) | multiply ( n0 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #0 )
the speed of a car is n0 km in the first hour and n1 km in the second hour . what is the average speed of the car ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if two integers x , y ( x > y ) are selected from - n1 to n1 ( inclusive ) , how many possible cases are there ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | add ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( #4 , n1 ) | add ( #5 , n0 ) | add ( #6 , const_2 ) | add ( #7 , const_1 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
what is the value of x ^ n1 yz no_ascii_73 xyz ^ n1 , if x = - n3 , y = n3 , and z = n4 ?	negate ( n0 ) | multiply ( n3 , #0 ) | subtract ( #0 , n3 ) | multiply ( n3 , #1 ) | multiply ( #3 , #2 )
a man rows his boat n0 km downstream and n1 km upstream , taking n4 n3 / n4 hours each time . find the speed of the stream ?	divide ( const_60.0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
shop offered n0 % offer for every shirt , smith bought a shirt at rs . n1 . and what was the shop ' s original selling price ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a n0 m long train crosses a platform in n1 sec while it crosses a signal pole in n2 sec . what is the length of the platform ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
frank is n0 years younger then john . in n1 years john will be twice as old as frank . how old will frank be in n2 years ?	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #1 , #0 ) | add ( n2 , #2 )
mike needs n0 % to pass . if he scored n1 marks and falls short by n2 marks , what was the maximum marks he could have got ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
if two positive numbers are in the ratio n2 / n1 : n2 / n3 , then by what percent is the second number more than the first ?	divide ( n0 , n3 ) | multiply ( #0 , const_100 )
a fill pipe can fill n3 / n4 of cistern in n2 minutes . in how many minutes , it can fill n3 / n4 of the cistern ?	divide ( n2 , n0 )
in a dairy farm , n2 cows eat n2 bags of husk in n2 days . in how many days one cow will eat one bag of husk ?	divide ( n0 , n0 ) | multiply ( n0 , #0 )
an error n0 % in excess is made while measuring the side of a square . the percentage of error in the calculated area of the square is :	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if n0 people take an hour to complete a piece of work , then how long should n1 people will take to complete the same piece of work ?	divide ( n0 , n1 ) | multiply ( #0 , const_60 )
a circular well with a diameter of n0 metres , is dug to a depth of n1 metres . what is the volume of the earth dug out ?	divide ( n0 , n0 ) | volume_cylinder ( #0 , n1 )
n is a whole number which when divided by n3 gives n1 as remainder . what will be the remainder when n2 * n is divided by n3 ?	multiply ( n1 , n2 ) | reminder ( #0 , n0 )
an industrial loom weaves n0 metres of cloth every second . approximately , how many seconds will it take for the loom to weave n1 metre of cloth ?	divide ( n1 , n0 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the % profit or loss made by the merchant ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
sophia finished n0 / n1 of a book . she calculated that she finished n2 more pages than she has yet to read . how long is her book ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if the compound interest on a certain sum of money for n0 years at n1 % per annum be rs . n2 , what would be the simple interest ?	multiply ( const_3.0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
a can complete a certain job in n0 days . b is n1 % more efficient than a . in how many days can b complete the same job ?	multiply ( n0 , const_60.0 ) | divide ( #0 , const_100 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
the sum of all solutions for x in the equation x ^ n3 no_ascii_77 n1 x + n2 = | x no_ascii_77 n3 | + n4 is equal to :	multiply ( n3 , n4 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
there are n0 teams in the hockey league , and each team faces all the other teams n1 times each . how many games are played in the season ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 )
the ratio of sum of squares of first n natural numbers to square of sum of first n natural numbers is n0 : n1 . the value of n is	add ( n1 , const_100 ) | divide ( #0 , n0 )
a n0 cm wide path is to be made around a circular garden having a diameter of n1 meters . approximate area of the path is square meters is ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | add ( #0 , #1 ) | circle_area ( #0 ) | circle_area ( #2 ) | subtract ( #4 , #3 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
an investment yields an interest payment of $ n0 each month . if the simple annual interest rate is n1 % , what is the amount of the investment ?	multiply ( const_3 , const_4 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
a couple married in n0 had two children , one in n1 and the other in n2 . their combined ages will equal the years of the marriage in ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | add ( #0 , #1 ) | add ( n0 , #2 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the percentage of profit or loss that the merchant makes ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the west surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
the price of rice falls by n0 % . how much rice can be bought now with the money that was sufficient to buy n1 kg of rice previously ?	subtract ( const_100 , n0 ) | divide ( #0 , n1 ) | divide ( const_100 , #1 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
if ram and gohul can do a job in n0 days and n1 days independently . how many days would they take to complete the same job working simultaneously ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if the space diagonal of cube c is n0 inches long , what is the length , in inches , of the diagonal of the base of cube c ?	multiply ( n0 , const_1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
what is the maximum number of pieces of birthday cake of size n1 no_ascii_79 by n1 no_ascii_79 that can be cut from a cake n3 no_ascii_79 by n3 no_ascii_79 ?	multiply ( n2 , n2 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
if rs . n0 be divided into n6 parts , proportional to n4 / n3 : n4 / n6 : n6 / n7 , then the second part is ?	divide ( n2 , n3 ) | divide ( n2 , n1 ) | divide ( n1 , n7 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a one - foot stick is marked in n2 / n1 and n2 / n3 portion . how many total markings will there be , including the end points ?	add ( n1 , n3 )
a river n2 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
the population of a village is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
sum of the squares of n0 no . ' s is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
if the population of a certain country increases at the rate of n0 person every n1 seconds , by how many persons does the population increase in n2 hours ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
if rs . n0 are borrowed at c . i at the rate of n1 % per annum , then after n2 years the amount to be paid is ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
a can complete a certain job in n0 days . b is n1 % more efficient than a . in how many days can b complete the same job ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
if the price of an article went up by n0 % , then by what percent should it be brought down to bring it back to its original price ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is ?	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
john purchased n0 large bottles at $ n1 per bottle and n2 small bottles at $ n3 per bottle . what was the approximate average price paid per bottle ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the mean of n0 observations is n1 . but later he found that there is decrements of n2 from each observations . what is the the updated mean is ?	subtract ( n1 , n2 )
a football player scores n0 goals in his fifth match thus increasing his average goals score by n1 . the total number of goals in his n2 matches would be	multiply ( n0 , const_4 ) | multiply ( n2 , const_4 ) | multiply ( n1 , #1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 )
how many liters of a n0 % iodine solution need to be mixed with n3 liters of a n2 % iodine solution to create a n3 % iodine solution ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n3 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #2 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 ) | add ( n1 , #8 )
a man performs n2 / n4 of the total journey by rail , n2 / n3 by bus and the remaining n4 km on foot . his total journey is	multiply ( n3 , n4 )
if it takes a tub n0 minutes to drain n1 / n2 of its content , how much more time will it take for the tub to be empty ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | add ( #0 , #1 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
how many different ways can n0 students be seated in a row of n1 desks , so that there is always at least one empty desk between the students ?	subtract ( n1 , const_1 ) | permutation ( #0 , n0 )
a train covers a distance of n0 km in n1 minutes . if it takes n2 seconds to pass a telegraph post , then the length of the train is	divide ( const_100.0 , n1 ) | subtract ( #0 , n2 ) | divide ( const_100.0 , #1 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
the population of a village is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
in a group of ducks and cows , the total number of legs are n0 more than twice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
if a : b = n0 : n1 , b : c = n5 : n3 , c : d = n4 : n5 , find a : d ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
if the average ( arithmetic mean ) of x and y is n0 , and z no_ascii_77 x = n1 , what is the average of y and z ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a car travelling with n0 / n1 km of its actual speed covers n2 km in n3 hr n4 min n5 sec find the actual speed of the car ?	multiply ( n4 , const_60 ) | add ( n5 , #0 ) | divide ( #1 , const_3600 ) | add ( n3 , #2 ) | divide ( n2 , #3 ) | multiply ( n1 , #4 ) | divide ( #5 , n0 )
how much water should be added to n0 liters of a n1 % - solution of alcohol to reduce the concentration of alcohol in the solution by n2 % ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n1 , #2 ) | divide ( #1 , #3 ) | subtract ( #4 , n0 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
a bag contains n1 green balls and n1 white balls . if two balls are drawn simultaneously , what is the probability that both balls are the same colour ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #7 , #4 ) | add ( #8 , #9 )
a reduction of n1 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
a bookseller sells his books at a n0 % markup in price . if he sells a book for $ n1 , how much did he pay for it ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 )
a , b , c , d and e are ve consecutive odd numbers the sum of a and c is n0 . what is the value of e ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_4 ) | subtract ( n0 , #0 ) | divide ( #2 , const_2 ) | add ( #3 , #1 )
george is n0 years more than christopher and ford is n1 years younger than christopher . the sum of their ages is n2 . find the ages of christopher .	subtract ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , const_3 )
a hemispherical bowl is made of n0 cm thick steel . inner radius of the bowl is n1 cm . the volume of steel used in making the bowl is	add ( n0 , n1 ) | volume_sphere ( n1 ) | volume_sphere ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a sum fetched total simple interest of n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
rs . n0 among a , b and c such that b may get n1 / n2 of a and c together get . find the share of c ?	divide ( n0 , n2 ) | subtract ( #0 , const_100 ) | multiply ( n1 , #1 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the base of a triangle is n0 cm and height is n1 cm . the height of another triangle of double the area having the base n2 cm is :	triangle_area ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , n2 )
a train covers a distance of n0 km in n1 minutes . if it takes n2 seconds to pass a telegraph post , then the length of the train is	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
sum of the squares of n0 no . ' s is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
sum of the squares of n0 no . ' s is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
if a * b denotes the greatest common divisor of a and b , then ( ( n0 * n1 ) * ( n2 * n3 ) ) = ?	divide ( n2 , const_3 ) | divide ( #0 , const_3 )
a reduction of n2 % in the price of apples would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a , b , c and d are n0 consecutive numbers . if the sum of a and dis n1 , what is the product of b and c ?	subtract ( n0 , const_1 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | multiply ( #3 , #4 )
what is the smallest integer that satisfies the inequality ( x - n0 ) / ( x ^ n1 - n2 x - n3 ) > n5 > n5 ?	negate ( const_1 ) | multiply ( n2 , #0 ) | power ( #0 , n1 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | subtract ( #4 , n3 ) | divide ( #3 , #5 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
a bag contains n0 green balls and n1 white balls . if two balls are drawn simultaneously , what is the probability that both balls are the same colour ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #7 , #4 ) | add ( #8 , #9 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_32 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
in a college students can play cricket or basketball . n0 play cricket . n1 played both and n2 played basketball . what is the total strength of college ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
a reduction of n2 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a man gains n0 % by selling an article for a certain price . if he sells it at double the price , the percentage of profit will be .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
the difference between simple and compound interests compounded annually on a certain sum of money for n0 years at n1 % per annum is rs n2 . find the sum	divide ( n1 , const_100 ) | power ( #0 , const_2 ) | multiply ( n2 , #1 ) | inverse ( #2 )
if the average ( arithmetic mean ) of a and b is n0 , and c no_ascii_77 a = n1 , what is the average of b and c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( n0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
if the price of an article went up by n0 % , then by what percent should it be brought down to bring it back to its original price ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a cube is painted red on all faces . it is then cut into n0 equal smaller cubes . how many l cubes are painted on only n1 faces ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | multiply ( #1 , const_4 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
a shopkeeper loses n0 % , if an article is sold for rs . n1 . what should be the selling price of the article to gain n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
how much water should be added to n0 liters of a n1 % - solution of alcohol to reduce the concentration of alcohol in the solution by n2 % ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n1 , #2 ) | divide ( #1 , #3 ) | subtract ( #4 , n0 )
the average weight of n0 students decreases by n1 kg when one of them weighing n2 kg is replaced by a new student . the weight of the student is	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a train covers a distance of n0 km in n1 minutes . if it takes n2 seconds to pass a telegraph post , then the length of the train is	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
if x = - n0 / n1 and y = - n2 / n3 , what is the value of the expression - n5 x no_ascii_77 y ^ n5 ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( n3 , #0 ) | power ( #1 , n3 ) | subtract ( #2 , #3 )
if the compound interest on a certain sum of money for n0 years at n1 % per annum be rs . n2 , what would be the simple interest ?	multiply ( const_3.0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
# p is defined as n0 p - n1 for any number p . what is p , if # ( # ( # p ) ) = n2 ?	multiply ( n1 , n2 ) | multiply ( n0 , const_4 ) | add ( n1 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
of the two square fields , the area of the one is n1 hectare , while anothe one is broader by n1 % . there differences in area is :	multiply ( const_10 , const_1000 ) | sqrt ( #0 ) | add ( n0 , #1 ) | square_area ( #2 ) | subtract ( #3 , #0 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_32 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
ages of two persons differ by n0 years . if n2 years ago , the elder one was n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors r ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
a reduction of n0 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
how many n0 - digit even numbers are possible such that if one of the digits is n1 , the next / succeeding digit to it should be n2 ?	add ( n0 , n2 ) | add ( n2 , #0 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a reduction of n0 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
in right triangle abc , ac is the hypotenuse . if ac is n0 and ab + bc = n1 , what is the area of the triangle abc ?	multiply ( const_10 , const_3 ) | multiply ( const_10 , const_4 ) | triangle_area_three_edges ( n0 , #0 , #1 )
a one - foot stick is marked in n2 / n1 and n2 / n3 portion . how many total markings will there be , including the end points ?	add ( n1 , n3 )
if n0 men working n1 hours a day earn rs . n2 per week , then n3 men working n4 hours a day will earn how much per week ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
if x = - n0 / n1 and y = - n2 / n5 , what is the value of the expression - n5 x no_ascii_77 y ^ n5 ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( n3 , #0 ) | power ( #1 , n3 ) | subtract ( #2 , #3 )
a room n0 m long and n1 m broad is to be paved with square tiles . the least number of square tiles required to cover the floor is :	add ( const_10 , const_10 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_10 ) | multiply ( #1 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , #5 ) | divide ( #4 , #6 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
for the symbol , m no_ascii_79 n = n ^ n0 no_ascii_73 m for all values of m and n . what is the value of n1 no_ascii_79 n2 ?	power ( n2 , n0 ) | subtract ( #0 , n1 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
a case contains c cartons . each carton contains b boxes , and each box contains n0 paper clips . how many paper clips are contained in n1 cases ?	multiply ( n0 , n1 )
in what ratio must rice at $ n0 / kg be mixed with rice at $ n1 / kg so that the mixture is worth $ n2 / kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a reduction of n0 % in the price of apples would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
a can do a piece of work in n0 days , and b can do it in n1 days . how long will they take if both work together ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
a batsman in his n3 th innings makes a score of n1 and their by increasing his average by n2 . what is his average after the n3 thinnings ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
there are two names given johnson and jones . if one letter is picked from both simultaneously at random , then find the probability that the letter is same ?	add ( const_3 , const_4 ) | divide ( const_1 , const_5 ) | divide ( const_1 , #0 ) | divide ( const_2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( #4 , #5 ) | multiply ( #6 , const_2 )
three pipes of same capacity can fill a tank in n0 hours . if there are only two pipes of same capacity , the tank can be filled in ?	divide ( const_2 , const_3 ) | divide ( const_1 , n0 ) | multiply ( #0 , #1 ) | inverse ( #2 )
alfred buys an old scooter for $ n0 and spends $ n1 on its repairs . if he sells the scooter for $ n2 , his gain percent is ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
if a whole number n is divided by n3 , we will get n1 as remainder . what will be the remainder if n2 n is divided by n3 ?	multiply ( n0 , const_1 ) | add ( n1 , #0 ) | multiply ( n2 , #1 ) | reminder ( #2 , n0 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
a one - foot stick is marked in n2 / n1 and n2 / n3 portion . how many total markings will there be , including the end points ?	add ( n1 , n3 )
if a * b denotes the greatest common divisor of a and b , then ( ( n0 * n1 ) * ( n2 * n3 ) ) = ?	divide ( n2 , const_3 ) | divide ( #0 , const_3 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the base of pyramid p is an isosceles right triangle whose leg is n0 . if the height of p is n1 , what is the volume of p ?	power ( n0 , const_2 ) | divide ( #0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , const_3 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a student gets n0 % in one subject , n2 % in the other . to get an overall of n2 % how much should get in third subject .	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
the area of a rectangular field is equal to n0 square meters . its perimeter is equal to n1 meters . find the length and width of this rectangle .	divide ( n1 , const_2 ) | multiply ( n0 , const_4 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #0 , #4 ) | divide ( #5 , const_2 )
there are n0 doctors and nurses at a hospital . if the ratio of doctors to nurses is n1 to n2 , how many nurses are at the hospital ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a case contains c cartons . each carton contains b boxes , and each box contains n0 paper clips . how many paper clips are contained in n1 cases ?	multiply ( n0 , n1 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
list f consists of n0 consecutive integers . if - n1 is the least integer in list f , what is the range of positive integers in list f ?	divide ( n0 , const_2 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
find the least number which when divided by n0 , n1 , n2 , and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder .	lcm ( n0 , n1 ) | add ( n2 , #0 )
median w of price of the car is n0 . which could be the median of the other two . n1 , n2 , x , y , n3 .	multiply ( const_10 , const_100 ) | subtract ( n3 , #0 )
john has n0 pairs of matched socks . if he loses n1 individual socks , what is the greatest number of pairs of matched socks he can have left ?	subtract ( n0 , const_3 )
if n0 machine can finish a job in n1 days , then how many more machines would be needed to finish the job in one - third less time ?	divide ( const_3 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 ) | subtract ( #3 , n0 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
if n0 men working n1 hours a day earn rs . n2 per week , then n3 men working n4 hours a day will earn how much per week ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
n0 people decided to split the restaurant bill evenly . if the bill was $ n1 dollars , how much money did they n2 cent is the smallest unit ?	divide ( const_3 , const_100 ) | add ( n1 , #0 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is ?	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
for how many values of q , is | | | q - n2 | - n1 | - n2 | = n3 ? ( those ls are mods )	subtract ( n1 , n0 ) | add ( n0 , #0 ) | subtract ( #1 , n3 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
for how many values of n , is | | | n - n2 | - n1 | - n2 | = n3 ? ( those ls are mods )	power ( n3 , const_3 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
r and s together can plough a field in n0 hours but by himself r requires n1 hours . how long would s take to plough the same field ?	subtract ( n1 , n0 ) | add ( n1 , #0 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
the average ( arithmetic mean ) of n1 numbers is n1 . if n2 is subtracted from each of n3 of the numbers , what is the new average ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
john is n0 times as old as sam . if john will be twice as old as sam in n1 years , how old was sam two years ago ?	multiply ( n1 , const_2 ) | subtract ( #0 , n1 ) | subtract ( #1 , const_2 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is :	subtract ( n0 , n2 ) | divide ( n1 , #0 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
alfred buys an old scooter for $ n0 and spends $ n1 on its repairs . if he sells the scooter for $ n2 , his gain percent is ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
what ratio must a shopkeeper mix peas and soybean of rs . n0 and rs . n1 / kg , as to obtain a mixture of rs . n2 ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
for the symbol , m no_ascii_79 n = n ^ n0 no_ascii_73 m for all values of m and n . what is the value of n1 no_ascii_79 n2 ?	power ( n2 , n0 ) | subtract ( #0 , n1 )
a ladder n0 m long reaches a window of building n1 m above the ground . then the distance of the foot of the ladder from the building is ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if x and y are the two digits of the number n0 xy . such that this number is divisible by n1 , then x + y is equal to	multiply ( n0 , const_100 ) | reminder ( #0 , n1 ) | divide ( #1 , const_10 )
if ( n3 ^ n1 * n2 ) ^ n3 is written as a single term , how many digits would be to the right of the decimal place ?	multiply ( n3 , const_2 )
a can complete a certain job in n0 days . b is n1 % more efficient than a . in how many days can b complete the same job ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the average weight of n0 students decreases by n1 kg when one of them weighing n2 kg is replaced by a new student . the weight of the student is	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a football player scores n0 goals in his fifth match thus increasing his average goals score by n1 . the total number of goals in his n2 matches would be	multiply ( n0 , const_4 ) | multiply ( n2 , const_4 ) | multiply ( n1 , #1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
if n0 = n4 n2 = n3 n4 = n10 n6 = n7 n8 = n9 then n10 = ? hint : its a logic riddle not a mathematical riddle	add ( n1 , n1 ) | multiply ( n5 , #0 ) | divide ( #1 , n9 ) | subtract ( #2 , const_0_33 ) | subtract ( #3 , const_0_33 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
what is the total surface area in square meters of a rectangular solid whose length is n0 meters , width is n1 meters , and depth is n2 meters ?	surface_rectangular_prism ( n0 , n1 , n2 )
if rs . n0 are borrowed at c . i at the rate of n1 % per annum , then after n2 years the amount to be paid is ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
from a pack of n0 cards , two cards are drawn together at random . what is the probability of one is a spade and one is a heart ?	choose ( n0 , const_2 ) | divide ( n0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #0 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
how many liters of a n0 % iodine solution need to be mixed with n1 liters of a n2 % iodine solution to create a n3 % iodine solution ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n3 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #2 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 ) | add ( n1 , #8 )
if x + ( n3 / x ) = n1 , what is the value of w = x ^ n4 + ( n3 / x ) ^ n4 ?	power ( n1 , n2 ) | subtract ( #0 , n2 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
if f ( x ) = x ^ n1 - n1 x ^ n2 - n4 x ^ n4 + n5 x , then f ( - n6 ) =	negate ( n6 ) | multiply ( n5 , #0 ) | power ( #0 , const_4 ) | power ( #0 , const_3 ) | power ( #0 , const_2 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | subtract ( #2 , #5 ) | subtract ( #7 , #6 ) | add ( #1 , #8 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
an investment yields an interest payment of $ n0 each month . if the simple annual interest rate is n1 % , what is the amount of the investment ?	multiply ( const_3 , const_4 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is the net change in the worker ' s salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
a man gains n0 % by selling an article for a certain price . if he sells it at double the price , the percentage of profit will be .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
a man invested rs . n0 in rs . n1 shares quoted at rs . n2 . if the rate of dividend be n3 % , his annual income is	divide ( n3 , const_100 ) | divide ( n0 , n2 ) | multiply ( n1 , #1 ) | multiply ( #0 , #2 )
the l . c . m . of two numbers is n0 . the numbers are in the ratio n1 : n2 . then sum of the number is :	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
n0 barrels of water have an average capacity of n1 gallons . what is the maximum possible capacity of the smallest barrel e if the median is n2 gallons ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | subtract ( #2 , const_12 ) | subtract ( #3 , n2 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
if ( n0 ^ n1 * n2 ) ^ n3 is written as a single term , how many digits would be to the right of the decimal place ?	multiply ( n3 , const_2 )
there are n0 teams in the hockey league , and each team faces all the other teams n1 times each . how many games are played in the season ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 )
three pipes of same capacity can fill a tank in n0 hours . if there are only two pipes of same capacity , the tank can be filled in ?	divide ( const_2 , const_3 ) | divide ( const_1 , n0 ) | multiply ( #0 , #1 ) | inverse ( #2 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
a sum fetched total simple interest of n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
the price of lunch for n2 people was $ n1 including a n2 % gratuity for service . what was the average price per person , excluding the gratuity ?	subtract ( const_100 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , n0 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
george is n0 years more than christopher and ford is n1 years younger than christopher . the sum of their ages is n2 . find the ages of ford .	subtract ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , const_3 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
how much interest can a person get on rs . n0 at n1 % p . a . simple interest for a period of two years and n2 months ?	divide ( n2 , const_12 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n0 , #3 )
there are n0 teams in the hockey league , and each team faces all the other teams n1 times each . how many games are played in the season ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 )
the sum of all possible two digit numbers formed from n1 different one digit natural numbers when divided by the sum of the original n1 numbers is equal to ?	multiply ( n0 , const_10 ) | add ( #0 , const_3 ) | divide ( #1 , n0 ) | multiply ( #2 , const_2 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
if the numerator of a fraction is increased by n0 % and denominator by n1 % , the fraction become n2 / n3 . what was the original fraction ?	add ( n0 , const_100 ) | divide ( n2 , n3 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | divide ( #1 , #5 )
a man gains n0 % by selling an article for a certain price . if the sells it at double the price , the percentage of profit will be ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
what is the maximum number of pieces of birthday cake of size n1 no_ascii_79 by n1 no_ascii_79 that can be cut from a cake n3 no_ascii_79 by n3 no_ascii_79 ?	multiply ( n2 , n2 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a tunnel of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the average weight of n0 students decreases by n1 kg when one of them weighing n2 kg is replaced by a new student . the weight of the student is	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
if ( n5 / n7 ) ^ m * ( n5 / n3 ) ^ n7 = n5 / ( ( n6 ) ^ n7 ) , then m =	divide ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n1 , n6 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | add ( #3 , #4 ) | subtract ( #5 , #2 )
two numbers are in the ratio of n0 : n1 . if n2 be added to both , their ratio changes to n3 : n4 . the greater number is	multiply ( n0 , n2 )
how many different ways can n0 students be seated in a row of n1 desks , so that there is always at least one empty desk between the students ?	subtract ( n1 , const_1 ) | permutation ( #0 , n0 )
n0 is to be divided into two parts such that the sum of n1 times the first and n2 times the second is n3 . the bigger part is :	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a sum fetched a total simple interest of rs . n0 at the rate of n2 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the average score of a cricketer in n0 matches is n1 and in other n2 matches is n3 . then find the average score in all the n4 matches ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
a circular ground whose radius is n0 metres , has a n1 metre - broad garden around it . what is the area of the garden in square metres ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 )
if rs . n0 be divided into n6 parts , proportional to n4 / n3 : n4 / n6 : n6 / n7 , then the first part is ?	divide ( n2 , n3 ) | divide ( n2 , n1 ) | divide ( n1 , n7 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n0 , #5 )
the population of a village is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
three solid cubes of sides n0 cm , n1 cm and n2 cm are melted to form a new cube . find the surface area of the cube so formed	power ( n0 , const_3 ) | power ( n1 , const_3 ) | power ( n2 , const_3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 ) | power ( #5 , const_2 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_2 )
if a and b are positive real numbers , and a ^ n1 + b ^ n1 = n2 , then the greatest possible value of a is between :	divide ( const_1 , n0 ) | power ( n2 , #0 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if rs . n0 are borrowed at c . i at the rate of n1 % per annum , then after n2 years the amount to be paid is ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
what is the maximum number of pieces of birthday cake of size n1 no_ascii_79 by n1 no_ascii_79 that can be cut from a cake n3 no_ascii_79 by n3 no_ascii_79 ?	multiply ( n2 , n2 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
the length of a rectangle is three times of its width . if the length of the diagonal is n0 no_ascii_67 n1 then find the perimeter of the rectangle .	power ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 )
in right triangle abc , ac is the hypotenuse . if ac is n0 and ab + bc = n1 , what is the area of the triangle abc ?	multiply ( const_10 , const_3 ) | multiply ( const_10 , const_4 ) | triangle_area_three_edges ( n0 , #0 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
two numbers are in the ratio of n0 : n1 . if n4 be added to both , their ratio changes to n3 : n4 . the greater number is	multiply ( n0 , n2 )
how many two - element subsets of { n0 , n1 , n4 , n5 } are there that do not contain the pair of elements n4 and n5 ?	subtract ( n3 , const_4 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be $ n2 more . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
if ( c - a ) / ( c - b ) = n0 , then ( n2 b + n2 a ) / ( c - a ) =	subtract ( n1 , const_2.0 ) | multiply ( n2 , #0 )
a football player scores n0 goals in his fifth match thus increasing his average goals score by n1 . the total number of goals in his n2 matches would be	multiply ( n0 , const_4 ) | multiply ( n2 , const_4 ) | multiply ( n1 , #1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
p is n2 times as old as q . in n1 years , p will be twice as old as q . how old was p n2 years ago ?	multiply ( n0 , n1 ) | subtract ( #0 , n0 )
there are n0 teams in the hockey league , and each team faces all the other teams n1 times each . how many games are played in the season ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
a diagonal of a polygon is an segment between two non - adjacent vertices of the polygon . how many diagonals does a regular n0 - sided polygon have ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the l . c . m . of two numbers is n0 . the numbers are in the ratio n1 : n2 . then sum of the number is :	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is the net change in the worker ' s salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
how many pairs ( r , r + n0 ) have one or more prime factors common , where r is an integer and n1 no_ascii_76 r no_ascii_76 n2 ?	subtract ( const_1 , const_1 )
if x + ( n3 / x ) = n1 , what is the value of e = x ^ n4 + ( n3 / x ) ^ n4 ?	power ( n1 , n2 ) | subtract ( #0 , n2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
two numbers are in the ratio of n0 : n1 . if n2 be added to both , their ratio changes to n3 : n4 . the greater number is	multiply ( n0 , n2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
if ( c - a ) / ( c - b ) = n0 , then ( n1 b - n2 a ) / ( c - a ) =	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
if the compound interest on a certain sum of money for n0 years at n1 % per annum be rs . n2 , what would be the simple interest ?	multiply ( const_3.0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
the area of a rectangular plot is n0 square metres . if the length is n1 % more than the breadth , what is the breadth of the plot ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | sqrt ( #2 )
a reduction of n0 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a letter lock consists of n0 rings each marked with n1 different letters . the number of distinct unsuccessful attempts to open the lock is at the most - .	multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 )
what is the total surface area in square meters of a rectangular solid whose length is n0 meters , width is n1 meters , and depth is n2 meters ?	surface_rectangular_prism ( n0 , n1 , n2 )
a cube is painted red on all faces . it is then cut into n0 equal smaller cubes . how many v cubes are painted on only n1 faces ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | multiply ( #1 , const_4 )
a bookseller sells his books at a n0 % markup in price . if he sells a book for $ n1 , how much did he pay for it ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
when positive integer m is divided by positive integer n , the remainder is n0 . if m / n = n1 , what is the value of n ?	reminder ( n1 , const_1 ) | divide ( n0 , #0 )
what is the maximum number of pieces of birthday cake of size n1 no_ascii_79 by n1 no_ascii_79 that can be cut from a cake n3 no_ascii_79 by n3 no_ascii_79 ?	multiply ( n2 , n2 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
little roshini had $ n0 . he spent some money on sweets and gave to his two friends $ n1 each . how much money was spent for sweets ?	multiply ( n1 , const_2 ) | subtract ( n0 , #0 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( const_3.0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
a circular ground whose diameter is n0 metres , has a n1 metre - broad garden around it . what is the area of the garden in square metres ?	divide ( n0 , const_2 ) | add ( n1 , #0 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #3 , #2 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
a man performs n2 / n1 of the total journey by rail , n2 / n4 by bus and the remaining n4 km on foot . his total journey is	multiply ( n3 , n4 )
how many two - digit whole numbers yield a remainder of n2 when divided by n1 and also yield a remainder of n2 when divided by n3 ? options :	add ( const_2 , const_3 ) | lcm ( n1 , n3 ) | divide ( #1 , #0 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
the total age of a and b is n0 years more than the total age of b and c . c is how many years younger than a . ?	multiply ( n0 , const_1 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
the ratio of two quantities is n0 to n1 . if each of the quantities is increased by n2 , what is the ratio of these n3 new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
the area of a rectangular plot is n0 times its breadth . if the difference between the length and the breadth is n1 metres , what is its breadth ?	subtract ( n0 , n1 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
a reduction of n2 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
the monthly rent of a shop of dimension n0 feet no_ascii_62 n1 feet is rs . n2 . what is the annual rent per square foot of the shop ?	add ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
there are n0 teams in the hockey league , and each team faces all the other teams n1 times each . how many games are played in the season ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
in a group of ducks and cows , the total number of legs are n0 more than thrice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( n0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
list d consists of n0 consecutive integers . if - n1 is the least integer in list d , what is the range of positive integers in list d ?	subtract ( n0 , const_1 ) | subtract ( #0 , n1 ) | subtract ( #1 , const_1 )
in right triangle abc , ac is the hypotenuse . if ac is n0 and ab + bc = n1 , what is the area of the triangle abc ?	multiply ( const_10 , const_3 ) | multiply ( const_10 , const_4 ) | triangle_area_three_edges ( n0 , #0 , #1 )
n0 is to be divided into two parts such that the sum of n1 times the first and n2 times the second is n3 . the bigger part is :	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a man ' s speed with the current is n0 kmph and speed of the current is n1 kmph . the man ' s speed against the current will be	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
the sum of all solutions for x in the equation x ^ n0 no_ascii_77 n1 x + n2 = | x no_ascii_77 n3 | + n4 is equal to :	multiply ( n3 , n4 )
in a group of ducks and cows , the total number of legs are n0 more than twice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
a sum of money at simple interest amount to rs n0 after n1 years and to rs n2 after a further period of n3 years . the sum is :	subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n3 ) | subtract ( n0 , #2 )
the average score of a cricketer in n0 matches is n1 and in other n2 matches is n3 . then find the average score in all the n4 matches ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
the price of rice falls by n0 % . how much rice can be bought now with the money that was sufficient to buy n1 kg of rice previously ?	subtract ( const_100 , n0 ) | divide ( #0 , n1 ) | divide ( const_100 , #1 )
if n0 machine can finish a job in n1 days , then how many more machines would be needed to finish the job in one - fifth less time ?	divide ( const_3 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 ) | subtract ( #3 , n0 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
after successive discounts of n0 % , n1 % and n2 % a certain good is sold for rs . n3 . find the actual price of the good .	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | multiply ( n2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #4 , #6 ) | divide ( #0 , #7 )
a man walking at the rate of n0 km / hr crosses a bridge in n1 minutes . what is the length of the bridge ( in metres ) ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
in an aquarium there is n0 purple fish , n1 orange fish , n2 pink fish , n3 golden fish . how many fish are there in an aquarium ?	multiply ( n2 , n3 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
if the average ( arithmetic mean ) of a and b is n0 , and c no_ascii_77 a = n1 , what is the average of b and c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a reduction of n2 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a man performs n2 / n1 of the total journey by rail , n2 / n3 by bus and the remaining n4 km on foot . his total journey is	multiply ( n3 , n4 )
if n0 men working n1 hours a day earn rs . n2 per week , then n3 men working n4 hours a day will earn how much per week ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a case contains c cartons . each carton contains b boxes , and each box contains n0 paper clips . how many paper clips are contained in n1 cases ?	multiply ( n0 , n1 )
alfred buys an old scooter for $ n0 and spends $ n1 on its repairs . if he sells the scooter for $ n2 , his gain percent is ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors q ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
if the average ( arithmetic mean ) of x and y is n0 , and z no_ascii_77 x = n1 , what is the average of y and z ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
a farmer built a fence around his square plot . he used n0 fence poles on each side of the square . how many poles did he need altogether ?	subtract ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_4 )
a n1 no_ascii_75 - n1 no_ascii_75 - n2 no_ascii_75 right triangle has hypotenuse of length h . what is the area of the triangle r in terms of h ?	sine ( n0 ) | inverse ( #0 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a car travelling with n3 / n1 km of its actual speed covers n2 km in n3 hr n4 min n5 sec find the actual speed of the car ?	multiply ( n4 , const_60 ) | add ( n5 , #0 ) | divide ( #1 , const_3600 ) | add ( n3 , #2 ) | divide ( n2 , #3 ) | multiply ( n1 , #4 ) | divide ( #5 , n0 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
if ( x + n2 ) ^ n4 / ( n2 x + n3 ) = n4 , then the difference between the two possible values of x is :	multiply ( n4 , n3 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , n1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if the arithmetic mean of p and q is n0 and the arithmetic mean of q and r is n1 , what is the value of r - p ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
the price of lunch for n2 people was $ n1 including a n2 % gratuity for service . what was the average price per person , excluding the gratuity ?	subtract ( const_100 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , n0 )
the monthly rent of a shop of dimension n1 feet no_ascii_62 n1 feet is rs . n2 . what is the annual rent per square foot of the shop ?	add ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
the price of rice falls by n0 % . how much rice can be bought now with the money that was sufficient to buy n1 kg of rice previously ?	subtract ( const_100 , n0 ) | divide ( #0 , n1 ) | divide ( const_100 , #1 )
a reduction of n2 % in the price of apples would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
what is the probability that a number selected from number n0 to n1 is prime number , when each of the given numbers is equally likely to be selected ?	multiply ( const_2 , const_5 ) | divide ( #0 , n1 )
the tax on a commodity is diminished by n1 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
the price of lunch for n0 people was $ n1 including a n2 % gratuity for service . what was the average price per person , excluding the gratuity ?	subtract ( const_100 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , n0 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if ( c - a ) / ( c - b ) = n0 , then ( n1 b - n2 a ) / ( c - a ) =	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
a man ate n0 bananas in n1 days , each day eating n2 more than the previous day . how many bananas did he eat on the first day ?	multiply ( n0 , const_2 ) | multiply ( n2 , const_4 ) | divide ( #0 , n1 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a sum fetched total simple interest of n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
if ( c - a ) / ( c - b ) = n0 , then ( n2 b - n2 a ) / ( c - a ) =	subtract ( n1 , const_2.0 ) | multiply ( n2 , #0 )
n0 is to be divided into two parts such that the sum of n1 times the first and n2 times the second is n3 . the bigger part is :	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a n1 no_ascii_75 - n1 no_ascii_75 - n2 no_ascii_75 right triangle has hypotenuse of length h . what is the area of the triangle t in terms of h ?	divide ( n0 , n2 ) | power ( #0 , const_2 )
if n0 machine can finish a job in n1 days , then how many more machines would be needed to finish the job in one - third less time ?	divide ( const_3 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 ) | subtract ( #3 , n0 )
a can do a piece of work in n0 days and b can do it in n1 days how long will they both work together to complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be $ n2 more . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
if ( x + n2 ) ^ n4 / ( n2 x + n3 ) = n4 , then the difference between the two possible values of x is :	multiply ( n4 , n3 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , n1 )
a and b together have $ n0 . if of a ' s amount is equal to of b ' s amount , how much amount does b have ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_10 )
the larger interior angle of a parallelogram is n0 no_ascii_75 more than its smaller interior angle . what is the measure of the smaller interior angle of the parallelogram ?	divide ( n0 , const_2 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the average height of n3 students is n3 cm and the average height of n2 students is n3 cm . what is the average height of the n4 students ?	multiply ( n0 , n0 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
a sum fetched total simple interest of n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a football player scores n0 goals in his fifth match thus increasing his average goals score by n1 . the total number of goals in his n2 matches would be	multiply ( n0 , const_4 ) | multiply ( n2 , const_4 ) | multiply ( n1 , #1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if the side length of square b is four times that of square a , the area of square b is how many times the area of square a ?	multiply ( const_4 , const_4 )
tough and tricky questions : number properties . if ( z + n0 ) / n2 is an integer , what is remainder when z is divided by n2 ?	subtract ( n1 , n0 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
a rectangular block n0 cm by n1 cm by n2 cm is cut up into an exact number of equal cubes . find the least possible number of cubes .	multiply ( const_1000 , const_3 ) | multiply ( n2 , const_10 ) | multiply ( const_2 , const_3 ) | rectangle_area ( const_1000 , const_360 ) | add ( #0 , #1 ) | divide ( #3 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #5 , #6 ) | add ( #4 , #7 ) | divide ( #8 , const_10 ) | divide ( #8 , #9 )
if each side of a square is increased by n0 % , the ratio of the area of the resulting square to the area of the given square is :	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | square_area ( #1 )
the price of rice falls by n0 % . how much rice can be bought now with the money that was sufficient to buy n1 kg of rice previously ?	subtract ( const_100 , n0 ) | divide ( #0 , n1 ) | divide ( const_100 , #1 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
how much water should be added to n0 liters of a n1 % - solution of alcohol to reduce the concentration of alcohol in the solution by n2 % ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n1 , #2 ) | divide ( #1 , #3 ) | subtract ( #4 , n0 )
if rs . n0 are borrowed at c . i at the rate of n2 % per annum , then after n2 years the amount to be paid is ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
the price of lunch for n0 people was $ n1 including a n2 % gratuity for service . what was the average price per person , excluding the gratuity ?	subtract ( const_100 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_10 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the percentage of profit or loss that the merchant makes ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
if it takes a tub n0 minutes to drain n1 / n2 of its content , how much more time will it take for the tub to be empty ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | add ( #0 , #1 )
how many different n0 - digit multiples of n5 can be composed of digits n2 , n3 , n4 , and n5 if none of the digits is repeated ?	multiply ( n3 , n4 ) | subtract ( #0 , n4 ) | divide ( #1 , n4 )
in a class of n0 children , n1 play tennis , n2 play squash and n3 play neither sport . ( n4 ) how many children play both sports ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
a can do a piece of work in n1 days and b can do it in n1 days how long will they both work together to complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
two numbers are in the ratio of n0 : n1 . if n2 be added to both , their ratio changes to n3 : n4 . the greater number is	multiply ( n0 , n2 )
if a ' s salary is n0 % less than b ' s salary , by how much percentage is b ' s salary more than a ' s ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_100 , #0 ) | divide ( #2 , #1 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a reduction of n2 % in the price of apples would enable a man to obtain n2 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
after paying a n0 percent tax on all income over $ n1 , a person had a net income of $ n2 . what was the income before taxes ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #0 ) | subtract ( n2 , #1 ) | divide ( #3 , #2 )
a can complete a certain job in n0 days . b is n1 % more efficient than a . in how many days can b complete the same job ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 )
the area of a rectangular plot is n0 times its breadth . if the difference between the length and the breadth is n1 metres , what is its breadth ?	subtract ( n0 , n1 )
a reduction of n2 % in the price of apples would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
in a group of ducks and cows , the total number of legs are n0 more than twice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
if rs . n0 be divided into n6 parts , proportional to n2 / n4 : n4 / n6 : n6 / n7 , then the third part is ?	add ( n3 , const_100 ) | multiply ( const_2 , const_3 ) | add ( n1 , #1 ) | add ( n3 , #1 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #1 , #5 ) | multiply ( n0 , #6 ) | add ( #0 , #7 )
a shopkeeper sells n0 metres of cloth for $ n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
how many n0 - digit even numbers are possible such that if one of the digits is n1 , the next / succeeding digit to it should be n2 ?	add ( n0 , n2 ) | add ( n2 , #0 )
a batsman makes a score of n0 runs in the n3 th innings and thus increased his average by n2 . find his average after the n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a diagonal of a polygon is an segment between two non - adjacent vertices of the polygon . how many diagonals does a regular n0 - sided polygon have ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if ( n0 ^ n1 * n2 ) ^ n3 is written as a single term , how many digits would be to the right of the decimal place ?	multiply ( n3 , const_2 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
ages of two persons differ by n0 years . if n1 year ago , the elder one be n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
the banker ' s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . what is the banker ' s discount ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
a sum fetched total simple interest of n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
n0 spheres of the same size are made from melting a solid cylinder of n2 cm diameter and n2 cm height . what is the diameter of each sphere ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | divide ( #1 , const_pi ) | multiply ( #2 , const_3 ) | divide ( #3 , const_4 ) | divide ( #4 , n0 ) | divide ( #5 , const_4 ) | divide ( #6 , const_4 ) | multiply ( #7 , const_2 )
the average score of a cricketer in n0 matches is n1 and in other n2 matches is n3 . then find the average score in all the n4 matches ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
a reduction of n1 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a man gains n0 % by selling an article for a certain price . if he sells it at double the price , the percentage of profit will be .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the percentage of profit or loss that the merchant makes ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is :	subtract ( n0 , n2 ) | divide ( n1 , #0 )
three numbers are in the ratio n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_100 ) | add ( #2 , #1 )
n0 people decided to split the restaurant bill evenly . if the bill was $ n1 dollars , how much money did they n2 cent is the smallest unit ?	divide ( const_3 , const_100 ) | add ( n1 , #0 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a can do a piece of work in n0 days and b can do it in n1 days how long will they both work together to complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 year ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
if the average ( arithmetic mean ) of a and b is n0 , and c no_ascii_77 a = n1 , what is the average of b and c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
# p is defined as n0 p - n1 for any number p . what is p , if # ( # ( # p ) ) = n2 ?	multiply ( n1 , n2 ) | multiply ( n0 , const_4 ) | add ( n1 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the percentage of profit or loss that the merchant makes ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if it takes a tub n0 minutes to drain n1 / n2 of its content , how much more time will it take for the tub to be empty ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | add ( #0 , #1 )
if the arithmetic mean of p and q is n0 and the arithmetic mean of q and r is n1 , what is the value of r - p ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
two numbers are in the ratio of n0 : n1 . if n2 be added to both , their ratio changes to n3 : n4 . the greater number is	multiply ( n0 , n2 )
ages of two persons differ by n0 years . if n1 year ago , the elder one be n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
a train covers a distance of n0 km in n1 minutes . if it takes n2 seconds to pass a telegraph post , then the length of the train is	divide ( const_100.0 , n1 ) | subtract ( #0 , n2 ) | divide ( const_100.0 , #1 )
if rs . n0 are borrowed at c . i at the rate of n1 % per annum , then after n2 years the amount to be paid is :	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
what is the maximum number of pieces of birthday cake of size n1 no_ascii_79 by n1 no_ascii_79 that can be cut from a cake n3 no_ascii_79 by n3 no_ascii_79 ?	multiply ( n2 , n2 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
# p is defined as n0 p + n1 for any number p . what is p , if # ( # ( # p ) ) = n2 ?	multiply ( n1 , n0 ) | multiply ( n2 , n0 ) | multiply ( n0 , #0 ) | add ( #2 , #0 ) | add ( n1 , #3 ) | add ( n2 , #4 ) | divide ( #5 , #1 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
george is n0 years more than christopher and ford is n1 years younger than christopher . the sum of their ages is n2 . find the ages of george .	subtract ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , const_3 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
for what value of no_ascii_21 no_ascii_15 no_ascii_25 k no_ascii_21 no_ascii_15 no_ascii_11 will the equation ( n3 kx n3 + n2 kx + n3 ) = n4 have equal roots ?	add ( n0 , n0 ) | power ( n2 , n0 ) | power ( n0 , #0 ) | divide ( #2 , #1 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
a geometric shape is obtained by combining a square of side n1 cm and a semicircle of diameter n1 cm . what is the perimeter of the shape obtained ?	divide ( n0 , const_2 ) | square_perimeter ( n0 ) | circumface ( #0 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #4 , #3 )
ages of two persons differ by n0 years . if n2 years ago , the elder one was n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
a no . when divided by the sum of n0 and n1 gives n2 times their difference as quotient & n3 as remainder . find the no . is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #2 , #1 ) | add ( n3 , #3 )
what is the least number which when divided by n0 , n1 , n2 and n3 leaves a remainder n4 , but when divided by n5 leaves no remainder ?	lcm ( n0 , n1 ) | lcm ( n2 , n3 ) | lcm ( #0 , #1 ) | add ( n4 , #2 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
how much water should be added to n0 liters of a n1 % - solution of alcohol to reduce the concentration of alcohol in the solution by n2 % ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n1 , #2 ) | divide ( #1 , #3 ) | subtract ( #4 , n0 )
a river n2 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
n0 candidates in an election and received n1 , n2 and n3 votes respectively . what % of the total votes did the winning candidate got in that election ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
a passenger train takes two hours less for a journey of n0 km if its speed is increased by n1 kmph from its normal speed . the normal speed is	multiply ( n1 , n1 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
a bag contains n0 red , n3 blue and n2 green balls . if n3 balls are picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
in a group of ducks and cows , the total number of legs are n0 more than twice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
the monthly rent of a shop of dimension n0 feet no_ascii_62 n1 feet is rs . n2 . what is the annual rent per square foot of the shop ?	add ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
a is twice as good as b . and together they finish a piece of work in n0 days . in how many days will a alone finish the work	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | inverse ( #3 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
the difference between simple interest and compound interest of a certain sum of money at n0 % per annum for n1 years is $ n2 . then the sum is	divide ( n1 , const_2 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | power ( #4 , const_2 ) | multiply ( n0 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
john purchased n0 large bottles at $ n1 per bottle and n2 small bottles at $ n3 per bottle . what was the approximate average price paid per bottle ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a man performs n2 / n1 of the total journey by rail , n2 / n3 by bus and the remaining n4 km on foot . his total journey is	multiply ( n3 , n4 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is :	subtract ( n0 , n2 ) | divide ( n1 , #0 )
a shopkeeper loses n0 % , if an article is sold for rs . n1 . what should be the selling price of the article to gain n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
for what value of no_ascii_21 no_ascii_15 no_ascii_25 k no_ascii_21 no_ascii_15 no_ascii_11 will the equation ( n3 kx n3 + n2 kx + n3 ) = n4 have equal roots ?	add ( n0 , n0 ) | power ( n2 , n0 ) | power ( n0 , #0 ) | divide ( #2 , #1 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a student gets n0 % in one subject , n2 % in the other . to get an overall of n2 % how much should get in third subject .	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
the sum of all solutions for x in the equation x ^ n0 no_ascii_77 n1 x + n2 = | x no_ascii_77 n3 | + n4 is equal to :	multiply ( n3 , n4 )
the area of a rectangular plot is n0 times its breadth . if the difference between the length and the breadth is n1 metres , what is its breadth ?	subtract ( n0 , n1 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
the area of a square is equal to twice the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	square_perimeter ( n1 )
n0 people decided to split the restaurant bill evenly . if the bill was $ n1 dollars , how much money did they n2 cent is the smallest unit ?	divide ( const_3 , const_100 ) | add ( n1 , #0 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
if x + ( n3 / x ) = n1 , what is the value of t = x ^ n4 + ( n3 / x ) ^ n4 ?	power ( n1 , n2 ) | subtract ( #0 , n2 )
a car has a n0 - gallon fuel to travel n1 miles . at this rate , how many gallons of fuel are needed for a n2 mile car ?	add ( const_2 , const_3 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | add ( #2 , const_10 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
when throwing n0 dices , and looking at the sum of numbers on the dices - what is the probability to have a sum which is smaller than n1 ?	add ( n1 , const_1 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a bag contains n0 red , n1 blue and n2 green balls . if n3 balls are picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | choose ( n0 , n3 ) | add ( n2 , #0 ) | choose ( #2 , n3 ) | divide ( #1 , #3 )
an error n0 % in excess is made while measuring the side of a square . what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
a train is walking at n0 / n1 of its usual speed , the train is n2 minutes too late . find its usual time to cover the journey .	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 ) | divide ( #3 , const_60 )
if a * b denotes the greatest common divisor of a and b , then ( ( n0 * n1 ) * ( n2 * n3 ) ) = ?	divide ( n2 , const_3 ) | divide ( #0 , const_3 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
the average score of a cricketer for n0 matches is n1 runs . if the average for first n2 matches is n3 , then average for last n4 matches is	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
john purchased n0 large bottles at $ n1 per bottle and n2 small bottles at $ n3 per bottle . what was the approximate average price paid per bottle ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
when the price of an article is reduced by n0 % , the sales increases by n1 % . the percentage change in the total amount of receipts is ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_100 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a bag contains n0 green balls and n1 white balls . if two balls are drawn simultaneously , what is the probability that both balls are the same colour ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #7 , #4 ) | add ( #8 , #9 )
alfred buys an old scooter for $ n0 and spends $ n1 on its repairs . if he sells the scooter for $ n2 , his gain percent is ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if ( c - a ) / ( c - b ) = n0 , then ( n1 b - n2 a ) / ( c - a ) =	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs n2 . the ratio of two selling prices is	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
three circles of radius n0 cm are placed in such a way that each circle touches the other two . the area of the portion enclosed by the circles is	circle_area ( n0 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | triangle_area_three_edges ( #1 , #1 , #1 ) | subtract ( #3 , #2 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
how many two - element subsets of { n0 , n4 , n2 , n5 } are there that do not contain the pair of elements n4 and n5 ?	subtract ( n3 , const_4 )
if ( n0 ^ n1 * n2 ) ^ n3 is written as a single term , how many digits would be to the right of the decimal place ?	multiply ( n3 , const_2 )
for the symbol , m no_ascii_79 n = n ^ n0 no_ascii_73 m for all values of m and n . what is the value of n2 no_ascii_79 n2 ?	power ( n2 , n0 ) | subtract ( #0 , n1 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph the amount of water that runs into the sea per minute is ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
john has n0 pairs of matched socks . if he loses n1 individual socks , what is the greatest number of pairs of matched socks he can have left ?	subtract ( n0 , const_3 )
after successive discounts of n0 % , n1 % and n2 % a certain good is sold for rs . n3 . find the actual price of the good .	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | multiply ( n2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #4 , #6 ) | divide ( #0 , #7 )
a student gets n0 % in one subject , n2 % in the other . to get an overall of n2 % how much should get in third subject .	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
in an election a candidate who gets n0 % of the votes is elected by a majority of n1 votes . what is the total number of votes polled ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
the average weight of n0 students decreases by n1 kg when one of them weighing n2 kg is replaced by a new student . the weight of the student is	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a man ' s speed with the current is n0 kmph and speed of the current is n1 kmph . the man ' s speed against the current will be	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
the area of a rectangular plot is n0 times its breadth . if the difference between the length and the breadth is n1 metres , what is its breadth ?	subtract ( n0 , n1 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is the net change in the worker ' s salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
in n is a positive integer less than n0 , and n1 n / n2 is an integer , then n has how many different positive prime factors c ?	add ( const_1 , const_4 ) | divide ( n2 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_3 ) | divide ( #0 , #3 ) | add ( #4 , const_2 )
if the arithmetic mean of p and q is n0 and the arithmetic mean of q and r is n1 , what is the value of r - p ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if x # y is defined to equal x ^ n2 / y for all x and y , then ( - n1 # n2 ) # - n3 =	negate ( const_1 ) | negate ( n3 ) | power ( #0 , n0 ) | divide ( #2 , n0 ) | power ( #3 , n0 ) | divide ( #4 , #1 )
a bag contains n0 green balls and n1 white balls . if two balls are drawn simultaneously , what is the probability that both balls are the same colour ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #7 , #4 ) | add ( #8 , #9 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
for what value of no_ascii_21 no_ascii_15 no_ascii_25 k no_ascii_21 no_ascii_15 no_ascii_11 will the equation ( n3 kx n3 + n2 kx + n3 ) = n4 have equal roots ?	add ( n0 , n0 ) | power ( n2 , n0 ) | power ( n0 , #0 ) | divide ( #2 , #1 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
if the area of a triangle with base n1 cm is equal to the area of a square with side n1 cm , then the altitude of the triangle is	square_area ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
a diagonal of a polygon is an segment between two non - adjacent vertices of the polygon . how many diagonals does a regular n0 - sided polygon have ?	subtract ( n0 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
ages of two persons differ by n0 years . if n1 year ago , the elder one be n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
the average ( arithmetic mean ) of n1 numbers is n1 . if n2 is added from each of n3 of the numbers , what is the new average ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
by using the numbers n0 , n1 , n2 , n3 and n4 only once , how many n5 digit numbers can be made that are divisible by n6 ?	add ( const_2 , const_3 ) | add ( n0 , #0 )
in a n0 census , n1 % of the population are male , and n2 % are female . what is the ratio of men to every n3 women ?	divide ( n1 , n2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
after successive discounts of n0 % , n1 % and n2 % a certain good is sold for rs . n3 . find the actual price of the good .	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | multiply ( n2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #4 , #6 ) | divide ( #0 , #7 )
n0 spheres of the same size are made from melting a solid cylinder of n1 cm diameter and n2 cm height . what is the diameter of each sphere ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | divide ( #1 , const_pi ) | multiply ( #2 , const_3 ) | divide ( #3 , const_4 ) | divide ( #4 , n0 ) | divide ( #5 , const_4 ) | divide ( #6 , const_4 ) | multiply ( #7 , const_2 )
the area of a rectangle is n0 square metres . if the length is n1 % more than the breadth , what is the breadth of the rectangular field ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | sqrt ( #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
if you multiply two integers together and then add n0 , the result is n1 . which of the following could not be the sum of the two numbers ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
a shopkeeper loses n0 % , if an article is sold for rs . n1 . what should be the selling price of the article to gain n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
if a * b denotes the greatest common divisor of a and b , then ( ( n3 * n1 ) * ( n2 * n3 ) ) = ?	divide ( n2 , const_3 ) | divide ( #0 , const_3 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
if the height of a triangle is decreased by n1 % , land its base is increased by n1 % , what will be the effect on its area ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the monthly rent of a shop of dimension n0 feet no_ascii_62 n1 feet is rs . n2 . what is the annual rent per square foot of the shop ?	add ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
an investment yields an interest payment of $ n0 each month . if the simple annual interest rate is n1 % , what is the amount of the investment ?	multiply ( const_3 , const_4 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
n0 is to be divided into two parts such that the sum of n1 times the first and n2 times the second is n3 . the bigger part is :	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
a is twice as good as b . and together they finish a piece of work in n0 days . in how many days will a alone finish the work	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | inverse ( #3 )
an error n0 % in excess is made while measuring the side of a square . what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 % p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length .	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
it takes n0 identical printing machines n1 hours to print n2 , n3 posters . how long would it take n4 of these machines to print the same total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
if all the n0 are replaced by n1 , then the algebraic sum of all the numbers from n2 to n3 ( both inclusive ) varies by how much ?	subtract ( n1 , n0 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 ) | add ( #2 , #1 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
n2 consecutive odd integers are in increasing order such that the sum of the last two integers is n1 more than the first integer . find the n2 integers ?	add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( #1 , #0 ) | divide ( #2 , const_2 ) | multiply ( #3 , const_2 ) | subtract ( #4 , const_1 )
# p is defined as n0 p + n1 for any number p . what is p , if # ( # ( # p ) ) = n2 ?	multiply ( n1 , n0 ) | multiply ( n2 , n0 ) | multiply ( n0 , #0 ) | add ( #2 , #0 ) | add ( n1 , #3 ) | add ( n2 , #4 ) | divide ( #5 , #1 )
if n0 men can build a wall n1 metres long in n2 days , what length of a similar wall can be built by n3 men in n4 days ?	multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
soja finished n0 / n1 of a book . she calculated that she finished n2 more pages than she has yet to read . how long is her book ?	multiply ( n1 , n2 )
the average score of a cricketer in n0 matches is n1 and in other n2 matches is n3 . then find the average score in all the n4 matches ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
l . c . m of two numbers is n0 and there h . c . f is n1 . if one of them is n2 . find the other	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a man gains n0 % by selling an article for a certain price . if he sells it at double the price , the percentage of profit will be .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 ) | add ( #4 , const_100 )
if a and b get profits of rs . n0 , n3 and rs . n2 , n3 respectively at the end of year then ratio of their investments are	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | divide ( #4 , #3 ) | divide ( #4 , #5 )
a is twice as good a workman as b and together they finish a piece in n0 days . in how many days will a alone finish the work ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is ?	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
ages of two persons differ by n0 years . if n1 year ago , the elder one be n2 times as old the younger one , find their present age	multiply ( n1 , n1 ) | subtract ( n1 , const_1 ) | add ( n0 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | subtract ( #4 , const_1 )
john was thrice as old as tom n0 years ago . john will be n1 times as old as tom in n2 years . how old is tom today ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #2 , n2 )
if the arithmetic mean of p and q is n0 and the arithmetic mean of q and r is n1 , what is the value of r - p ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a n1 no_ascii_75 - n1 no_ascii_75 - n2 no_ascii_75 right triangle has hypotenuse of length h . what is the area of the triangle e in terms of h ?	triangle_perimeter ( n0 , n0 , n2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
how many different ways can n0 students be seated in a row of n1 desks , so that there is always at least one empty desk between the students ?	subtract ( n1 , const_1 ) | permutation ( #0 , n0 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
the price of lunch for n0 people was $ n1 including a n2 % gratuity for service . what was the average price per person , excluding the gratuity ?	subtract ( const_100 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , n0 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
if rs . n0 are borrowed at c . i at the rate of n1 % per annum , then after n2 years the amount to be paid is ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a reduction of n0 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a rectangle has a perimeter of n0 inches . the length of the rectangle is n1 inches more than its width . what is the area of the rectangle ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 ) | rectangle_area ( #3 , #2 )
the average age of boys in a class is n0 years and that of the girls is n1 years . what is the average age for the whole class ?	subtract ( n0 , n1 )
if abc is a quarter circle and a smaller circle is inscribed in it ; if radius of quarter circle is n0 units . find the radius of smaller circle	subtract ( const_2 , n0 )
how many liters of a n0 % iodine solution need to be mixed with n1 liters of a n2 % iodine solution to create a n3 % iodine solution ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n3 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #2 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 ) | add ( n1 , #8 )
denominator of a number is n0 less than the numerator . if n1 is added to the numerator , it becomes n2 times the denominator . find the denominator .	add ( n0 , n1 ) | subtract ( n2 , const_1 ) | divide ( #0 , #1 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is the net change in the worker ' s salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
an investment yields an interest payment of $ n0 each month . if the simple annual interest rate is n1 % , what is the amount of the investment ?	multiply ( const_3 , const_4 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
if the cost price of n0 articles is equal to the selling price of n1 articles , what is the percentage of profit or loss that the merchant makes ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | subtract ( const_100 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( n0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
if a ' s salary is n0 % less than b ' s salary , by how much percent is b ' s salary more than a ' s ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_100 , #0 ) | divide ( #2 , #1 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
a student gets n0 % in one subject , n1 % in the other . to get an overall of n2 % how much should get in third subject .	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
the cost price of n0 articles is the same as the selling price of x articles . if the profit is n1 % then determine the value of x .	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
the reciprocal of the hcf and lcm of two are n2 / n1 and n2 / n3 . if one of the number is n4 then other no . is	multiply ( n1 , n3 ) | divide ( #0 , n4 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is :	subtract ( n0 , n2 ) | divide ( n1 , #0 )
a sum of money amounts to rs . n0 after n1 years and to rs . n2 , n3 after n4 years on compound interest . find the sum .	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a and b finish the job in n0 days . while a , b and c can finish it in n1 days . c alone will finish the job in	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length .	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if a ( a - n2 ) = n3 and b ( b - n2 ) = n3 , where a no_ascii_24 b , then a + b = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 )
sum of the squares of n0 no . ' s is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
how many two - element subsets of < n0 , n1 , n2 , n3 > are there that do not contain the pair of elements n4 and n5 ?	subtract ( n1 , const_3 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
a cube n1 mt is colored pink on two opposite surfaces and then cut in to n1 smaller cubes then find how many number of cubes have pink color ?	cube_edge_by_volume ( n0 ) | floor ( #0 )
if a man lost n1 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
after successive discounts of n0 % , n1 % and n2 % a certain good is sold for rs . n3 . find the actual price of the good .	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | multiply ( n2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #4 , #6 ) | divide ( #0 , #7 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
if a fraction is multiplied by itself and then divided by the reciprocal of the same fraction , the result is n0 n1 / n2 . find the fraction .	divide ( n1 , n2 ) | divide ( const_1 , const_3 ) | add ( n0 , #0 ) | power ( #2 , #1 ) | multiply ( #3 , const_3 ) | subtract ( #4 , #3 ) | add ( #5 , const_2 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the sum of all solutions for x in the equation x ^ n0 no_ascii_77 n3 x + n2 = | x no_ascii_77 n3 | + n4 is equal to :	multiply ( n3 , n4 )
the population of a village is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_32 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
a boat moves upstream at the rate of n2 km in n1 minutes and down stream n2 km in n3 minutes . then the speed of the current is :	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_60 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
for what value of no_ascii_21 no_ascii_15 no_ascii_25 k no_ascii_21 no_ascii_15 no_ascii_11 will the equation ( n3 kx n3 + n2 kx + n3 ) = n4 have equal roots ?	add ( n0 , n0 ) | power ( n2 , n0 ) | power ( n0 , #0 ) | divide ( #2 , #1 )
the ratio of two quantities is n0 to n3 . if each of the quantities is increased by n2 , what is the ratio of these n3 new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
if the population of a certain country increases at the rate of two person every n0 seconds , by how many persons does the population increase in n1 minutes ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
a cistern n0 m long and n1 m wide contains water up to a breadth of n2 m n3 cm . find the total area of the wet surface .	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
how many different ways can n0 students be seated in a row of n1 desks , so that there is always at least one empty desk between the students ?	subtract ( n1 , const_1 ) | permutation ( #0 , n0 )
income and expenditure of a person are in the ratio n0 : n1 . if the income of the person is rs . n2 , then find his savings ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | subtract ( n2 , #1 )
an error n0 % in excess is made while measuring the side of a square . what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the l . c . m . of two numbers is n0 . the numbers are in the ratio n1 : n2 . then sum of the number is :	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
if x + ( n3 / x ) = n1 , what is the value of r = x ^ n4 + ( n3 / x ) ^ n4 ?	power ( n1 , n2 ) | subtract ( #0 , n2 )
on selling n0 balls at rs . n1 , there is a loss equal to the cost price of n2 balls . the cost price of a ball is :	subtract ( n0 , n2 ) | divide ( n1 , #0 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
what is the smallest integer that satisfies the inequality ( ( x - n0 ) / ( x ^ n1 - n2 x - n3 ) ) > n4 ?	negate ( const_1 ) | multiply ( n2 , #0 ) | power ( #0 , const_2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | subtract ( #4 , n3 ) | divide ( #3 , #5 )
what is the total surface area in square meters of a rectangular solid whose length is n0 meters , width is n1 meters , and depth is n2 meters ?	surface_rectangular_prism ( n0 , n1 , n2 )
a reduction of n0 % in the price of apples would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
i have only n0 $ and n3 $ note . i want to give n2 $ to john . how many maximum number of n3 $ note i need ?	divide ( n2 , n1 )
positive integer y is n1 percent of n1 percent of positive integer x , and n2 y percent of x equals n3 . what is the value of x ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
the sum of all solutions for x in the equation x ^ n0 no_ascii_77 n1 x + n2 = | x no_ascii_77 n3 | + n4 is equal to :	multiply ( n3 , n4 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
the average weight of n0 students decreases by n1 kg when one of them weighing n2 kg is replaced by a new student . the weight of the student is	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
the ratio of two quantities is n0 to n1 . if each of the quantities is divided by n2 , what is the ratio of these n3 new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
a football player scores n2 goals in his fifth match thus increasing his average goals score by n1 . the total number of goals in his n2 matches would be	multiply ( n0 , const_4 ) | multiply ( n2 , const_4 ) | multiply ( n1 , #1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 )
if the compound interest on a certain sum of money for n0 years at n1 % per annum be rs . n2 , what would be the simple interest ?	multiply ( const_3.0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
when positive integer x is divided by positive integer y , the remainder is n0 . if x / y = n1 , what is the value of y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
the mean of n0 observations is n1 . but later he found that there is decrements of n2 from each observations . what is the the updated mean is ?	subtract ( n1 , n2 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , n2 ) | add ( n0 , #2 )
a shopkeeper loses n0 % , if an article is sold for rs . n1 . what should be the selling price of the article to gain n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
if the side length of square b is five times that of square a , the area of square b is how many times the area of square a ?	multiply ( const_4 , const_4 )
a bag contains n0 green balls and n1 white balls . if two balls are drawn simultaneously , what is the probability that both balls are the same colour ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #5 ) | divide ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #7 , #4 ) | add ( #8 , #9 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
it takes n0 identical printing machines n1 hours to print n2 , n3 cards . how long would it take n4 of these machines to print the same total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
the salary of a worker is first increased by n1 % and afterwards reduced by n1 % . what is the net change in the worker ' s salary ?	add ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( const_100 , #3 )
a circle and a rectangle have the same perimeter . the sides of the rectangle are n0 cm and n1 cm . what is the area of the circle ?	add ( n0 , n1 ) | divide ( #0 , const_pi ) | circle_area ( #1 )
the area of a rectangular plot is n0 square metres . if the length is n1 % less than the breadth , what is the breadth of the plot ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | sqrt ( #2 )
excluding stoppages , the speed of a train is n0 kmph and including stoppages it is n1 kmph . of how many minutes does the train stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a cistern n0 m long and n1 m wide contains water up to a depth of n2 m n3 cm . the total area of the wet surface is :	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , const_2 ) | add ( #6 , #1 )
a man can row downstream at n0 kmph and upstream at n1 kmph . find the speed of the man in still water and the speed of stream respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 )
in a group of ducks and cows , the total number of legs are n0 more than twice the number of heads . find the total number of cows .	divide ( n0 , const_2 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
if the compound interest on a certain sum of money for n0 years at n1 % per annum be rs . n2 , what would be the simple interest ?	multiply ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
the population of a town is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
john has n0 pairs of matched socks . if he loses n1 individual socks , what is the greatest number of pairs of matched socks he can have left ?	subtract ( n0 , const_3 )
a goods train runs at a speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
what ratio must a shopkeeper mix peas and soybean of rs . n0 and rs . n1 / kg , as to obtain a mixture of rs . n2 ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( n0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
how many liters of a n0 % iodine solution need to be mixed with n1 liters of a n2 % iodine solution to create a n3 % iodine solution ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n3 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #2 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 ) | add ( n1 , #8 )
if the population of a certain country increases at the rate of n0 person every n1 seconds , by how many persons does the population increase in n2 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
a one - foot stick is marked in n2 / n1 and n2 / n3 portion . how many total markings will there be , including the end points ?	add ( n1 , n3 )
n0 bells commence tolling together and toll at the intervals of n1 , n2 , n3 seconds resp . in n4 minutes how many times they will toll together .	add ( const_10 , const_2 ) | multiply ( n4 , const_60 ) | multiply ( #0 , const_10 ) | divide ( #1 , #2 )
if the arithmetic mean of p and q is n0 and the arithmetic mean of q and r is n1 , what is the value of r - p ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if the population of a certain country increases at the rate of one person every n0 seconds , by how many persons does the population increase in n1 hour ?	divide ( const_60 , n0 ) | multiply ( n1 , #0 )
chandigarh express of n0 m runs at a speed of n1 km / hr . what will be the time taken to cross a platform of n2 meters long ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , #1 )
a cube is painted red on all faces . it is then cut into n0 equal smaller cubes . how many p cubes are painted on only n1 faces ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | multiply ( #1 , const_4 )
if a man lost n0 % by selling oranges at the rate of n1 a rupee at how many a rupee must he sell them to gain n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
the sum of two numbers is n0 and their h . c . f . is n1 . the number of pairs of numbers satisfying the above conditions is :	add ( n0 , n1 ) | add ( const_1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #2 , n1 ) | multiply ( #2 , #3 )
the l . c . m . of two numbers is n0 . the numbers are in the ratio n1 : n2 . then sum of the number is :	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
payal finished n0 / n1 of a book . she calculated that she finished n2 more pages than she has yet to read . how long is her book ?	divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be $ n2 more . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
n0 spheres of the same size are made from melting a solid cylinder of n1 cm diameter and n2 cm height . what is the diameter of each sphere ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | divide ( #1 , const_pi ) | multiply ( #2 , const_3 ) | divide ( #3 , const_4 ) | divide ( #4 , n0 ) | divide ( #5 , const_4 ) | divide ( #6 , const_4 ) | multiply ( #7 , const_2 )
a batsman makes a score of n0 runs in the n3 th inning and thus increases his averages by n2 . what is his average after n3 th inning ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is ?	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
a is half good a work man as b and together they finish a job in n0 days . in how many days working alone b finish the job ?	divide ( const_3 , const_2 ) | multiply ( n0 , #0 )
on an order of n0 dozen boxes of a consumer product , a retailer receives an extra dozen free . this is equivalent to allowing him a discount of :	divide ( n0 , const_4 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
an investment yields an interest payment of $ n0 each month . if the simple annual interest rate is n1 % , what is the amount of the investment ?	multiply ( const_3 , const_4 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_100 )
sum of the squares of n0 no . ' s is n1 and the sum of their products taken two at a time is n2 . find the sum ?	multiply ( n2 , const_2 ) | add ( n1 , #0 ) | sqrt ( #1 )
if ram and gohul can do a job in n0 days and n1 days independently , how many days would they take to complete the same job working simultaneously ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a box contains n0 purple , n1 blue and n2 yellow balls . what is the minimum number of tries required to get one blue and one yellow ball ?	add ( n0 , n2 ) | add ( #0 , const_1 )
a train is n0 meter long is running at a speed of n1 km / hour . in what time will it pass a bridge of n2 meter length ?	add ( n0 , n2 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
mahesh marks an article n0 % above the cost price of rs . n1 . what must be his discount percentage if he sells it at rs . n2 ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( #2 , n2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a bookseller sells his books at a n0 % markup in price . if he sells a book for $ n1 , how much did he pay for it ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
the l . c . m . of two numbers is n0 . the numbers are in the ratio n1 : n2 . then sum of the number is :	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
if the simple interest on a certain amount in at n0 % rate n1 years amounted to rs . n2 less than the principal . what was the principal ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
if the number is decreased by n0 and divided by n2 the result is n2 . what would be the result if n3 is subtracted and divided by n4 ?	multiply ( n1 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | divide ( #2 , n4 )
a reduction of n2 % in the price of bananas would enable a man to obtain n1 more for rs . n2 , what is reduced price per dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
if n0 machine can finish a job in n1 days , then how many more machines would be needed to finish the job in one - fourth less time ?	divide ( const_3 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #1 , #2 ) | subtract ( #3 , n0 )
the price of rice falls by n1 % . how much rice can be bought now with the money that was sufficient to buy n1 kg of rice previously ?	subtract ( const_100 , n0 ) | divide ( #0 , n1 ) | divide ( const_100 , #1 )
a and b together can plough a field in n0 hours but by himself a requires n1 hours . how long would b take to plough the same field ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the population of a town is n0 . it decreases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 )
the population of a village is n0 . it increases annually at the rate of n1 % p . a . what will be its population after n2 years ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a man performs n2 / n1 of the total journey by rail , n2 / n3 by bus and the remaining n4 km on foot . his total journey is	multiply ( n3 , n4 )
the diagonal of a square is n0 ? n1 cm . what will be the diameter of another square if their area is double that of the first square ?	multiply ( n0 , n1 ) | square_area ( #0 ) | sqrt ( #1 )
the tax on a commodity is diminished by n0 % but its consumption is increased by n1 % . find the decrease percent in the revenue derived from it ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( const_100 , #3 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a train running at a speed of n0 kmph crosses an electric pole in n1 seconds . in how much time will it cross a n2 m long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
n0 people decided to split the restaurant bill evenly . if the bill was $ n1 dollars , how much money did they n2 cent is the smallest unit ?	divide ( const_3 , const_100 ) | add ( n1 , #0 )
the monthly rent of a shop of dimension n0 feet no_ascii_62 n1 feet is rs . n2 . what is the annual rent per square foot of the shop ?	add ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
the sum of the present age of henry and jill is n0 . what is their present ages if n1 years ago henry was twice the age of jill ?	add ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a cube is painted red on all faces . it is then cut into n0 equal smaller cubes . how many j cubes are painted on only n1 faces ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | multiply ( #1 , const_4 )
if n0 % more is gained by selling an article for rs . n1 than by selling it for rs . n2 , the cost of the article is :	divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 )
in a mixed college n1 students are there in one class . out of this n1 students n2 / n3 students are girls . how many boys are there ?	divide ( n0 , n3 ) | multiply ( #0 , const_3 )
a student gets n0 % in one subject , n1 % in the other . to get an overall of n2 % how much should get in third subject .	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
if the simple interest on a certain amount in at n0 % rate n1 years amounted to rs . n2 less than the principal . what was the principal ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
n0 spheres of the same size are made from melting a solid cylinder of n1 cm diameter and n2 cm height . what is the diameter of each sphere ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | divide ( #1 , const_pi ) | multiply ( #2 , const_3 ) | divide ( #3 , const_4 ) | divide ( #4 , n0 ) | divide ( #5 , const_4 ) | divide ( #6 , const_4 ) | multiply ( #7 , const_2 )
total dinning bill for n0 people was $ n1 . if they add n2 % tip and divided the bill evenly , approximate . what was each persons find share	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( n1 , #1 ) | divide ( #2 , n0 )
every year an amount increases by n0 / n1 th of itself . how much will it be after two years if its present value is rs . n2 ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a goods train runs at the speed of n0 kmph and crosses a n1 m long platform in n2 seconds . what is the length of the goods train ?	multiply ( n0 , const_0_2778 ) | divide ( n1 , #0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
the arithmetic mean and standard deviation of a certain normal distribution are n0 and n1 , respectively . what value is exactly n2 standard deviations less than the mean ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
if a * b denotes the greatest common divisor of a and b , then ( ( n0 * n1 ) * ( n2 * n3 ) ) = ?	divide ( n2 , const_3 ) | divide ( #0 , const_3 )
the average score of a cricketer for n0 matches is n1 runs . if the average for first n2 matches is n3 , then average for last n4 matches is	add ( n0 , n1 ) | divide ( n3 , n2 ) | subtract ( n4 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the least whole number which when subtracted from both the terms of the ratio n0 : n1 to give a ra no_ascii_72 o less than n2 : n3 , is	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | floor ( #4 ) | add ( #5 , const_1 )
if n0 men working n1 hours a day earn rs . n2 per week , then n3 men working n4 hours a day will earn how much per week ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
solve this n7 + n9 = n2 n10 + n4 = n5 n6 + n7 = n8 n9 + n10 = n11 then , n13 + n13 = ? ?	subtract ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( n12 , #1 ) | add ( n12 , #2 )
it takes n0 identical printing machines n1 hours to print n2 cards . how much more time would it take n3 of these machines to print the same total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 )
if ( n0 ^ n1 * n2 ) ^ n3 is written as a single term , how many digits would be to the right of the decimal place ?	multiply ( n3 , const_2 )
a shopkeeper loses n0 % , if an article is sold for rs . n1 . what should be the selling price of the article to gain n2 % ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n1 , #2 ) | multiply ( #3 , #1 ) | add ( #3 , #4 )
how many n0 - digit even numbers are possible such that if one of the digits is n1 , the next / succeeding digit to it should be n2 ?	add ( n0 , n2 ) | add ( n2 , #0 )
if ( n5 / n1 ) ^ m * ( n5 / n7 ) ^ n4 = n5 / ( ( n6 ) ^ n7 ) , then m =	divide ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n1 , n6 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | add ( #3 , #4 ) | subtract ( #5 , #2 )
a reduction of n0 % in the price of salt enables a lady to obtain n1 kgs more for rs . n2 , find the original price per kg ?	divide ( n0 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if a certain number is divided by n0 , the quotient , dividend , and divisor , added together , will amount to n1 . what is the number ?	add ( n0 , const_1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
for the symbol , m no_ascii_79 n = n ^ n2 no_ascii_73 m for all values of m and n . what is the value of n1 no_ascii_79 n2 ?	power ( n2 , n0 ) | subtract ( #0 , n1 )
the mean of n0 observations is n1 . but later he found that there is decrements of n2 from each observations . what is the the updated mean is ?	subtract ( n1 , n2 )
a bag contains n0 red , n1 blue and n3 green balls . if n3 balls are picked at random , what is the probability that both are blue ?	add ( n0 , n1 ) | choose ( n0 , const_2.0 ) | add ( const_4.0 , #0 ) | choose ( #2 , const_2.0 ) | divide ( #1 , #3 )
if n0 a - n1 b = n2 b + n3 = - n4 b - n5 a , what is the value of n7 a + n7 b ?	divide ( const_0_33 , const_1000 )
the product of two numbers is n0 . if the h . c . f . of these numbers is n1 , then the greater number is : explanation :	power ( n1 , const_2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
how much water should be added to n0 liters of a n1 % - solution of alcohol to reduce the concentration of alcohol in the solution by n2 % ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n1 , #2 ) | divide ( #1 , #3 ) | subtract ( #4 , n0 )
how many ounces of a n0 % salt solution must be added to n1 ounces of a n2 percent salt solution so that the resulting mixture is n3 % salt ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
a fair n0 sided coin is flipped n2 times . what is the probability that tails will be the result at least twice , but not more than n2 times ?	power ( n0 , n1 ) | inverse ( #0 ) | add ( #1 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 )
a sum amounts to rs . n0 in n1 years at the rate of n2 % p . a . if interest was compounded yearly then what was the principal ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
eight cubes , each with a volume of n0 cm ^ n1 , are joined to form one large cube . what is the surface area of the large cube ?	multiply ( const_2 , const_4 ) | multiply ( n0 , #0 ) | cube_edge_by_volume ( #1 ) | surface_cube ( #2 )
the minute hand of a clock overtakes the hour hand at intervals of n0 minutes of correct time . how much does the clock gain or lose in n1 hours ?	multiply ( const_2 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_60 ) | divide ( #2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , const_60 ) | divide ( #2 , #5 ) | subtract ( #6 , n0 ) | multiply ( #7 , const_60 )
how many even integers n , such that n0 < = n < = n1 are of the form n2 k + n3 , where k is any natural number ?	add ( n0 , const_2 ) | add ( const_2 , n3 ) | subtract ( n1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , const_1 )
if the sides of a square are multiplied by n0 , the area of the original square is how many times as large as the area of the resultant square ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
the sides of a square region , measured to the nearest centimeter , are n0 centimeters long . the least possible value of the actual area of the square region is	subtract ( n0 , const_0_25 ) | subtract ( #0 , const_0_25 ) | power ( #1 , const_2 )
jar y has n0 % more marbles than jar x . what percent of marbles from jar y need to be moved into x so that both jars have equal marbles	add ( n0 , const_100 ) | add ( #0 , const_100 ) | divide ( #1 , const_2 ) | subtract ( #0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
when a mobile is sold for rs . n0 , the owner loses n2 % . at what price must that mobile be sold in order to gain n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( #4 , const_100 ) | divide ( #5 , const_100 ) | divide ( #6 , n1 ) | multiply ( #7 , const_2 ) | floor ( #8 )
a and b are mixed together in the ratio n0 : n1 . what is the weight of mixture , if n2 kg of a has been consumed in it ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
find the constant k so that : - x n3 - ( k + n1 ) x - n2 = - ( x - n3 ) ( x - n4 )	add ( n0 , n4 ) | add ( n1 , #0 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
increasing the original price of a certain item by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by what percent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if an investor puts $ n0 in a savings account that earns n1 percent annual interest compounded semiannually , how much money will be in the account after one year ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if a = { n0 , n1 , n2 , n3 , n4 , n5 } , what is the product of mean and median of the numbers in a ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 ) | add ( n2 , #5 )
a car was driving at n0 km / h for n1 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
n0 ltr of water is added with n1 ltr of a solution containing n2 % of alcohol in the water . the % of alcohol in the new mixture is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
a batsman in his n3 th innings makes a score of n1 and their by increasing his average by n2 . what is his average after the n3 th innings ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
p , q and r have $ n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	multiply ( const_2 , const_2 ) | multiply ( const_1 , const_3 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #2 , const_3 ) | add ( #4 , #1 ) | add ( #5 , #1 ) | divide ( #3 , #6 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the average marks of n0 students in a class is n1 . but a student mark is wrongly noted as n2 instead of n3 then find the correct average marks ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
the average marks of a class of n1 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if the average ( arithmetic mean ) of ( n0 a + n1 ) and ( n2 a - n3 ) is n4 , what is the value of a ?	add ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
x , y , and z are different prime numbers . the product x ^ n1 * y ^ n1 * z is divisible by how many different positive numbers ?	power ( n0 , const_4 ) | subtract ( #0 , const_4 )
a cistern n1 meters long and n1 meters wide contains water up to a depth of n2 meter n3 cm . what is the total area of the wet surface ?	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | add ( #1 , #5 ) | add ( #7 , #6 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
calculate how many days it will take for n0 boys to wash a n1 m long wall if n2 boys can wash a n3 m long wall in n4 days ,	multiply ( n2 , n4 ) | multiply ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
the price of lunch for n2 people was $ n1 , including a n2 percent gratuity for service . what was the average price per person , excluding the gratuity ?	add ( n0 , const_100 ) | divide ( const_1 , n0 ) | divide ( n1 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
a cistern of capacity n0 litres measures externally n1 m by n2 m by n3 m and its walls are n4 cm thick . the thickness of the bottom is :	divide ( n0 , const_1000 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | subtract ( #2 , #0 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
running at the same rate , n0 identical machines can produce n1 paperclips a minute . at this rate , how many paperclips could n2 machines produce in n3 minutes ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 )
in a certain school , the ratio of boys to girls is n0 to n1 . if there are n2 more girls than boys , how many boys are there ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 )
the area of a square field is n0 km n1 . how long will it take for a horse to run around at the speed of n2 km / h ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , n2 )
there are n0 employees in a room . n1 % are managers . how many managers must leave the room to bring down the percentage of managers to n2 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
the area of a square is equal to three times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
a train covers a distance of n0 km in n2 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
if f ( x ) = n4 x ^ n2 - n2 x ^ n4 - n4 x ^ n5 + n6 x , then f ( - n7 ) =	negate ( n7 ) | multiply ( n6 , #0 ) | power ( #0 , n1 ) | power ( #0 , n0 ) | power ( #0 , n5 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , #6 ) | subtract ( #8 , #7 ) | add ( #1 , #9 )
a is twice as good a work man as b and together they finish the work in n0 days . in how many days a alone can finish the work ?	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
a row of ants comprised of n0 ants . a man walked upon it and all except n1 were crushed beneath his foot . how many ants are left alive ?	multiply ( n1 , const_1 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
from a total of n1 boys and n1 girls , how many n2 - person committees can be selected if the committee must have exactly n4 boys and n4 girls ?	multiply ( n0 , const_3 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 )
what least number should be subtracted from n0 so that the remainder when divided by n1 , n2 , and n3 will leave in each case the same remainder n4 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | add ( n4 , #2 ) | subtract ( n0 , #3 )
a train covers a distance of n1 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
john ' s bank ' s saving amount is decreased n0 % due to loan payment and current balance is rs . n1 . find the actual balance before deduction ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n1 , #1 )
find the value of x ? ( n6 / n7 ) ^ - n2 * ( n7 / n6 ) ^ - n6 = ( n6 / n7 ) ^ x	multiply ( n1 , n1 )
x varies inversely as square of y . given that y = n0 for x = n1 . the value of x for y = n2 will be equal to :	power ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
a sum of $ n0 amounts to n1 in n2 years at simple interest . if the interest rate is increased by n3 % it would amount to how much ?	multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | add ( n1 , #2 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
the area of a square field is n0 sq m . how long will a lady take to cross the field diagonally at the rate of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
four horses are tethered at four corners of a square plot of side n0 metres so that they just can not reach one another . the area left ungrazed is :	divide ( n0 , const_2 ) | multiply ( n0 , n0 ) | multiply ( const_0_25 , const_4 ) | multiply ( #2 , const_pi ) | multiply ( #0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #1 , #5 )
a river n0 m deep and n1 m wide is flowing at the rate of n2 kmph , calculate the amount of water that runs into the sea per minute ?	multiply ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
for a race a distance of n0 meters can be covered by p in n1 seconds and q in n2 seconds . by what distance does p defeat q eventually ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
the present worth of a certain bill due sometime hence is rs . n0 and the true discount is rs . n1 . what is the banker ' s discount ?	power ( n1 , const_2 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 p . c . p . a ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
if m and n are positive integers and m ^ n1 + n ^ n1 = n2 , what is the value of m ^ n4 + n ^ n4 ?	gcd ( n2 , const_4 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
a train covers a distance of n2 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if the sum of the first n positive integers is s , what is the sum of the first n positive integers divisible by n0 , in terms of s ?	negate ( const_2 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 , n3 bacteria each . how many bacteria are there approximately ?	add ( const_3 , const_4 ) | multiply ( const_0_25 , const_1000 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_3 ) | multiply ( #6 , #2 )
if ' y ' is a positive integer exactly divisible by n0 or n1 but not divisible by n2 . what could possibly be the value of ' y ' ?	multiply ( n0 , n1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and x . what is x ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
in kaya ' s teacher ' s desk there are n0 pink highlighters , n1 yellow highlighters , and n2 blue highlighters . how many highlighters are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
if the diameter of circle r is n0 % of the diameter of circle s , the area of circle r is what percent of the area of circle s ?	circle_area ( n0 ) | circle_area ( const_100 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 )
some students are standing in a circle in which n0 th and the n1 th student are standing opposite to each other . find how many students were present there .	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a man owns n0 / n2 of market reserch beauro buzness , and sells n2 / n3 of his shares for n4 rs , what is the value of buzness ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( n4 , #2 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if the average marks of n0 classes of n5 , n6 and n3 students respectively is n4 , n5 , n6 , then find the average marksof all the students is	add ( n1 , n4 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
on dividing a number by n1 , we get n1 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a boat moves down stream at the rate of n2 km in n1 minutes and upstream at the rate of n2 km in n3 minutes . the speed of current is	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( n0 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , const_2 )
the average of n0 results is n1 . if the average of first n4 results is n3 and that of the last n4 is n5 , find the sixth result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a circular path of n0 m radius has marginal walk n3 m wide all round it . find the cost of leveling the walk at n2 p per m n3 ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( n2 , #3 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a rectangular circuit board is designed to have width w inches , perimeter p inches , and area x square inches . which of the following equations must be true ?	multiply ( const_1 , const_2 ) | power ( const_1 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #2 ) | subtract ( #0 , #3 ) | add ( #2 , #4 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
increasing the original price of a certain item by n0 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by what percent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a line that passes through ( no_ascii_77 n0 , no_ascii_77 n1 ) and ( n2 , k ) has a slope = k . what is the value of k ?	divide ( n1 , n2 )
if the average ( arithmetic mean ) of ( n0 a + n1 ) and ( n2 a - n3 ) is n4 , what is the value of a ?	add ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
a train speeds past a pole in n0 seconds and a platform n1 meters long in n2 seconds . what is the length of the train ( in meters ) ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
shekar scored n0 , n1 , n2 , n3 and n4 marks in mathematics , science , social studies , english and biology respectively . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
linda bought n0 notebooks at $ n1 each ; a box of pencils at $ n2 and a box of pens at $ n3 . how much did linda spend ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 )
subash can copy n0 pages in n1 hrs . subash and prakash together can copy n2 pages in n3 hours . in how much time prakash can copy n4 pages .	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | floor ( #2 )
how many integerskgreater than n0 and less than n1 are there such that if the hundreds and the units digits ofkare reversed , the resulting integer is k + n2 ?	divide ( n0 , const_10 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , #1 ) | add ( #0 , #2 )
local kennel has cats and dogs in the ratio of n0 : n1 . if there are n2 fewer cats than dogs , how many dogs are in the kennel ?	multiply ( const_3.0 , n2 )
the area of a square is equal to three times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n2 , n1 ) and ( no_ascii_73 n2 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
the area of a square is equal to four times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a sum of rs . n0 was divided among n1 boys and girls in such a way that each boy gets rs . n2 and each girl rs . n3 .	multiply ( n3 , const_100 ) | subtract ( n2 , n3 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
a car was driving at n0 km / h for n3 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
the expenditure of an woman increase consistently by n0 % per year . if her present expenditure is rs . n1 then what will her expenditure be after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n1 , #2 )
if a book is sold at n1 % profit instead of n1 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if a no . when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same no . by n3	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
if x is the median of the set { n5 / n1 , n2 / n3 , n4 / n5 , n6 / n7 , x } , x could be	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | divide ( n6 , n7 ) | divide ( const_10 , const_100 ) | add ( #0 , #1 ) | add ( #5 , #2 ) | add ( #6 , #3 ) | divide ( #7 , const_4 ) | add ( #8 , #4 ) | add ( #9 , #4 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
a cistern n0 meters long and n1 meters wide contains water up to a depth of n2 meter n3 cm . what is the total area of the wet surface ?	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | add ( #1 , #5 ) | add ( #7 , #6 )
the average ( arithmetic mean ) of n0 different integers is n1 . if the largest integer is n2 , what is the least possible value of the smallest integer ?	multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | subtract ( n2 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
subash can copy n0 pages in n1 hrs . subash and prakash together can copy n2 pages in n3 hours . in how much time prakash can copy n4 pages .	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | floor ( #2 )
at n1 no_ascii_17 o a clock ticks n1 times . the time between first and last ticks is n2 seconds . how long does it tick at n3 no_ascii_17 o clock	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
the radius of the two circular fields is in the ratio n0 : n1 the area of the first field is what percent less than the area of the second ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 )
a cuboidal block n0 cm x n1 cm x n2 cm is cut up into an exact number of equal cubes . the least possible number of equal cubes will be	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | multiply ( #0 , #0 ) | multiply ( #0 , #3 ) | divide ( #2 , #4 )
of the n0 - digit integers greater than n1 , how many have two digits that are equal to each other and the remaining digit different from the other two ?	divide ( n1 , const_2 ) | subtract ( #0 , const_1 ) | divide ( #1 , n0 ) | add ( n0 , #2 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a fair n0 sided coin is flipped n1 times . what is the probability that tails will be the result at least twice , but not more than n2 times ?	power ( n0 , n1 ) | inverse ( #0 ) | add ( #1 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 )
a man owns n0 / n2 of market reserch beauro buzness , and sells n2 / n3 of his shares for n4 rs , what is the value of buzness ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( n4 , #2 )
in the quadratic equation ax n0 - x - n1 = n2 , if the sum of two roots is n3 , what is the product of the two roots ?	divide ( n1 , const_3 ) | divide ( n1 , const_4 ) | negate ( #1 ) | multiply ( #0 , #2 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
list k consists of n0 consecutive integers . if - n1 is the least integer in list k , what is the range of the positive integers in list k ?	subtract ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
in kaya ' s teacher ' s desk there are n0 pink highlighters , n1 yellow highlighters , and n2 blue highlighters . how many highlighters are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
if n2 is one solution of the equation x ^ n1 + n2 x + k = n3 , where k is a constant , what is the other solution ?	multiply ( n0 , n2 ) | power ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( n3 , #2 ) | divide ( #3 , n0 )
rs . n0 amounts to rs . n1 in n2 years at simple interest . if the interest is increased by n3 % , it would amount to how much ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if f ( x ) = n6 x ^ n2 - n2 x ^ n4 - n4 x ^ n5 + n6 x , then f ( - n7 ) =	negate ( n7 ) | multiply ( n6 , #0 ) | power ( #0 , n1 ) | power ( #0 , n0 ) | power ( #0 , n5 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , #6 ) | subtract ( #8 , #7 ) | add ( #1 , #9 )
a number , x is chosen at random from the set of positive integers less than n0 . what is the probability that ( n1 / x ) > x ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
for a race a distance of n0 meters can be covered by p in n1 seconds and q in n2 seconds . by what distance does p defeat q eventually ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
x and y are both integers . if x / y = n0 , then what is the sum of all the possible two digit remainders of x / y ?	add ( const_2 , const_3 ) | divide ( const_3 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_100 ) | add ( #2 , const_3 ) | add ( #4 , #3 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
an unbaised coin is tossed until it shows up the same face in n0 consicative throws wat is the probability that the no of tosses is not more than n1 .	multiply ( n0 , n1 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
john ' s bank ' s saving amount is decreased n0 % due to loan payment and current balance is rs . n1 . find the actual balance before deduction ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n1 , #1 )
a cistern n0 meters long and n1 meters wide contains water up to a depth of n2 meter n3 cm . what is the total area of the wet surface ?	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n1 , #2 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | add ( #1 , #5 ) | add ( #7 , #6 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
if x is a number such that x ^ n4 + n1 x - n2 = n6 and x ^ n4 + x - n5 = n6 , then x =	multiply ( n1 , n1 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and x . what is x ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
a batsman in his n3 th inning makes a score of n1 and their by increasing his average by n2 . what is his average after the n3 th inning ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
a towel , when bleached , was found to have lost n0 % of its length and n1 % of its breadth . the percentage of decrease in area is ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
calculate how many days it will take for n0 boys to paint a n1 m long wall if n2 boys can paint a n3 m long wall in n4 days ,	multiply ( n2 , n4 ) | multiply ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a can do a piece of work in n0 days and b alone can do it in n1 days . how much time will both take to finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the area of a square field is n0 km n1 . how long will it take for a horse to run around at the speed of n2 km / h ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , n2 )
v is the volume of a cylinder ; the radius r is n0 . the height is n1 % more than the radius . which of the following is true ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | volume_cylinder ( n0 , #1 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a is n0 % more efficient than b . how much time will they working together take to complete a job which a alone could have done in n1 days ?	divide ( const_1 , n1 ) | divide ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | divide ( const_1 , #3 ) | add ( #0 , #4 ) | inverse ( #5 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 , n3 bacteria each . how many bacteria are there approximately ?	add ( const_3 , const_4 ) | multiply ( const_0_25 , const_1000 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_3 ) | multiply ( #6 , #2 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 , n3 bacteria each . how many bacteria are there approximately ?	add ( const_3 , const_4 ) | multiply ( const_0_25 , const_1000 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_3 ) | multiply ( #6 , #2 )
alice is now n0 years older than bob . if in n1 years alice will be twice as old as bob , how old will alice be in n2 years ?	multiply ( n0 , const_2 ) | add ( n2 , #0 ) | subtract ( #1 , n1 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( n0 , n1 ) | multiply ( const_12 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
a hall n0 m long and n1 m broad is to be paved with stones , each measuring n2 dm by n3 dm . the number of stones required is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
the price of lunch for n2 people was $ n1 , including a n2 percent gratuity for service . what was the average price per person , excluding the gratuity ?	add ( n0 , const_100 ) | divide ( const_1 , n0 ) | divide ( n1 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
if m and n are positive integers and m ^ n1 + n ^ n1 = n2 , what is the value of m ^ n4 + n ^ n4 ?	gcd ( n2 , const_4 )
a cistern of capacity n0 litres measures externally n1 m by n2 m by n3 m and its walls are n4 cm thick . the thickness of the bottom is :	divide ( n0 , const_1000 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | subtract ( #2 , #0 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
the average ( arithmetic mean ) of n0 different integers is n1 . if the largest integer is n2 , what is the least possible value of the smallest integer ?	multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | subtract ( n2 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a is twice as good a work man as b and together they finish the work in n0 days . in how many days a alone can finish the work ?	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
the population of a town increased from n0 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
n0 ltr of water is added with n1 ltr of a solution containing n2 % of alcohol in the water . the % of alcohol in the new mixture is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
whats the reminder when n0 , n1 , n2 , n3 , n7 , n5 , n6 , n7 , n8 , n9 , n10 , n11 is divided by n12	add ( const_2 , const_3 ) | multiply ( const_2 , const_4 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_12 ) | multiply ( #2 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #5 , const_10 ) | multiply ( #3 , #0 ) | add ( #4 , #6 ) | add ( #8 , #7 ) | reminder ( #9 , n6 ) | add ( #1 , #10 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
if n0 mn = k ^ n1 , where m , n , and k are positive integers , what is the least possible value of n2 m + n ?	power ( const_3 , const_2 ) | multiply ( n1 , #0 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n0 , n1 ) and ( no_ascii_73 n2 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
the area of a square field is n0 km n1 . how long will it take for a horse to run around at the speed of n2 km / h ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , n2 )
a train speeds past a pole in n0 seconds and a platform n1 meters long in n2 seconds . what is the length of the train ( in meters ) ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
shekar scored n0 , n1 , n2 , n3 and n4 marks in mathematics , science , social studies , english and biology respectively . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
local kennel has cats and dogs in the ratio of n0 : n1 . if there are n2 fewer cats than dogs , how many dogs are in the kennel ?	multiply ( n1 , n2 )
the cost of n1 books and n1 magazines is $ n2 . the cost of n6 book and n4 magazines is $ n5 . how much does n6 magazine cost ?	multiply ( n0 , n5 ) | multiply ( n0 , n4 ) | subtract ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 )
the number n is n0 h n1 , where h represents the n2 ' s digit . if n is divisible by n3 , what is the value of h ?	multiply ( n0 , const_100 ) | add ( n1 , #0 ) | reminder ( #1 , n3 ) | subtract ( n3 , #2 )
man n0 does a work in n1 days and man n2 does the same work in n3 days . in how many days they together will do the same work ?	divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
from a container having pure milk , n0 % is replaced by water and the process is repeated thrice . at the end of the third operation , the milk is	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | power ( #1 , const_3 ) | multiply ( #2 , const_100 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
john , james and jim ' investment ratio in a business is n0 : n1 : n2 . if total total investment is n3 . find jim ' s investment ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
if a no . when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same no . by n3	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
for a race a distance of n0 meters can be covered by p in n1 seconds and q in n2 seconds . by what distance does p defeat q eventually ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
shekar scored n0 , n1 , n2 , n3 and n4 marks in mathematics , science , social studies , english and biology respectively . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
in what proportion must rice at rs n0 per kg be mixed with rice at rs n1 per kg , so that the mixture be worth rs n2 a kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
n2 litres of mixture of acid and water contain n1 % water . how much water should be added so that percentage of water becomes n2 % in this mixture ?	divide ( const_10 , const_100 ) | multiply ( n0 , #0 )
a certain telescope increases the visual range at a particular location from n0 kilometers to n1 kilometers . by what percent is the visual range increased by using the telescope ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
in the quadratic equation x n0 - bx + n3 = n2 , if the product of two roots is n3 , what is the sum of the two roots ?	divide ( n1 , n0 ) | add ( n0 , #0 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if n0 mn = k ^ n1 , where m , n , and k are positive integers , what is the least possible value of m + n2 n ?	power ( const_3 , n2 ) | multiply ( n1 , #0 )
a sum amounts to rs . n0 in n1 years at the rate of n2 % p . a . if interest was compounded yearly then what was the principal ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( n0 , #2 )
how many integers n greater than and less than n0 are there such that , if the digits of n are reversed , the resulting integer is n + n1 ?	divide ( n0 , const_10 ) | subtract ( #0 , const_2 )
a hall n0 m long and n1 m broad is to be paved with stones , each measuring n2 dm by n3 dm . the number of stones required is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
the average ( arithmetic mean ) of n0 different integers is n1 . if the largest integer is n2 , what is the least possible value of the smallest integer ?	multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | subtract ( n2 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 )
if f ( x ) = ax ^ n0 no_ascii_77 n1 x + ax + n2 , then f ( b ) no_ascii_77 f ( - b ) will equal :	multiply ( n2 , const_10 )
find the cost of carpeting a room n0 m long and n1 m broad with a carpet n2 cm wide at the rate of rs . n3 per square metre .	multiply ( n0 , n3 ) | multiply ( n3 , #0 )
n is the greatest number which divides n0 , n1 and n2 and gives the same remainder in each case . what is the sum of the digits in n ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | subtract ( n2 , n0 ) | gcd ( #0 , #1 ) | gcd ( #3 , #2 ) | divide ( #4 , const_10 ) | reminder ( #5 , const_10 ) | subtract ( #5 , #6 ) | divide ( #7 , const_10 ) | reminder ( #8 , const_10 ) | subtract ( #8 , #9 ) | divide ( #10 , const_10 ) | add ( #11 , #9 ) | add ( #12 , #6 )
if f ( x ) = n0 - x ^ n3 / n3 and f ( n3 k ) = n4 k , what is one possible value for k ?	power ( n1 , n1 ) | divide ( #0 , n1 ) | add ( #1 , const_1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
if f ( x ) = n0 - x ^ n3 / n3 and f ( n3 k ) = n4 k , what is one possible value for k ?	power ( n1 , n1 ) | divide ( #0 , n1 ) | add ( #1 , const_1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what will be the compound interest on same values	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if m and n are positive integers and m ^ n1 + n ^ n1 = n2 , what is the value of m ^ n4 + n ^ n4 ?	gcd ( n2 , const_4 )
a line that passes through ( no_ascii_77 n0 , no_ascii_77 n1 ) and ( n2 , k ) has a slope = k . what is the value of k ?	divide ( n1 , n2 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a , b and c can complete a piece of work in n0 , n1 and n2 days respectively . working together , they will complete the same work in :	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a shoe merchant has declared a n0 % rebate in prices . how much rebate would one get if he purchases n1 pairs of shoes at rs . n2 each ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | multiply ( #0 , #1 )
a car was driving at n0 km / h for n1 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
how many ounces of a n0 % salt solution must be added to n1 ounces of a n2 percent salt solution so that the resulting mixture is n3 % salt ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
if a book is sold at n1 % profit instead of n1 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
paulson spends n0 % of his income . his income is increased by n1 % and he increased his expenditure by n2 % . find the percentage increase in his savings	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #2 ) | subtract ( #3 , #6 ) | subtract ( #7 , #5 ) | divide ( #8 , #5 ) | multiply ( #9 , const_100 )
n2 numbers are in the ratio of n1 : n2 : n3 . if the sum of the squares of the extremes is n4 , then the middle number is :	power ( n1 , const_2 ) | power ( n3 , const_2 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | sqrt ( #3 ) | multiply ( n0 , #4 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a can do a half of certain work in n0 days and b one third of the same in n1 days . they together will do the whole work in .	multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 )
if a no . when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same no . by n3	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
in a sports club with n0 members , n2 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
sandy bought n0 books for $ n1 from one shop and n2 books for $ n3 from another shop . what is the average price that sandy paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
at n1 no_ascii_17 o a clock ticks n1 times . the time between first and last ticks is n2 seconds . how long does it tick at n3 no_ascii_17 o clock	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
if m and n are positive integers and m ^ n1 + n ^ n1 = n2 , what is the value of m ^ n4 + n ^ n4 ?	gcd ( n2 , const_4 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
two carpenters , working in the same pace , can build n0 desks in two hours and a half . how many desks can n1 carpenters build in n2 hours ?	divide ( n2 , n0 ) | divide ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | multiply ( n2 , #3 )
a library has an average of n0 visitors on sundays and n1 on other day . the average number of visitors in a month of n2 days starting with sunday is	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
the numbers n0 and n1 , when divided by n , a n2 digit number leave a remainder n3 and n4 respectively . find the sum of digits of n ?	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 ) | reminder ( #2 , const_10 ) | add ( #3 , const_2 )
x varies inversely as square of y . given that y = n0 for x = n1 . the value of x for y = n2 will be equal to ?	power ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
a cistern of capacity n0 litres measures externally n1 m by n2 m by n3 m and its walls are n4 cm thick . the thickness of the bottom is :	divide ( n0 , const_1000 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | subtract ( #2 , #0 )
find the constant k so that : - x n3 - ( k + n1 ) x - n2 = - ( x - n3 ) ( x - n4 )	add ( n0 , n4 ) | add ( n1 , #0 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
the area of a square is equal to three times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if f ( x ) = n2 x ^ n2 + y , and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	power ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( n3 , #3 ) | add ( #2 , #4 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
mr . loyd wants to fence his square shaped land of n0 sqft each side . if a pole is laid every n1 ft how many poles do he need ?	multiply ( n0 , const_4 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 )
an employee no_ascii_32 s annual salary was increased $ n0 , n3 . if her new annual salary now equals $ n2 , n3 , what was the percent increase ?	multiply ( const_0_25 , const_100 ) | subtract ( const_100 , const_10 ) | multiply ( #1 , const_1000 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
if n0 mn = k ^ n2 , where m , n , and k are positive integers , what is the least possible value of n2 m + n ?	power ( const_3 , n2 ) | multiply ( n1 , #0 )
a towel , when bleached , was found to have lost n0 % of its length and n1 % of its breadth . the percentage of decrease in area is :	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
increasing the original price of a certain item by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by what percent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if an examination n0 % of the candidates in english , n1 % passed in mathematics , and n2 % failed in both subjects . what is the pass percentage ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n2 ) | subtract ( const_100 , #3 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( n0 , n1 ) | multiply ( const_12 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
if a and b are the roots of the equation x n5 - n2 x + n2 = n3 , then the value of a n5 + b n5 is :	multiply ( n1 , const_4 ) | power ( n1 , const_2 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #5 , const_2 ) | divide ( #4 , const_2 ) | power ( #6 , n0 ) | power ( #7 , n0 ) | add ( #8 , #9 )
rs . n0 amounts to rs . n1 in n2 years at simple interest . if the interest is increased by n3 % , it would amount to how much ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
p , q and r have $ n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	multiply ( const_2 , const_2 ) | multiply ( const_1 , const_3 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #2 , const_3 ) | add ( #4 , #1 ) | add ( #5 , #1 ) | divide ( #3 , #6 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
find the constant k so that : - x n3 - ( k + n1 ) x - n2 = - ( x - n3 ) ( x - n4 )	add ( n0 , n4 ) | add ( n1 , #0 )
two numbers are in the ratio n0 : n1 . if n3 be subtracted from each , they are in the ratio of n3 : n4 . the first number ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a truck covers a distance of n0 metres in n1 minute whereas a bus covers a distance of n2 kms in n3 minutes . the ratio of their speeds is ?	divide ( n2 , n3 ) | multiply ( #0 , const_1000 ) | divide ( n0 , #1 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
n0 litre of water is added to n1 litre of a solution containing n2 % of alcohol in the water . the percentage of alcohol in the new mixture is ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
( n5 / n1 ) ^ e * ( n5 / n3 ) ^ n4 = n5 / ( n6 ( n7 ) ^ n8 ) . what is e ?	divide ( n8 , n0 )
how many ounces of a n1 % salt solution must be added to n1 ounces of a n2 percent salt solution so that the resulting mixture is n3 % salt ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if doubling a number and adding n0 to the result gives the same answer as multiplying the number by n1 and taking away n2 from the product , the number is	add ( n0 , n2 ) | subtract ( n1 , const_2 ) | divide ( #0 , #1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
in kaya ' s teacher ' s desk there are n0 pink highlighters , n1 yellow highlighters , and n2 blue highlighters . how many highlighters are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
the income of a man increase consistently by n0 % per year . if his present income is rs . n1 then what will his income be after n2 year ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
sandy buys an old scooter for $ n0 and spends $ n1 on its repairs . if sandy sells the scooter for $ n2 , what is the gain percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if the sum of the first n positive integers is s , what is the sum of the first n positive integers divisible by n0 , in terms of s ?	negate ( const_2 )
the sides of a square region , measured to the nearest centimeter , are n0 centimeters long . the least possible value of the actual area of the square region is	subtract ( n0 , const_0_25 ) | subtract ( #0 , const_0_25 ) | power ( #1 , const_2 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if n3 / z = n3 / ( z + n2 ) + n3 / ( z + n4 ) which of these integers could be the value of z ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( n4 , #1 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 more than the average of n4 , n5 , and x . what is x ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
the area of a square is equal to seven times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
the average ( arithmetic mean ) of n0 different integers is n1 . if the largest integer is n2 , what is the least possible value of the smallest integer ?	multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | subtract ( n2 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the average marks of n0 students in a class is n1 . but a student mark is wrongly noted as n2 instead of n3 then find the correct average marks ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n0 , n1 ) and ( no_ascii_73 n2 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
kramer can pack n0 boxes of cigarettes per minute . if there are n1 boxes of cigarettes in one case , how many cases can kramer pack in n2 hours ?	multiply ( n2 , const_60 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
n is a positive integer . when n + n0 is divided by n1 , the remainder is n3 . what is the remainder when n is divided by n3 ?	add ( n2 , n3 ) | divide ( n1 , #0 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
from a total of n2 boys and n2 girls , how many n2 - person committees can be selected if the committee must have exactly n4 boys and n4 girls ?	multiply ( n0 , const_3 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be rs . n2 more . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a sum amounts to rs . n0 in n1 years at the rate of n2 % p . a . if interest was compounded yearly then what was the principal ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
two numbers are in the ratio of n0 : n1 . if n2 is added in both numbers the ratio becomes n3 : n4 . find the difference between numbers .	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
n0 ltr of water is added with n1 ltr of a solution containing n2 % of alcohol in the water . the % of alcohol in the new mixture is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
if n3 / z = n3 / ( z + n2 ) + n3 / ( z + n4 ) which of these integers could be the value of z ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( n4 , #1 )
if the average ( arithmetic mean ) of ( n0 a + n1 ) and ( n2 a - n3 ) is n4 , what is the value of a ?	add ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
a fair n0 sided coin is flipped n1 times . what is the probability that tails will be the result at least twice , but not more than n2 times ?	power ( n0 , n1 ) | inverse ( #0 ) | add ( #1 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 )
if m and n are positive integers and m ^ n1 + n ^ n1 = n2 , what is the value of m ^ n4 + n ^ n4 ?	gcd ( n2 , const_4 )
two carpenters , working in the same pace , can build n0 desks in two hours and a half . how many desks can n2 carpenters build in n2 hours ?	divide ( n2 , n0 ) | divide ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | multiply ( n2 , #3 )
shekar scored n0 , n1 , n2 , n3 and n4 marks in mathematics , science , social studies , english and biology respectively . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( n0 , n1 ) | multiply ( const_12 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
whats the reminder when n0 , n1 , n2 , n3 , n4 , n11 , n6 , n7 , n8 , n9 , n10 , n11 is divided by n12	add ( const_2 , const_3 ) | multiply ( const_2 , const_4 ) | subtract ( const_10 , const_1 ) | add ( #0 , const_12 ) | multiply ( #2 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #5 , const_10 ) | multiply ( #3 , #0 ) | add ( #4 , #6 ) | add ( #8 , #7 ) | reminder ( #9 , n6 ) | add ( #1 , #10 )
the population of a town increased from n0 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if n0 is one solution of the equation x ^ n1 + n2 x + k = n3 , where k is a constant , what is the other solution ?	multiply ( n0 , n2 ) | power ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( n3 , #2 ) | divide ( #3 , n0 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a retailer buys a radio for rs n0 . his overhead expenses are rs n1 . he sellis the radio for rs n2 . the profit percent of the retailer is	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
how many integerskgreater than n0 and less than n1 are there such that if the hundreds and the units digits ofkare reversed , the resulting integer is k + n2 ?	divide ( n0 , const_10 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , #1 ) | add ( #0 , #2 )
a hall n0 m long and n1 m broad is to be paved with stones , each measuring n2 dm by n3 dm . the number of stones required is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
two negative numbers are multiplied to give a product of n0 . if the lesser number is n1 less than thrice the greater number , what is the greater number ?	multiply ( const_2 , const_3 ) | negate ( n0 ) | power ( n1 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( #3 , const_4 ) | subtract ( #2 , #4 ) | sqrt ( #5 ) | negate ( #6 ) | subtract ( #7 , n1 ) | divide ( #8 , #0 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the average marks of n3 students in a class is n1 . but a student mark is wrongly noted as n2 instead of n3 then find the correct average marks ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
the average marks of n3 students in a class is n1 . but a student mark is wrongly noted as n2 instead of n3 then find the correct average marks ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 )
n is a positive integer . when n + n0 is divided by n1 , the remainder is n2 . what is the remainder when n is divided by n3 ?	add ( n2 , n3 ) | divide ( n1 , #0 )
the area of a square field is n0 sq m . how long will a lady take to cross the field diagonally at the rate of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if the annual increase in the population of a town is n0 % and the present number of people is n1 , what will the population be in n2 years ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 )
a train speeds past a pole in n0 seconds and a platform n1 meters long in n2 seconds . what is the length of the train ( in meters ) ?	subtract ( const_2 , const_1 ) | multiply ( n1 , #0 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
how many ounces of a n0 % salt solution must be added to n1 ounces of a n2 percent salt solution so that the resulting mixture is n3 % salt ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a bus covers a distance of n0 km in n2 min . if it takes n2 sec to pass a telegraph post , then the length of the bus is ?	multiply ( n0 , const_1000 ) | multiply ( n1 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
shekar scored n0 , n1 , n2 , n3 and n4 marks in mathematics , science , social studies , english and biology respectively . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a line that passes through ( no_ascii_77 n0 , no_ascii_77 n2 ) and ( n2 , k ) has a slope = k . what is the value of k ?	divide ( n1 , n2 )
the average of n0 results is n5 , if the average of first n4 results is n3 and that of the last n4 is n5 . find the sixth result ?	multiply ( n1 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
if n3 / z = n3 / ( z + n2 ) + n3 / ( z + n4 ) which of these integers could be the value of z ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( n4 , #1 )
on dividing a number by n0 , we get n3 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
the price of lunch for n2 people was $ n1 , including a n2 percent gratuity for service . what was the average price per person , excluding the gratuity ?	add ( n0 , const_100 ) | divide ( const_1 , n0 ) | divide ( n1 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
an employee no_ascii_32 s annual salary was increased $ n0 , n3 . if her new annual salary now equals $ n2 , n3 , what was the percent increase ?	multiply ( const_0_25 , const_100 ) | subtract ( const_100 , const_10 ) | multiply ( #1 , const_1000 ) | multiply ( #0 , const_1000 ) | subtract ( #2 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
there are n0 employees in a room . n1 % are managers . how many managers must leave the room to bring down the percentage of managers to n2 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
the perimeter of a rectangle is equal to n0 meters . the ratio of its length to its width is n1 : n2 . find the area of the rectangle .	add ( n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 ) | power ( #2 , const_2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
the ratio of kamla and nisha is n0 : n1 and the sum of their ages is n2 . what will be the ratio of their ages after n3 years .	add ( n0 , const_1 ) | divide ( n3 , #0 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
local kennel has cats and dogs in the ratio of n0 : n1 . if there are n2 fewer cats than dogs , how many dogs are in the kennel ?	multiply ( n1 , n2 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
at an election n0 candidates are participated a candidate got n1 % of votes and defeated by n2 votes . n3 votes are invalid . find the total polled votes ?	subtract ( const_100.0 , n1 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( #2 , const_100 ) | add ( #3 , n3 )
the area of rectangular field is n0 square metres . if the length is n1 per cent more than the breadth , what is the breadth of the rectangular field ?	multiply ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( #1 , #2 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n0 , n1 ) and ( no_ascii_73 n3 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
a box has n0 shapes ; n4 circles , n2 squares , and n3 triangles . how many groups of n4 shapes can be made with at least n5 triangle ?	add ( n0 , n0 ) | add ( const_2 , const_4 ) | add ( n1 , n2 ) | add ( #0 , const_4 ) | multiply ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #5 , #4 ) | add ( n3 , #6 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
rs . n0 amounts to rs . n1 in n3 years at simple interest . if the interest is increased by n3 % , it would amount to how much ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
the average marks of a class of n0 students is n2 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
when a laptop is sold for rs . n0 , the owner loses n2 % . at what price must that laptop be sold in order to gain n2 % ?	add ( n1 , const_100 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #5 ) | divide ( #7 , #3 ) | multiply ( #0 , #8 )
what is the length of a bridge ( in meters ) , which a train n0 meters long and travelling at n1 km / h can cross in n2 seconds ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the perimeter of a square is n0 cm . what is the perimeter of a circle whose radius is equal to the side of the square ? ( in cm )	divide ( n0 , const_4 ) | circumface ( #0 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a , b , c hired a car for rs . n0 and used it for n1 , n2 and n3 hours respectively . hire charges paid by b are :	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
a motor boat takes n0 hours to go downstream and it takes n1 hours to return the same distance . what is the time taken by boat in still water ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a fair n2 - sided dice labeled n1 to n2 is tossed n4 times . what is the probability the value of the dice shown is n4 at least once ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , n0 ) | subtract ( #4 , n3 ) | subtract ( #5 , n3 ) | subtract ( #6 , n1 ) | divide ( #7 , #3 )
running at the same rate , n0 identical machines can produce n1 paperclips a minute . at this rate , how many paperclips could n2 machines produce in n3 minutes ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 )
the area of a square is equal to three times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance travelled by him is	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
calculate the effect changes in dimension of a rectangle will have on its area , if length is increased by n0 % and its breadth is decreased by n1 % ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
if a no . when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same no . by n3	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
running at the same rate , n0 identical machines can produce n1 paperclips a minute . at this rate , how many paperclips could n2 machines produce in n3 minutes ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 )
the price of stock decreased by n0 % last year and rose by n1 % this year . what is the net percentage change in the price of the stock ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the average of n0 results is n1 , if the average of first n2 results is n3 and that of the last n4 is n5 . find the fifth result ?	multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
how many ounces of a n0 % salt solution must be added to n3 ounces of a n2 percent salt solution so that the resulting mixture is n3 % salt ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
what is the length of a bridge ( in meters ) , which a train n0 meters long and travelling at n1 km / h can cross in n2 seconds ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
at n1 no_ascii_17 o a clock ticks n1 times . the time between first and last ticks is n2 seconds . how long does it tick at n3 no_ascii_17 o clock	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
if n3 / z = n3 / ( z + n2 ) + n3 / ( z + n4 ) which of these integers could be the value of z ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( n4 , #1 )
if ( - n2 ) ^ ( n1 x ) = n2 ^ ( n3 + x ) and x is an integer , what is the value of x ?	divide ( n3 , n0 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
the breadth of a rectangular field is n0 % of its length . if the perimeter of the field is n1 m , find out the area of the field .	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , #2 ) | subtract ( #0 , #3 ) | multiply ( #3 , #4 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a library has an average of n0 visitors on sundays and n1 on other day . the average number of visitors in a month of n2 days starting with sunday is	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
mr . loyd wants to fence his square shaped land of n0 sqft each side . if a pole is laid every n1 ft how many poles do he need ?	multiply ( n0 , const_4 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 )
a car covers a distance of n0 km in n3 hours n2 minutes , whereas a jeep covers the same distance in n3 hours . what is the ratio of t	multiply ( n1 , const_60 ) | add ( n2 , #0 ) | divide ( #0 , #1 )
what is the slope of a line on a standard xy - plane that passes through the point ( n0 , n3 ) and ( n2 , no_ascii_77 n3 ) ?	negate ( n1 ) | subtract ( n2 , n0 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a is twice as good a work man as b and together they finish the work in n0 days . in how many days a alone can finish the work ?	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
how many n5 digit numbers divisible by n5 can be made with digits n2 , n3 , n4 , n5 , n6 if the repetition of digits is not allowed ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 ) | add ( n6 , #1 )
calculate the effect changes in dimension of a rectangle will have on its area , if length is increased by n0 % and its breadth is decreased by n1 % ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
a swimming pool n0 m wide and n1 m long is n2 m deep on the shallow side and n3 m deep on the deeper side . its volume is ?	quadrilateral_area ( n1 , n2 , n3 ) | multiply ( n0 , #0 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
the area of a square field is n0 km n1 . how long will it take for a horse to run around at the speed of n2 km / h ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , n2 )
a train covers a distance of n0 km in n1 minutes . if it takes n2 seconds to pass a telegraph post , then the length of the train is :	divide ( const_100.0 , n1 ) | subtract ( #0 , n2 ) | divide ( const_100.0 , #1 )
at n1 no_ascii_17 o a clock ticks n1 times . the time between first and last ticks is n2 seconds . how long does it tick at n3 no_ascii_17 o clock	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
in a certain school , the ratio of boys to girls is n0 to n1 . if there are n2 more girls than boys , how many boys are there ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
sandy buys an old scooter for $ n0 and spends $ n1 on its repairs . if sandy sells the scooter for $ n2 , what is the gain percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a batsman in his n3 th inning makes a score of n1 and their by increasing his average by n2 . what is his average after the n3 th inning ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
sandy buys an old scooter for $ n0 and spends $ n1 on its repairs . if sandy sells the scooter for $ n2 , what is the gain percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be rs . n2 more . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
sandy buys an old scooter for $ n0 and spends $ n1 on its repairs . if sandy sells the scooter for $ n2 , what is the gain percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
two carpenters , working in the same pace , can build n0 desks in two hours and a half . how many desks can n1 carpenters build in n2 hours ?	divide ( n2 , n0 ) | divide ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | multiply ( n2 , #3 )
there are n0 employees in a room . n1 % are managers . how many managers must leave the room to bring down the percentage of managers to n2 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if f ( x ) = n2 x ^ n2 + y , and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	power ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( n3 , #3 ) | add ( #2 , #4 )
the area of a square field is n0 km n1 . how long will it take for a horse to run around at the speed of n2 km / h ?	sqrt ( n0 ) | multiply ( #0 , const_4 ) | divide ( #1 , n2 )
how many even integers n , such that n0 < = n < = n1 are of the form n2 k + n3 , where k is any natural number ?	add ( n0 , const_2 ) | add ( const_2 , n3 ) | subtract ( n1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , const_1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
if n0 is one solution of the equation x ^ n1 + n2 x + k = n3 , where k is a constant , what is the other solution ?	multiply ( n0 , n2 ) | power ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( n3 , #2 ) | divide ( #3 , n0 )
a can do a work in n0 days and b in n1 days . if they work on it together then in how many days required to complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if n1 is one solution of the equation x ^ n1 + n2 x + k = n3 , where k is a constant , what is the other solution ?	multiply ( n0 , n2 ) | power ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( n3 , #2 ) | divide ( #3 , n0 )
rs . n0 amounts to rs . n1 in n3 years at simple interest . if the interest is increased by n3 % , it would amount to how much ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
a train covers a distance of n0 km in n2 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a person saved $ n0 in buying an item on sale . if he spent $ n1 for the item , approximately how much percent he saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , n1 ) | floor ( #2 ) | add ( #3 , const_1 )
how many positive integers less than n0 can be formed using the numbers n1 , n2 , n3 , and n4 for digits , each digit being used only once .	subtract ( n0 , n1 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 )
if n3 / z = n3 / ( z + n2 ) + n3 / ( z + n4 ) which of these integers could be the value of z ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( n4 , #1 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 less than the average of n4 , n5 , and x . what is x ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
if x , y , and z are positive integers and x = n0 y = n1 z , then the least possible value of x - y - z is	multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 )
the present ages of reena and usha are n0 and n1 yr . respectively . what was the ratio between the ages of usha and reena respectively n2 yr ago ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the average of n0 , n1 and x is n2 and the average of n3 , n4 , x and y is n5 . what is the value of y ?	add ( const_2 , const_3 ) | multiply ( n2 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( const_100 , const_3 ) | subtract ( n2 , n0 ) | add ( n3 , #4 ) | multiply ( n5 , #0 ) | subtract ( #1 , n0 ) | add ( n0 , #5 ) | subtract ( #7 , #2 ) | subtract ( #9 , #3 ) | add ( #8 , #10 ) | subtract ( #6 , #11 )
the sides of a square region , measured to the nearest centimeter , are n0 centimeters long . the least possible value of the actual area of the square region is	subtract ( n0 , const_0_25 ) | subtract ( #0 , const_0_25 ) | power ( #1 , const_2 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
a sum amounts to rs . n0 in n1 years at the rate of n2 % p . a . if interest was compounded yearly then what was the principal ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
if a and b are the roots of the equation x n5 - n2 x + n2 = n3 , then the value of a n5 + b n5 is :	multiply ( n1 , const_4 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #5 , n0 ) | divide ( #4 , n0 ) | power ( #6 , n0 ) | power ( #7 , n0 ) | add ( #8 , #9 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
on dividing a number by n0 , we get n1 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
a and b together have rs . n0 . if of a ' s amount is equal to of b ' s amount , how much amount does b have ?	add ( const_2 , const_3 ) | divide ( const_2 , #0 ) | multiply ( n0 , #1 )
if f ( x ) = n2 x ^ n2 + y , and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	power ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( n3 , #3 ) | add ( #2 , #4 )
presently the ratio between the ages of dan and james is n0 : n1 . after n2 years dan will be n3 . what is the present age of james ?	multiply ( const_2 , const_4 ) | subtract ( n3 , #0 )
the difference between a two - digit number and the number obtained by interchanging the digits is n0 . what is the difference between the two digits of the number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
list k consists of n0 consecutive integers . if - n1 is the least integer in list k , what is the range of the positive integers in list k ?	subtract ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
a is twice as good a work man as b and together they finish the work in n0 days . in how many days a alone can finish the work ?	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
at n1 no_ascii_17 o a clock ticks n1 times . the time between first and last ticks is n2 seconds . how long does it tick at n3 no_ascii_17 o clock	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
find the constant k so that : - x n3 - ( k + n1 ) x - n2 = - ( x - n3 ) ( x - n4 )	add ( n0 , n4 ) | add ( n1 , #0 )
calculate the effect changes in dimension of a rectangle will have on its area , if length is increased by n0 % and its breadth is decreased by n1 % ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
an error n0 % in excess is made while measuring the side of a square . now what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
in kaya ' s teacher ' s desk there are n0 pink highlighters , n1 yellow highlighters , and n2 blue highlighters . how many highlighters are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
the maximum number of girls among them n0 bags and n1 eyeliners can be distributed in such a way that each student gets the same number of bags and eyeliners .	gcd ( n0 , n1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
if the length of the side of a square is doubled , what is the ratio of the areas of the original square to the area of the new square ?	multiply ( const_1 , const_1 ) | multiply ( const_1 , const_2 ) | power ( #1 , const_2 ) | divide ( #0 , #2 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
a number , x is chosen at random from the set of positive integers less than n0 . what is the probability that ( n1 / x ) > x ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
x varies inversely as square of y . given that y = n0 for x = n1 . the value of x for y = n2 will be equal to :	power ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a line that passes through ( no_ascii_77 n0 , no_ascii_77 n1 ) and ( n2 , k ) has a slope = k . what is the value of k ?	divide ( n1 , n2 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n0 , n1 ) and ( no_ascii_73 n2 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
a circular path of n0 m radius has marginal walk n3 m wide all round it . find the cost of leveling the walk at n2 p per m n3 ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( n2 , #3 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
# p is defined as n0 p + n1 for any number p . what is p , if # ( # ( # p ) ) = - n2 ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , #0 ) | add ( #2 , #0 ) | add ( n1 , #3 ) | add ( n2 , #4 ) | divide ( #5 , #1 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
in a certain school , the ratio of boys to girls is n0 to n1 . if there are n2 more girls than boys , how many boys are there ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 )
mr . loyd wants to fence his square shaped land of n0 sqft each side . if a pole is laid every n1 ft how many poles do he need ?	multiply ( n0 , const_4 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 )
a library has an average of n0 visitors on sundays and n1 on other day . the average number of visitors in a month of n2 days starting with sunday is	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
how many even integers n , such that n0 < = n < = n1 are of the form n2 k + n3 , where k is any natural number ?	add ( n0 , const_2 ) | add ( const_2 , n3 ) | subtract ( n1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , const_1 )
calculate the effect changes in dimension of a rectangle will have on its area , if length is increased by n0 % and its breadth is decreased by n1 % ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
the population of a town increased from n0 , n1 , n5 to n3 , n4 , n5 in a decade . the average percent increase of population per year is	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
if an investor puts $ n0 in a savings account that earns n1 percent annual interest compounded semiannually , how much money will be in the account after one year ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
x and y are both integers . if x / y = n0 , then what is the sum of all the possible two digit remainders of x / y ?	add ( const_2 , const_3 ) | divide ( const_3 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_100 ) | add ( #2 , const_3 ) | add ( #4 , #3 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
an error n0 % in excess is made while measuring the side of a square . now what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
on my sister ' s birthday , she was n0 cm in height , having grown n1 % since the year before . how tall was she the previous year ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 )
if an investor puts $ n0 in a savings account that earns n1 percent annual interest compounded semiannually , how much money will be in the account after one year ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a number , x is chosen at random from the set of positive integers less than n0 . what is the probability that ( n1 / x ) > x ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
a , b , c hired a car for rs . n0 and used it for n1 , n2 and n3 hours respectively . hire charges paid by b were ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
a swimming pool n0 m wide and n1 m long is n2 m deep on the shallow side and n3 m deep on the deeper side . its volume is :	quadrilateral_area ( n1 , n2 , n3 ) | multiply ( n0 , #0 )
increasing the original price of a certain item by n1 percent and then increasing the new price by n1 percent is equivalent to increasing the original price by what percent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
the area of a square is equal to n0 times the area of a rectangle of dimensions n1 cm * n2 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( n0 , n1 ) | multiply ( const_12 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
the number n is h , n0 , where h represents the n1 ' s digit . if n is divisible by n2 , what is the value of h ?	multiply ( n1 , n2 ) | divide ( #0 , #0 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if s = { n0 , n1 , n2 , n3 , n4 , n5 } , what is the product of mean and median of the numbers in s ?	add ( n0 , n1 ) | add ( const_2 , const_4 ) | add ( n2 , n3 ) | add ( n2 , #0 ) | divide ( #2 , const_2 ) | add ( n3 , #3 ) | add ( n4 , #5 ) | add ( n5 , #6 ) | divide ( #7 , #1 ) | multiply ( #8 , #4 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
what least number should be subtracted from n0 so that the remainder when divided by n1 , n2 , and n3 will leave in each case the same remainder n4 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | add ( n4 , #2 ) | subtract ( n0 , #3 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if f ( x ) = n2 x ^ n2 + y , and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	power ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( n3 , #3 ) | add ( #2 , #4 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
a man drives at a speed of n0 miles / hr . his wife left n1 mins . late with n2 miles / hr speed . when will they meet ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
the radius of the two circular fields is in the ratio n0 : n1 the area of the first field is what percent less than the area of the second ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 )
the population of a town increased from n0 , n1 , n5 to n3 , n4 , n5 in a decade . the average percent increase of population per year is	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
q and f represent two distinct digits . if the number n0 q n1 f is divisible by n2 , what is the value of ( q + f ) ?	reminder ( n1 , const_10 ) | reminder ( n0 , const_10 ) | add ( #1 , const_1 ) | add ( #2 , #1 ) | subtract ( #3 , #0 ) | subtract ( #0 , #4 )
a car was driving at n0 km / h for n1 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
how many even integers n , such that n0 < = n < = n1 are of the form n2 k + n3 , where k is any natural number ?	add ( n0 , const_2 ) | add ( const_2 , const_4 ) | subtract ( n1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , const_1 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 , n3 bacteria each . how many bacteria are there approximately ?	add ( const_3 , const_4 ) | multiply ( const_0_25 , const_1000 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_3 ) | multiply ( #6 , #2 )
a can do a piece of work in n0 days and b alone can do it in n1 days . how much time will both take to finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
sandy bought n0 books for $ n1 from one shop and n2 books for $ n3 from another shop . what is the average price that sandy paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
the area of a square is equal to nine times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
if a book is sold at n2 % profit instead of n2 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
how many integerskgreater than n0 and less than n1 are there such that if the hundreds and the units digits ofkare reversed , the resulting integer is k + n2 ?	divide ( n0 , const_10 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , #1 ) | add ( #0 , #2 )
a circular path of n0 m radius has marginal walk n3 m wide all round it . find the cost of leveling the walk at n2 p per m n3 ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( n2 , #3 )
subash can copy n0 pages in n4 hrs . subash and prakash together can copy n2 pages in n3 hours . in how much time prakash can copy n4 pages .	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | floor ( #2 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
if d is the standard deviation a , b , and c , what is the standard deviation of a + n2 , b + n2 , c + n2 ?	power ( n0 , n0 ) | multiply ( #0 , const_3 ) | divide ( #1 , const_3 ) | sqrt ( #2 )
local kennel has cats and dogs in the ratio of n0 : n1 . if there are n2 fewer cats than dogs , how many dogs are in the kennel ?	multiply ( n1 , n2 )
the length of a rectangle hall is n0 m more than its breadth . the area of the hall is n1 m n2 . the length of the hall is :	divide ( n1 , n0 ) | divide ( #0 , n0 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
a person saved $ n0 in buying an item on sale . if he spent $ n1 for the item , approximately how much percent he saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | floor ( #2 ) | add ( #3 , const_1 )
list k consists of n0 consecutive integers . if - n1 is the least integer in list k , what is the range of the positive integers in list k ?	subtract ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
positive integers from n0 to n1 , inclusive are placed in n4 groups of n3 each . what is the highest possible average of the medians of these n4 groups ?	subtract ( n1 , n2 ) | subtract ( #0 , const_10 )
a car was driving at n0 km / h for n1 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
in kaya ' s teacher ' s desk there are n0 pink highlighters , n1 yellow highlighters , and n2 blue highlighters . how many highlighters are there in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
david ' s bank ' s saving amount is decreased n0 % due to loan payment and current balance is rs . n1 . find the actual balance before deduction ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a shopkeeper sells n0 metres of cloth for rs . n1 at a loss of rs . n2 per metre . find his cost price for one metre of cloth ?	divide ( n1 , n0 ) | add ( n2 , #0 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a , b , c hired a car for rs . n0 and used it for n1 , n2 and n3 hours respectively . hire charges paid by b were :	add ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | add ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 )
there are n0 employees in a room . n1 % are president . how many managers must leave the room to bring down the percentage of president to n2 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
on my sister ' s birthday , she was n0 cm in height , having grown n1 % since the year before . how tall was she the previous year ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 )
calculate how many days it will take for n0 boys to paint a n1 m long fence if n2 boys can paint a n3 m long fence in n4 days ,	multiply ( n2 , n4 ) | multiply ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
on my sister ' s birthday , she was n0 cm in height , having grown n1 % since the year before . how tall was she the previous year ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 )
for a race a distance of n0 meters can be covered by p in n1 seconds and q in n2 seconds . by what distance does p defeat q eventually ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
there is food for n0 men for n1 days . how many more men should join after two days so that the same food may last for n2 days more ?	subtract ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
a man owns n0 / n2 of market reserch beauro buzness , and sells n2 / n3 of his shares for n4 rs , what is the value of buzness ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( n4 , #2 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
susan can type n3 pages in n2 minutes . mary can type n2 pages in n3 minutes . working together , how many pages can they type in n4 minutes ?	divide ( n4 , n0 ) | divide ( n4 , n1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
a man owns n0 / n2 of market reserch beauro buzness , and sells n2 / n3 of his shares for n4 rs , what is the value of buzness ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( n4 , #2 )
at an election n0 candidates are participated a candidate got n1 % of votes and defeated by n2 votes . n3 votes are invalid . find the total polled votes ?	subtract ( n3 , n1 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( #2 , const_100 ) | add ( #3 , const_100 )
the salary of a labourer increase consistently by n0 % per year . if his present salary is rs . n1 then what will his salary be after n2 years ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n1 , #2 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the time traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if sum of two no . is n0 and subtraction to that is n1 . so how much min . should added to smaller no . to make it even ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( #1 , const_1 )
on dividing a number by n0 , we get n1 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
if n0 men undertook a piece of construction work and finished half the job in n1 days . if two men drop out , then the job will be completed in	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | divide ( #0 , #1 )
two carpenters , working in the same pace , can build n0 desks in two hours and a half . how many desks can n1 carpenters build in n2 hours ?	divide ( n2 , n0 ) | divide ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | multiply ( n2 , #3 )
a certain telescope increases the visual range at a particular location from n0 kilometers to n1 kilometers . by what percent is the visual range increased by using the telescope ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
three numbers are in the ratio of n0 : n1 : n2 . if the sum of the squares of the extremes is n3 , then the middle number is :	multiply ( n0 , n2 )
n0 dice are thrown and the sum of the numbers noted is n1 . find the probability that all the numbers lie between n2 and n3 ( both inclusive ) ?	multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 )
a truck covers a distance of n0 metres in n1 minute whereas a bus covers a distance of n2 kms in n3 minutes . the ratio of their speeds is ?	divide ( n2 , n3 ) | multiply ( #0 , const_1000 ) | divide ( n0 , #1 )
an error n0 % in excess is made while measuring the side of a square . now what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
n is a positive integer . when n + n2 is divided by n3 , the remainder is n2 . what is the remainder when n is divided by n3 ?	add ( n2 , n3 ) | divide ( n1 , #0 )
n0 ltr of water is added with n1 ltr of a solution containing n2 % of alcohol in the water . the % of alcohol in the new mixture is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if a book is sold at n1 % profit instead of n1 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
the radius of the two circular fields is in the ratio n0 : n1 the area of the first field is what percent less than the area of the second ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a can do a half of certain work in n0 days and b one third of the same in n1 days . they together will do the whole work in .	multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
n0 ltr of water is added with n1 ltr of a solution containing n2 % of alcohol in the water . the % of alcohol in the new mixture is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if the sum of the first n positive integers is s , what is the sum of the first n positive integers divisible by n0 , in terms of s ?	negate ( const_2 )
if n0 mn = k ^ n1 , where m , n , and k are positive integers , what is the least possible value of n2 m + n ?	power ( const_3 , n2 ) | multiply ( n1 , #0 )
n0 men and n1 boys working together can do n2 times as much work as a man and a boy . working capacity of man and boy is in the ratio	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a car was driving at n0 km / h for n3 minutes , and then at n2 km / h for another n3 minutes . what was its average speed ?	add ( n1 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( const_100.0 , n1 ) | subtract ( #0 , n2 ) | divide ( const_100.0 , #1 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
if f ( x ) = n0 - x ^ n3 / n3 and f ( n3 k ) = n4 k , what is one possible value for k ?	power ( n1 , n1 ) | divide ( #0 , n1 ) | add ( #1 , const_1 )
if a no . when divided by n0 , gives n1 as quotient and n2 as remainder . what will be the remainder when dividing the same no . by n3	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
n0 different containers contain n1 litres , n2 litres and n3 litres of mixtures of milk and water respectively . what biggest measure can measure all the different quantities exactly ?	add ( n0 , const_12 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | add ( #0 , #3 )
if a and b are the roots of the equation x n5 - n2 x + n2 = n3 , then the value of a n5 + b n5 is :	multiply ( n1 , const_4 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #5 , n0 ) | divide ( #4 , n0 ) | power ( #6 , n0 ) | power ( #7 , n0 ) | add ( #8 , #9 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
the average marks of n3 students in a class is n1 . but a student mark is wrongly noted as n2 instead of n3 then find the correct average marks ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 )
the price of lunch for n2 people was $ n1 , including a n2 percent gratuity for service . what was the average price per person , excluding the gratuity ?	add ( n0 , const_100 ) | divide ( const_1 , n0 ) | divide ( n1 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
list k consists of n0 consecutive integers . if - n1 is the least integer in list k , what is the range of the positive integers in list k ?	subtract ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
if f ( x ) = n2 x ^ n2 + y , and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	power ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( n3 , #3 ) | add ( #2 , #4 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
a man performs n0 / n1 of the total journey by rail , n2 / n3 by bus and the remaining n4 km on foot . his total journey is ?	multiply ( n3 , n4 )
if the diameter of circle r is n0 % of the diameter of circle s , the area of circle r is what percent of the area of circle s ?	circle_area ( n0 ) | circle_area ( const_100 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a man invested rs . n0 in rs . n1 shares quoted at rs . n2 . if the rate of dividend be n3 % , his annual income is :	divide ( n3 , const_100 ) | divide ( n0 , n2 ) | multiply ( n1 , #1 ) | multiply ( #0 , #2 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
if a and b are the roots of the equation x n5 - n2 x + n2 = n3 , then the value of a n5 + b n5 is :	multiply ( n1 , const_4 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #5 , n0 ) | divide ( #4 , n0 ) | power ( #6 , n0 ) | power ( #7 , n0 ) | add ( #8 , #9 )
x varies inversely as square of y . given that y = n0 for x = n1 . the value of x for y = n2 will be equal to :	power ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
the average ( arithmetic mean ) of n0 , n1 , and n2 is n3 less than the average of n4 , n5 , and x . what is x ?	add ( n0 , n1 ) | multiply ( n3 , const_3 ) | add ( n2 , #0 ) | add ( n4 , #1 ) | add ( n5 , #3 ) | subtract ( #2 , #4 )
a train covers a distance of n1 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
p , q and r have $ n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	multiply ( const_2 , const_2 ) | multiply ( const_1 , const_3 ) | divide ( #0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #2 , const_3 ) | add ( #4 , #1 ) | add ( #5 , #1 ) | divide ( #3 , #6 )
for a race a distance of n0 meters can be covered by p in n1 seconds and q in n2 seconds . by what distance does p defeat q eventually ?	speed ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
if a book is sold at n1 % profit instead of n1 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
a man can swim in still water at n0 km / h , but takes twice as long to swim upstream than downstream . the speed of the stream is ?	divide ( n0 , const_3 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
there are n0 employees in a room . n1 % are managers . how many managers must leave the room to bring down the percentage of manager to n2 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a certain telescope increases the visual range at a particular location from n0 kilometers to n1 kilometers . by what percent is the visual range increased by using the telescope ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
for a certain alarm system , each code is comprised of n0 digits , but no digit can be used more than twice . how many codes can be made ?	factorial ( const_10 ) | factorial ( n0 ) | factorial ( const_3 ) | factorial ( const_2 ) | subtract ( const_10 , n0 ) | subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | divide ( #1 , const_2 ) | divide ( #1 , const_4 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #6 ) | subtract ( #5 , const_3 ) | divide ( #0 , #9 ) | factorial ( #12 ) | multiply ( #11 , #3 ) | divide ( #0 , #15 ) | multiply ( #2 , #14 ) | divide ( #10 , #17 ) | multiply ( #16 , #6 ) | multiply ( #18 , const_10 ) | multiply ( #8 , #19 ) | multiply ( #7 , #20 ) | add ( #13 , #22 ) | add ( #23 , #21 )
a certain telescope increases the visual range at a particular location from n0 kilometers to n1 kilometers . by what percent is the visual range increased by using the telescope ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a computer factory produces n0 computers per month at a constant rate , how many computers are built every n1 minutes assuming that there are n2 days in one month ?	divide ( n0 , n2 ) | subtract ( n2 , const_4 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
a certain telescope increases the visual range at a particular location from n0 kilometers to n1 kilometers . by what percent is the visual range increased by using the telescope ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if ( - n2 ) ^ ( n1 x ) = n2 ^ ( n3 - x ) and x is an integer , what is the value of x ?	divide ( n3 , n0 )
if rs . n0 amount to rs . n1 in n2 years , what will rs . n3 amount to in n4 years at the same rate percent per annum ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 )
rs . n0 amounts to rs . n1 in n2 years at simple interest . if the interest is increased by n3 % , it would amount to how much ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | multiply ( n0 , #2 )
an error n0 % in excess is made while measuring the side of a square . now what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the breadth of a rectangular field is n0 % of its length . if the perimeter of the field is n1 m . what is the area of the field ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , #2 ) | subtract ( #0 , #3 ) | multiply ( #3 , #4 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the area of a square is equal to four times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
x varies inversely as square of y . given that y = n0 for x = n1 . the value of x for y = n2 will be equal to :	power ( n0 , const_2 ) | power ( n2 , const_2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
in a sports club with n0 members , n1 play badminton and n2 play tennis and n3 do not play either . how many members play both badminton and tennis ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
a person saved $ n0 in buying an item on sale . if he spent $ n1 for the item , approximately how much percent he saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | floor ( #2 ) | add ( #3 , const_1 )
a dog takes n3 leaps for every n1 leaps of a hare but n2 leaps of a dog are equal to n3 leaps of the hare . compare their speeds ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
p and q started a business investing rs n0 and rs n1 resp . in what ratio the profit earned after n2 years be divided between p and q respectively .	divide ( n0 , n1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
how many integerskgreater than n0 and less than n1 are there such that if the hundreds and the units digits ofkare reversed , the resulting integer is k + n2 ?	divide ( n0 , const_10 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , #1 ) | add ( #0 , #2 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
the average marks of a class of n0 students is n1 and that of another class of n2 students is n3 . find the average marks of all the students ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
the average of n0 results is n1 . the average of first n4 of them is n3 and that of last n4 is n5 . find the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
if f ( x ) = n0 / x and x is a natural number , what can not be the answer for f ( f ( x ) ) ?	multiply ( n0 , const_1 ) | multiply ( const_2 , const_4 ) | subtract ( #1 , n0 ) | divide ( #0 , #2 )
if the average ( arithmetic mean ) of ( n0 a + n1 ) and ( n2 a - n3 ) is n4 , what is the value of a ?	add ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
running at the same rate , n0 identical machines can produce n1 paperclips a minute . at this rate , how many paperclips could n2 machines produce in n3 minutes ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 )
subash can copy n0 pages in n1 hrs . subash and prakash together can copy n2 pages in n3 hours . in how much time prakash can copy n4 pages .	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | floor ( #2 )
in a club with n0 peopl , n1 play tennis , n2 play baseball , and n3 people play both sports . how many people do not pla a sport ?	subtract ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 )
if an article is sold at n0 % profit instead of n1 % profit , then the profit would be rs . n2 less . what is the cost price ?	divide ( n2 , n1 ) | multiply ( #0 , const_100 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
the area of a square field is n0 sq m . how long will a lady take to cross the field diagonally at the rate of n1 km / hr ?	multiply ( n1 , const_1000 ) | divide ( n0 , #0 )
a person has to make n1 pieces of long bar . he take $ seconds to cut piece . what is total time taken by him to make n1 pieces ?	subtract ( n0 , const_1 ) | multiply ( #0 , const_4 )
if the sides of a square are multiplied by n0 , the area of the original square is how many times as large as the area of the resultant square ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
a and b complete a work in n0 days . a alone can do it in n1 days . if both together can do the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a can run n0 km distance in n1 min n2 seconds , while b can run this distance in n3 min . by how much distance can a beat b ?	multiply ( n1 , const_60 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_60 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | multiply ( #3 , #4 )
from a total of n0 boys and n2 girls , how many n2 - person committees can be selected if the committee must have exactly n4 boys and n4 girls ?	multiply ( n0 , const_3 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 )
if f ( x ) = n0 - x ^ n3 / n3 and f ( n3 k ) = n4 k , what is one possible value for k ?	power ( n1 , n1 ) | divide ( #0 , n1 ) | add ( #1 , const_1 )
if the average ( arithmetic mean ) of ( n0 a + n1 ) and ( n2 a - n3 ) is n4 , what is the value of a ?	add ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
if the diameter of circle r is n0 % of the diameter of circle s , the area of circle r is what percent of the area of circle s ?	circle_area ( n0 ) | circle_area ( const_100 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 )
john ' s bank ' s saving amount is decreased n0 % due to loan payment and current balance is rs . n1 . find the actual balance before deduction ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n1 , #1 )
a mixture of n0 liters of wine and water contains n1 % water . how much water must be added to make water n2 no_ascii_49 % of the total mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
a sum amounts to rs . n0 in n1 years at the rate of n2 % p . a . if interest was compounded yearly then what was the principal ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | divide ( n0 , #2 )
given a number , there is an algorithm described here to find it ' s sum and number of factors . for example , let us take the number n0 ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n0 , #1 ) | power ( #1 , const_2 ) | add ( #3 , #5 ) | divide ( #4 , #1 ) | add ( #2 , #7 ) | multiply ( #8 , #6 )
calculate how many days it will take for n0 boys to paint a n1 m long wall if n2 boys can paint a n3 m long wall in n4 days ,	multiply ( n2 , n4 ) | multiply ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
rahim bought n0 books for rs . n1 from one shop and n2 books for rs . n3 from another . what is the average price he paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
if a book is sold at n1 % profit instead of n1 % loss , it would have brought rs n2 more . find out the cost price of the book	divide ( n0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
n0 laboratories raise the bacterium , the laboratory have n1 culture dishes on average , which has about n2 , n3 bacteria each . how many bacteria are there approximately ?	add ( const_3 , const_4 ) | multiply ( const_0_25 , const_1000 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | add ( #5 , const_3 ) | multiply ( #6 , #2 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( n1 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a reduction of n2 % in the price of bananas would enable a man to obtain n1 more for rs . n2 . what is the reduced price / dozen ?	divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_12 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
if n0 % of the n1 students at a certain college are enrolled in biology classes , how many students at the college are not enrolled in a biology class ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( const_2.0 , n1 ) | multiply ( const_12 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
a man can row his boat with the stream at n0 km / h and against the stream in n1 km / h . the man ' s rate is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
all the faces of cubes are painted with red colour . it is then cut into n0 equal small cubes . find how many small cubes have no faces coloured ?	divide ( n0 , const_4 ) | divide ( #0 , const_2 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
on dividing a number by n1 , we get n1 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
the curved surface area of a cylindrical pillar is n0 sq . m and its volume is n1 cub . m . find the ratio of its diameter to its height	divide ( n0 , const_pi ) | divide ( #0 , const_2 ) | divide ( n1 , #1 ) | divide ( #2 , const_pi ) | divide ( #1 , #3 ) | multiply ( #3 , const_2 ) | divide ( #5 , #4 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a track covers a distance of n0 metres in n1 minute whereas a bus covers a distance of n2 kms in n3 minute . the ratio of their speeds is :	divide ( n0 , const_60 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_60 ) | divide ( #1 , #2 ) | divide ( #0 , #3 )
running at the same rate , n0 identical machines can produce n1 paperclips a minute . at this rate , how many paperclips could n2 machines produce in n3 minutes ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 )
sandy bought n0 books for $ n1 from one shop and n2 books for $ n3 from another shop . what is the average price that sandy paid per book ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
the population of a town increased from n0 , n1 , n5 to n3 , n4 , n5 in a decade . the average percent increase of population per year is	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
subash can copy n0 pages in n1 hrs . subash and prakash together can copy n2 pages in n3 hours . in how much time prakash can copy n4 pages .	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | floor ( #2 )
the length of a rectangular field is n0 / n1 its width . if the perimeter of the field is n2 meters , what is the width of the field ?	divide ( n0 , n1 ) | add ( #0 , #0 ) | add ( #1 , const_2 ) | divide ( n2 , #2 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a hall n0 m long and n1 m broad is to be paved with stones , each measuring n2 dm by n3 dm . the number of stones required is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
in the rectangular coordinate system , what is the x - intercept of a line passing through ( n0 , n3 ) and ( no_ascii_73 n2 , no_ascii_73 n3 ) ?	negate ( n3 ) | negate ( n2 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , #4 )
ramu bought an old car for rs . n0 . he spent rs . n1 on repairs and sold it for rs . n2 . what is his profit percent ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
linda spent n0 / n1 of her savings on furniture and the rest on a tv . if the tv cost her $ n2 , what were her original savings ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a pineapple costs rs n0 each and a watermelon costs rs . n1 each . if i spend rs n2 on total what is the number of pineapple i purchased ?	multiply ( n0 , const_4 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 )
a circular path of n0 m radius has marginal walk n3 m wide all round it . find the cost of leveling the walk at n2 p per m n3 ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( n2 , #3 )
n is a positive integer . when n + n0 is divided by n3 , the remainder is n2 . what is the remainder when n is divided by n3 ?	add ( n2 , n3 ) | divide ( n1 , #0 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
in a n0 m race , a beats b by n1 m and c by n2 m . in a race of n3 m , b will beat c by :	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #3 ) | inverse ( #4 ) | multiply ( n3 , #5 ) | subtract ( n3 , #6 )
a man owns n0 / n2 of market reserch beauro buzness , and sells n2 / n3 of his shares for n4 rs , what is the value of buzness ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( n4 , #2 )
if the diameter of circle r is n0 % of the diameter of circle s , the area of circle r is what percent of the area of circle s ?	circle_area ( n0 ) | circle_area ( const_100 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 )
when asked what the time is , a person answered that the amount of time left is n0 / n1 of the time already completed . what is the time .	divide ( const_2.0 , n1 ) | multiply ( const_12 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , #3 )
excluding stoppages , the speed of a bus is n0 kmph and including stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
if one and a half women , drink one and a half tea in one and a half minutes . how many tea can n0 women drink in n1 minutes ?	divide ( const_3 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
n0 metres long yard , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between n2 consecutive trees	subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a man has some hens and cows . if the number of heads be n0 and the number of feet equals n1 , then the number of hens will be :	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 )
find the principal which yields a simple interest of rs . n0 and compound interest of rs . n1 in two years , at the same percent rate per annum ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_2 )
what is the length of a bridge ( in meters ) , which a train n0 meters long and travelling at n1 km / h can cross in n2 seconds ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n0 )
the price of lunch for n2 people was $ n1 , including a n2 percent gratuity for service . what was the average price per person , excluding the gratuity ?	add ( n0 , const_100 ) | divide ( const_1 , n0 ) | divide ( n1 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
mike earns $ n0 per hour and phil earns $ n1 per hour . approximately how much less , as a percentage , does phil earn than mike per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
a man can row downstream at the rate of n0 kmph and upstream at n1 kmph . find the man no_ascii_32 s rate in still water and rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a batsman in his n3 th inning makes a score of n1 and their by increasing his average by n2 . what is his average after the n3 th inning ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
an error n0 % in excess is made while measuring the side of a square . now what is the percentage of error in the calculated area of the square ?	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
what least number should be subtracted from n0 so that the remainder when divided by n1 , n2 , and n3 will leave in each case the same remainder n4 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | add ( n4 , #2 ) | subtract ( n0 , #3 )
how many even integers n , such that n0 < = n < = n1 are of the form n2 k + n3 , where k is any natural number ?	add ( n0 , const_2 ) | add ( const_2 , n3 ) | subtract ( n1 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , const_1 )
the area of a square is equal to five times the area of a rectangle of dimensions n0 cm * n1 cm . what is the perimeter of the square ?	divide ( const_10 , const_2 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , #1 ) | sqrt ( #2 ) | multiply ( #3 , const_4 )
a train covers a distance of n0 km in n1 min . if it takes n2 sec to pass a telegraph post , then the length of the train is ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
on a map , n0 inches represent n1 miles . how many miles approximately is the distance if you measured n2 centimeters assuming that n3 - inch is n4 centimeters ?	divide ( n2 , n4 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 )
on dividing a number by n0 , we get n1 as quotient and n2 as remainder . on dividing the same number by n3 , what will be the remainder ?	multiply ( n0 , n1 ) | reminder ( #0 , n3 )
a number , x is chosen at random from the set of positive integers less than n0 . what is the probability that ( n1 / x ) > x ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
the radius of the two circular fields is in the ratio n0 : n1 the area of the first field is what percent greater than the area of the second ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 )
in the year n0 there are n1 men n2 women n3 boys . in n4 men are increased by n5 % women are increased by ratio of boys and women ?	divide ( n5 , const_100 ) | divide ( n3 , n2 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | multiply ( n2 , #3 ) | add ( #4 , #5 ) | add ( n3 , #6 )
a sum of money invested at compound interest to rs . n0 in n1 years and to rs n2 in n3 years . the rate on interest per annum is .	subtract ( n2 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
a n0 meter long train crosses a signal post in n1 seconds . how long will it take to cross a n2 kilometer long bridge , at the same speed ?	multiply ( n2 , const_1000 ) | speed ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 )
a pineapple costs rs n0 each and a watermelon costs rs . n1 each . if i spend rs n2 on total what is the number of pineapple i purchased ?	multiply ( n0 , const_4 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 )
a fair n0 sided coin is flipped n2 times . what is the probability that tails will be the result at least twice , but not more than n2 times ?	power ( n0 , n1 ) | inverse ( #0 ) | add ( #1 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 )
if n0 lines are drawn in a plane such that no two of them are parallel and no three are concurrent , then in how many points do they intersect ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
n0 workers should finish a job in n1 days . after n2 days came n3 workers join them . how many days m do they need to finish the same job ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
the average of n0 result is n1 . average of the first n4 of them is n4 and that of the last n4 is n5 . find the n6 th result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
in n0 there were n1 , n2 women stockbrokers in the united states . by n3 the number had increased to n4 , n5 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger number ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
what is the positive difference between the sum of the squares of the first n0 positive integers and the sum of the prime numbers between the first square and fourth square ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | power ( n0 , const_2 ) | add ( #3 , const_1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | add ( n0 , #2 ) | power ( #0 , const_2 ) | add ( #7 , #4 ) | add ( #9 , #1 ) | add ( #12 , #5 ) | add ( #13 , #10 ) | add ( #14 , #11 ) | add ( #8 , #15 ) | add ( #16 , #6 ) | subtract ( #18 , #17 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
a , b , c can complete a piece of work in n0 , n1 , n2 days . working together , they complete the same work in how many days ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | multiply ( #0 , const_2 ) | add ( #1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 ) | divide ( const_1 , #6 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
n0 percent of andrea ' s living room floor is covered by a carpet that is n1 feet by n2 feet . what is the area of her living room floor ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
what is the difference between the c . i . on rs . n0 for n2 1 / n3 years at n4 % per annum compounded yearly and half - yearly ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #2 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | subtract ( #8 , #7 )
if a person walks at n0 km / hr instead of n2 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
the markup on a box of apples is n0 percent of the cost . the markup is what percent of the selling price ? ( markup = selling price - cost )	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
at an election n0 candidates are participated and a candidate got n1 % of votes and defeated by n2 . and n3 votes are invalid . find the total polled votes ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #2 ) | divide ( #0 , #3 )
out of n0 students of a school , n1 play football , n2 play cricket and n3 neither play football nor cricket . how many students play both football and cricket ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
two numbers have a h . c . f of n0 and a product of two numbers is n1 . find the l . c . m of the two numbers ?	divide ( n1 , n0 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is :	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration c of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
a train is moving at a speed of n1 km / hour . the length of the train is n1 metre . in how much time will it cross a pole ?	multiply ( n0 , const_0_2778 ) | divide ( n0 , #0 )
i sold a book at a profit of n0 % . had i sold it for $ n1 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
i sold a book at a profit of n0 % . had i sold it for $ n2 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
a man walks at a rate of n0 mph . after every ten miles , he rests for n1 minutes . how much time does he take to walk n2 miles ?	divide ( n2 , n0 ) | multiply ( n1 , const_4 ) | multiply ( #0 , const_60 ) | add ( #1 , #2 )
let s be the set of all positive integers that , when divided by n0 , have a remainder of n1 . what is the n2 th number in this set ?	subtract ( n2 , const_1 ) | multiply ( n0 , #0 ) | add ( n1 , #1 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
two parallel sides of a trapezium are n0 cm and n1 cm respectively . the perpendicular distance between the parallel sides is n2 cm . find the area of the trapezium .	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the average age of n0 students in a class is n1 years . the average age of n2 students is n3 . what is the average age of remaining n4 students ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
n0 persons like apple . n1 like orange and mango dislike apple . n2 like mango and apple and dislike orange . n3 like all . how many people like apple ?	subtract ( n0 , n3 ) | subtract ( n2 , n1 ) | add ( n1 , #0 ) | add ( #2 , #1 )
if a boat is rowed downstream for n0 km in n1 hours and upstream for n2 km in n3 hours , what is the speed of the boat and the river ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the average age of n0 students in a class is n1 years . the average age of n2 students is n3 . what is the average age of remaining n4 students ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a can fill tank in n0 minutes , b can empty the tank in n1 minutes . . in what time the tank be filled , if both pipes work simultaneously ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a man walks at a rate of n0 mph . after every ten miles , he rests for n1 minutes . how much time does he take to walk n2 miles ?	divide ( n2 , n0 ) | multiply ( n1 , const_4 ) | multiply ( #0 , const_60 ) | add ( #1 , #2 )
you and your friend spent a total of $ n0 for lunch . your friend spent $ n1 more than you . how much did your friend spend on their lunch ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
john was thrice as old as tom n3 years ago . john will be n1 / n2 times as old as tom in n3 years . how old is tom today ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
if ( n5 / n1 ) ^ m * ( n5 / n8 ) ^ n8 = n5 / ( n6 * ( n7 ) ^ n8 ) , then m =	divide ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n1 , n6 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | add ( #3 , #4 ) | subtract ( #5 , #2 )
what is the perimeter , in meters , of a rectangular garden n0 meters wide that has the same area as a rectangular playground n1 meters long and n2 meters wide ?	rectangle_area ( n1 , n2 ) | divide ( #0 , n0 ) | rectangle_perimeter ( n0 , #1 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 p . c . p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
for any number z , z * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the second angle of a triangle is double the first ( n0 ) . the third angle is n1 less than the first ( n2 ) . find the first angle .	add ( n1 , n2 )
john and ingrid pay n0 % and n1 % tax annually , respectively . if john makes $ n2 and ingrid makes $ n3 , what is their combined tax rate ?	add ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger number ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
a is twice as good a workman as b and together they finish a piece of work in n0 days . in how many days will a alone finish the work ?	add ( const_1 , const_2 ) | multiply ( n0 , #0 )
the average of n0 numbers is n1 . average of the first n2 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger number ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
a car drives n0 miles on local roads at n1 mph , and n3 miles on the highway at n3 mph , what is the average speed of the entire trip ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
a invested some money in n0 % stock at n1 . if b wants to invest in an equally good n2 % stock , he must purchase a stock worth of :	divide ( n1 , n0 ) | multiply ( n2 , #0 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
when the positive integer k is divided by the positive integer n , the remainder is n0 . if k / n = n1 , what is the value of n ?	divide ( const_2 , const_10 ) | multiply ( n1 , const_10 ) | divide ( n0 , #0 ) | subtract ( #1 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , #2 ) | add ( n0 , #5 ) | divide ( #6 , #2 )
if the ratio of a to b is n0 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , n0 ) | multiply ( n1 , #0 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
n n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b the present age of b is	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 ) | add ( n2 , #2 )
the diameter of the wheel of a car is n0 m . how many revolution / min mustthe wheel makeing order to keep a speed of n1 km / hour approximately ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_1000 ) | multiply ( const_10 , const_2 ) | add ( #3 , const_2 ) | divide ( #2 , n1 ) | divide ( #4 , #0 ) | multiply ( #6 , #1 ) | divide ( #5 , #7 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
a house wife saved $ n0 in buying an item on sale . if she spent $ n1 for the item , approximately how much percent she saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a light has a rating of n0 watts , it is replaced with a new light that has n1 % higher wattage . how many watts does the new light have ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
if xy > n0 , n4 / x + n4 / y = n3 , and n4 / xy = n5 , then ( x + y ) / n6 = ?	divide ( n3 , n5 ) | divide ( #0 , n5 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
in n0 there were n1 , n2 women stockbrokers in the united states . by n3 the number had increased to n4 , n5 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
if a rectangular room measures n0 meters by n1 meters by n2 meters , what is the volume of the room in cubic centimeters ? ( n3 meter = n4 centimeters )	divide ( n3 , const_10 ) | multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , #3 )
sonika deposited rs . n0 which amounted to rs . n1 after n3 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
let n be the greatest number that will divide n0 , n1 and n2 , leaving the game remainder in each case . then sum of the digits in n is :	add ( const_1 , const_1 ) | add ( #0 , const_2 )
the population of a town increased from n3 , n1 , n5 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
n0 persons like apple . n1 like orange and mango dislike apple . n2 like mango and apple and dislike orange . n3 like all . how many people like apple ?	subtract ( n0 , n3 ) | subtract ( n2 , n1 ) | add ( n1 , #0 ) | add ( #2 , #1 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
a house wife saved $ n0 in buying an item on sale . if she spent $ n1 for the item , approximately how much percent she saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance travelled by him is :	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
the measure of the side of a square is multiplied by n0 . if x represents the perimeter of the original square , what is the value of the new perimeter ?	multiply ( n0 , const_4 ) | square_perimeter ( #0 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a courtyard is n0 meter long and n2 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
from a group of n1 boys and n1 girls , n2 children are to be randomly selected . what is the probability that n4 boys and n4 girls will be selected ?	add ( n0 , n0 ) | choose ( n0 , const_2 ) | choose ( n0 , const_2 ) | choose ( #0 , n2 ) | multiply ( #1 , #2 ) | divide ( #4 , #3 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
zinc and copper are melted together in the ratio n0 : n1 . what is the weight of melted mixture , if n2 kg of zinc has been consumed in it ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
the product of x and y is a constant . if the value of x is increased by n0 % , by what percentage must the value of y be decreased ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
if an object travels n0 feet in n1 seconds , what is the object ' s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
on increasing the number of lines in a page by n0 , they become n1 . what is the % of increase in the no . of lines in the page ?	subtract ( n1 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
walking at the rate of n1 kmph a man cover certain distance in n1 hr . running at a speed of n2 kmph the man will cover the same distance in .	multiply ( n0 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_60 )
in an election between two candidates , the first candidate got n0 % of the votes and the second candidate got n1 votes . what was the total number of votes ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a cylinder with base radius of n0 cm and height of n1 cm is melted to form a cone of height n2 cm . the radius of the cone will be :	volume_cylinder ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n2 ) | divide ( #2 , const_pi ) | sqrt ( #3 )
two numbers are in the ratio of n0 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . find the numbers ?	multiply ( n0 , n2 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_73 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
the difference between the value of a number increased by n0 % and the value of the original number decreased by n1 % is n2 . what is the original number ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
if an object travels n0 feet in n1 seconds , what is the object ' s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
if { x } is the product of all even integers from n0 to x inclusive , what is the greatest prime factor of { n1 } + { n2 } ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
set j consists of n0 consecutive even numbers . if the smallest term in the set is - n1 , what is the range of the positive integers in set j ?	negate ( const_2.0 ) | subtract ( n0 , const_1 ) | multiply ( const_2.0 , #1 ) | add ( #2 , #0 ) | subtract ( #3 , n1 )
a sells a bicycle to b at a profit of n0 % and b sells it to c at a loss of n1 % . find the resultant profit or loss .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
there are n0 red chips and n1 blue ones . when arranged in a row , they form a certain color pattern , for example rbrrb . how many color patterns ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
a car drives n0 miles on local roads at n1 mph , and n2 miles on the highway at n3 mph , what is the average speed of the entire trip ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
in what ratio should a n0 % methyl alcohol solution be mixed with a n1 % methyl alcohol solution so that the resultant solution has n2 % methyl alcohol in it ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
if a rectangular room measures n0 meters by n1 meters by n2 meters , what is the volume of the room in cubic centimeters ? ( n3 meter = n4 centimeters )	divide ( n3 , const_10 ) | multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , #3 )
a is thrice as good a workman as b and takes n0 days less to do a piece of work than b takes . b alone can do the whole work in	multiply ( n0 , const_3 ) | divide ( #0 , const_2 )
a walks at n0 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
the radius and height of a right circular cone are in the ratio n0 : n1 . if its volume is n2 no_ascii_27 cm no_ascii_46 , what is its slant height ?	divide ( n2 , const_3 ) | divide ( #0 , const_pi )
you and your friend spent a total of $ n0 for lunch . your friend spent $ n1 more than you . how much did your friend spend on their lunch ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
two numbers are in the ratio n3 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . the first number is :	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the sum of present age of abe and the age before n2 years is n1 . find the present age of abe . what will be his age after n2 years ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
a and b together can do a work in n0 days . a alone can do it in n1 days . what time b will take to do the work alone ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
if n0 men or n1 women can do a piece of work in n2 days , then in how many days can n3 men and n4 women together do the work ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the average of n0 numbers is n1 . average of the first n6 of them is n3 and that of the last n6 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the average age of n0 students in a class is n1 years . the average age of n2 students is n3 . what is the average age of remaining n4 students ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
if equation | x / n2 | + | y / n2 | = n2 encloses a certain region on the coordinate plane , what is the area of this region ?	multiply ( n0 , n0 ) | power ( #0 , const_2 ) | add ( #1 , #1 )
a light has a rating of n0 watts , it is replaced with a new light that has n1 % higher wattage . how many watts does the new light have ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
n0 percent of andrea ' s living room floor is covered by a carpet that is n1 feet by n2 feet . what is the area of her living room floor ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
out of n0 students of a school , n1 play football , n2 play cricket and n3 neither play football nor cricket . how many students play both football and cricket ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
if the ratio of a to b is n0 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
jacob is now n0 years younger than michael . if n1 years from now michael will be twice as old as jacob , how old will jacob be in n2 years ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | add ( n2 , #2 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
n0 workers should finish a job in n1 days . after n2 days came n3 workers join them . how many days z do they need to finish the same job ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
a metallic sphere of radius n0 cm is melted and drawn into a wire , whose radius of cross section is n1 cm . what is the length of the wire ?	power ( n0 , const_3 ) | power ( n1 , const_2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_4 ) | divide ( #3 , const_3 )
two numbers have a h . c . f of n0 and a product of two numbers is n1 . find the l . c . m of the two numbers ?	divide ( n1 , n0 )
john and ingrid pay n0 % and n1 % tax annually , respectively . if john makes $ n2 and ingrid makes $ n3 , what is their combined tax rate ?	add ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
from a group of n1 women and n1 girls , n2 are to be randomly selected . what is the probability that equal numbers of women and girls will be selected ?	add ( n0 , n0 ) | choose ( n0 , const_2 ) | choose ( #0 , n2 ) | multiply ( #1 , #1 ) | divide ( #3 , #2 )
jacob is now n0 years younger than michael . if n1 years from now michael will be twice as old as jacob , how old will jacob be in n2 years ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | add ( n2 , #2 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
what is the difference between the c . i . on rs . n0 for n2 1 / n3 years at n4 % per annum compounded yearly and half - yearly ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #2 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | subtract ( #8 , #7 )
the average age of n2 boys is n1 years and their ages are in proportion n2 : n3 : n4 . what is the age in years of the eldest boy ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( n4 , #1 )
if a and b are in the ratio n0 : n1 , and b and c in the ratio n2 : n3 , then a and c will be in the ratio	multiply ( n0 , const_3 ) | divide ( #0 , n3 )
what is the positive difference between the sum of the squares of the first n0 positive integers and the sum of the prime numbers between the first square and fourth square ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | power ( n0 , const_2 ) | add ( #3 , const_1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | add ( n0 , #2 ) | power ( #0 , const_2 ) | add ( #7 , #4 ) | add ( #9 , #1 ) | add ( #12 , #5 ) | add ( #13 , #10 ) | add ( #14 , #11 ) | add ( #8 , #15 ) | add ( #16 , #6 ) | subtract ( #18 , #17 )
in a company n0 % of male staff are same in number as n1 / n2 th of the female staff . what is the ratio of male staff to female staff	divide ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a mixture of n0 liters of wine and water contains n1 % water . how much more water should be added so that water becomes n2 % of the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
an aeroplane covers a certain distance of n0 kmph in n1 hours . to cover the same distance in n4 n3 / n4 hours , it must travel at a speed of	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | add ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #0 , #3 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger number ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
how many different n4 - digit multiples of n6 can be composed of digits n2 , n3 , n4 , n5 , and n6 if none of the digits is repeated ?	multiply ( n0 , n5 ) | subtract ( #0 , n5 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
the average of n0 numbers is n1 . average of the first n2 of them is n3 and that of the last n6 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
four bells commence tolling together and toll at intervals of n0 , n1 , n2 and n3 seconds respectively . in n4 minutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if the ratio of a to b is n0 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
city a to city b , john drove for n0 hour at n1 mph and for n2 hours at n3 mph . what was the average speed for the whole trip ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
you and your friend spent a total of $ n0 for lunch . your friend spent $ n1 more than you . how much did your friend spend on their lunch ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
after giving a discount of rs . n0 the shopkeeper still gets a profit of n1 % , if the cost price is rs . n2 . find the markup % ?	divide ( const_100 , n1 ) | divide ( n2 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , n2 ) | divide ( #4 , n2 )
if x , y , and z are positive integers and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | subtract ( #3 , #4 ) | add ( #2 , #5 )
john was thrice as old as tom n3 years ago . john will be n1 / n2 times as old as tom in n3 years . how old is tom today ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
if p # q denotes the least common multiple of p and q , then p = ( ( n0 # n1 ) # ( n2 # n3 ) ) = ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n3 , #3 )
if n0 men can build a water fountain n1 metres long in n2 days , what length of a similar water fountain can be built by n3 men in n4 days ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
the measure of the side of a square is multiplied by n0 . if x represents the perimeter of the original square , what is the value of the new perimeter ?	multiply ( n0 , const_4 ) | square_perimeter ( #0 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_73 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
a man is n0 years older than his son . in six years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
for any number z , z * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
set j consists of n0 consecutive even numbers . if the smallest term in the set is - n1 , what is the range of the positive integers in set j ?	negate ( const_2.0 ) | subtract ( n0 , const_1 ) | multiply ( const_2.0 , #1 ) | add ( #2 , #0 ) | subtract ( #3 , n1 )
p , q and r have rs . n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
n14 + n14 + n14 ^ n14 + n14 ^ n5 + n14 ^ n7 + n14 ^ n9 + n14 ^ n11 + n14 ^ n13 + n14 ^ n15 =	add ( n0 , n0 ) | power ( const_2 , const_2 ) | power ( n0 , n5 ) | power ( n0 , n7 ) | power ( n0 , n9 ) | power ( n0 , n11 ) | power ( n0 , n13 ) | power ( n0 , n15 ) | add ( #0 , #1 ) | add ( #8 , #2 ) | add ( #9 , #3 ) | add ( #10 , #4 ) | add ( #11 , #5 ) | add ( #12 , #6 ) | add ( #13 , #7 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
paulson spends n0 % of his income . his income is increased by n1 % and he increased his expenditure by n2 % . find the percentage increase in his savings .	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #2 ) | subtract ( #3 , #6 ) | subtract ( #7 , #5 ) | divide ( #8 , #5 ) | multiply ( #9 , const_100 )
there are n0 red chips and n1 blue ones . when arranged in a row , they form a certain color pattern , for example rbrrb . how many color patterns ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if a boat is rowed downstream for n0 km in n1 hours and upstream for n2 km in n3 hours , what is the speed of the boat and the river ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
after getting n0 successive discounts , a shirt with a list price of rs n1 is available at rs n2 . if the second discount is n3 , find the first discount	multiply ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , n1 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
if a rectangular room measures n0 meters by n1 meters by n2 meters , what is the volume of the room in cubic centimeters ? ( n3 meter = n4 centimeters )	divide ( n3 , const_10 ) | multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , #3 )
sonika deposited rs . n0 which amounted to rs . n1 after n3 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
all factors of a positive integer a are multiplied and the product obtained is a ^ n0 . if a is greater than n1 , how many factors does a have ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( n0 , #2 ) | divide ( #3 , #1 )
if ( - n2 ) ^ ( n1 x ) = n2 ^ ( n3 - n4 x ) and x is an integer , what is the value of x ?	divide ( n3 , n0 )
if { x } is the product of all even integers from n0 to x inclusive , what is the greatest prime factor of { n1 } + { n2 } ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
two integers are in the ratio of n4 to n1 . if n2 is added to the smaller number , the ratio becomes n4 to n4 . find the larger integer .	multiply ( n2 , n4 ) | subtract ( n1 , n4 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the diameter of the driving wheel of a bus in n0 cm . how many revolutions per minute must the wheel make in order to keep a speed of n1 kmph ?	add ( n1 , const_2 ) | add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_1000 ) | divide ( #3 , const_60 ) | divide ( #2 , const_2 ) | divide ( #0 , #1 ) | multiply ( #6 , const_2 ) | multiply ( #5 , #7 ) | divide ( #4 , #8 )
if a boat is rowed downstream for n0 km in n1 hours and upstream for n2 km in n3 hours , what is the speed of the boat and the river ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a flagstaff n0 m high casts a shadow of length n1 m . the height of the building , which casts a shadow of length n2 m under similar conditions will be	divide ( n0 , n1 ) | multiply ( n2 , #0 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
if n0 gallons of grape juice are added to n1 gallons of a mixture , which contains n2 percent grape juice then what percent of the resulting mixture is grape juice ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount is	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
a and b together can do a work in n0 days . a alone can do it in n1 days . what time b will take to do the work alone ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
jacob is now n0 years younger than michael . if n1 years from now michael will be twice as old as jacob , how old will jacob be in n2 years ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | add ( n2 , #2 )
an aeroplane covers a certain distance of n0 kmph in n1 hours . to cover the same distance in n4 n3 / n4 hours , it must travel at a speed of	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | add ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #0 , #3 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
a , b , c can complete a piece of work in n0 , n1 , n2 days . working together , they complete the same work in how many days ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | multiply ( #0 , const_2 ) | add ( #1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 ) | divide ( const_1 , #6 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
what is the difference between the c . i . on rs . n0 for n2 1 / n3 years at n4 % per annum compounded yearly and half - yearly ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #2 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | subtract ( #8 , #7 )
a house wife saved $ n0 in buying an item on sale . if she spent $ n1 for the item , approximately how much percent she saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
how many three - element subsets of { n0 , n5 , n2 , n3 , n6 } are there that do not contain the pair of elements n5 and n6 ?	subtract ( n3 , const_4 )
if x , y , and z are positive integers and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | subtract ( #3 , #4 ) | add ( #2 , #5 )
zinc and copper are melted together in the ratio n0 : n1 . what is the weight of melted mixture , if n2 kg of zinc has been consumed in it ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
for any number z , z * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
a man is n0 years older than his son . in eight years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the average of n0 numbers is n1 . average of the first n6 of them is n3 and that of the last n6 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition .	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
a man walks at a rate of n0 mph . after every ten miles , he rests for n1 minutes . how much time does he take to walk n2 miles ?	divide ( n2 , n0 ) | multiply ( n1 , const_4 ) | multiply ( #0 , const_60 ) | add ( #1 , #2 )
for any number z , z * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
a certain rectangular window is two times as long as it is wide . if its perimeter is n0 feet , what are its dimensions in terms of length by width ?	rectangle_area ( n0 , const_4 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
what is the positive difference between the sum of the squares of the first n0 positive integers and the sum of the prime numbers between the first square and fourth square ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | power ( n0 , const_2 ) | add ( #3 , const_1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | add ( n0 , #2 ) | power ( #0 , const_2 ) | add ( #7 , #4 ) | add ( #9 , #1 ) | add ( #12 , #5 ) | add ( #13 , #10 ) | add ( #14 , #11 ) | add ( #8 , #15 ) | add ( #16 , #6 ) | subtract ( #18 , #17 )
how many bricks , each measuring n5 cm x n1 cm x n2 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
a man is n0 years older than his son . in three years , his age will be thrice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
a cube of sides n0 is first painted red and then cut into smaller cubes of side n1 . how many of the smaller cube have painted on exactly n2 sides ?	add ( n1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , const_4 ) | subtract ( #1 , #0 ) | subtract ( #3 , #2 )
what is the largest integral value of ' k ' for which the quadratic equation x n0 - n1 x + k = n2 will have two real and distinct roots ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
if x , y , and z are positive integers and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | subtract ( #3 , #4 ) | add ( #2 , #5 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
you and your friend spent a total of $ n0 for lunch . your friend spent $ n1 more than you . how much did your friend spend on their lunch ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
the ratio of two quantities is n3 to n2 . if each of the quantities is increased n2 and n3 respectively , what is the ratio of these two new quantities ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
if the ratio of apples to bananas is n0 to n3 and the ratio of bananas to cucumbers is n2 to n3 , what is the ratio of apples to cucumbers ?	divide ( n0 , n1 ) | divide ( #0 , n3 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
n2 balls are numbered n1 to n2 . a ball is drawn and then another ball is drawn without replacement . what is the probability that both balls have even numbers ?	add ( const_4 , const_4 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | subtract ( #0 , n1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
a metallic sphere of radius n0 cm is melted and drawn into a wire , whose radius of cross section is n1 cm . what is the length of the wire ?	power ( n0 , const_3 ) | power ( n1 , const_2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_4 ) | divide ( #3 , const_3 )
i sold a book at a profit of n0 % . had i sold it for $ n1 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
on increasing the number of lines in a page by n0 , they become n1 . what is the % of increase in the no . of lines in the page ?	subtract ( n1 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
the product of x and y is a constant . if the value of x is increased by n0 % , by what percentage must the value of y be decreased ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
if n4 men or n1 women can do a piece of work in n2 days , then in how many days can n3 men and n4 women together do the work ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
n2 mat - weaves can weaves n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weaves in n4 days ?	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 )
if the ratio of a to b is n0 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
out of n0 students of a school , n1 play football , n2 play cricket and n3 neither play football nor cricket . how many students play both football and cricket ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
x and y started a business investing rs . n0 and rs n1 respectively . in what ratio the profit earned after n2 years be divided between x and y respectively ?	divide ( n0 , n1 )
on increasing the number of lines in a page by n0 , they become n1 . what is the % of increase in the no . of lines in the page ?	subtract ( n1 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 ) | subtract ( #2 , const_100 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
a house wife saved $ n0 in buying an item on sale . if she spent $ n1 for the item , approximately how much percent she saved in the transaction ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
enrollment in city college in n4 was n1 / n2 percent of enrollment in n5 . what was the percent increase in the college no_ascii_32 s enrollment from n4 to n5 ?	divide ( n1 , n2 ) | subtract ( const_100 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b the present age of b is	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
what is the perimeter , in meters , of a rectangular garden n2 meters wide that has the same area as a rectangular playground n1 meters long and n2 meters wide ?	rectangle_area ( n1 , n2 ) | divide ( #0 , n0 ) | rectangle_perimeter ( n0 , #1 )
when a number is divided by n0 , the remainder is n1 . when the same number is divided by n2 , then remainder is n3 . what is the number ?	add ( const_10 , const_12 ) | add ( #0 , const_4 ) | multiply ( n0 , #1 ) | add ( n1 , #2 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
in n0 there were n1 , n2 women stockbrokers in the united states . by n3 the number had increased to n4 , n5 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
all the faces of cubes are painted with red colour . it is then cut into n0 equal small cubes . find how many small cubes have only one face coloured ?	divide ( n0 , const_4 ) | divide ( #0 , const_2 )
in an election between two candidates , the first candidate got n0 % of the votes and the second candidate got n1 votes . what was the total number of votes ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
the number n is n0 , h n1 , where h represents the n2 ' s digit . if n is divisible by n3 , what is the value of h ?	subtract ( n0 , n3 )
if { x } is the product of all even integers from n0 to x inclusive , what is the greatest prime factor of { n1 } + { n2 } ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
if the ratio of apples to bananas is n0 to n1 and the ratio of bananas to cucumbers is n2 to n3 , what is the ratio of apples to cucumbers ?	divide ( n0 , n1 ) | divide ( #0 , n3 )
a mixture of n0 liters of wine and water contains n1 % water . how much more water should be added so that water becomes n2 % of the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
there are n0 red chips and n1 blue ones . when arranged in a row , they form a certain color pattern , for example rbrrb . how many color patterns ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
a number when divided by n0 gives a number which is n1 more than the remainder obtained on dividing the same number by n2 . such a least possible number m is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #0 )
a man walks at a rate of n0 mph . after every ten miles , he rests for n1 minutes . how much time does he take to walk n2 miles ?	divide ( n2 , n0 ) | multiply ( n1 , const_4 ) | multiply ( #0 , const_60 ) | add ( #1 , #2 )
unit size cubes are stacked inside a big rectangular box having dimensions corresponding to three consecutive multiples of n0 . choose exact number of cubes that can completely fill the box .	multiply ( n0 , const_2 ) | multiply ( n0 , const_3 ) | volume_cube ( const_1 ) | volume_rectangular_prism ( n0 , #0 , #1 ) | divide ( #3 , #2 )
out of n0 students of a school , n1 play football , n2 play cricket and n3 neither play football nor cricket . how many students play both football and cricket ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
the average of n0 result is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
if xy > n0 , n4 / x + n4 / y = n3 , and n4 / xy = n6 , then ( x + y ) / n6 = ?	divide ( n3 , n5 ) | divide ( #0 , n5 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
a walks at n0 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
i sold a book at a profit of n0 % . had i sold it for $ n1 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
the population of a town increased from n0 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
a man is n0 years older than his son . in four years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the difference between compound interest and simple interest on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | add ( #2 , const_1 ) | power ( #1 , n1 ) | subtract ( #4 , #3 ) | divide ( n2 , #5 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a man is n0 years older than his son . in four years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the product of x and y is a constant . if the value of x is increased by n0 % , by what percentage must the value of y be decreased ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
if it takes n0 workers n1 hours to disassemble the exhibition rides at a small amusement park , how many hours would it take n2 workers to do this same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a sum of $ n0 amounts to $ n1 in n3 years at simple interest . if the interest rate is increased by n3 % it would amount to how much ?	subtract ( n1 , n0 ) | divide ( #0 , n2 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 ) | add ( n2 , #3 ) | divide ( #4 , const_100 ) | multiply ( n0 , #5 ) | multiply ( n2 , #6 ) | add ( n0 , #7 )
the population of a town increased from n0 , n4 , n5 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
a dishonest shopkeeper professes to sell pulses at the cost price , but he uses a false weight of n0 gm . for a kg . his gain is no_ascii_6 % .	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 ) | inverse ( #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if $ n0 is deposited into a savings account at an annual interest rate of n1 % that compounds monthly , what is the value of the investment after n2 years ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | multiply ( n1 , #8 ) | divide ( #9 , const_100 ) | add ( #8 , #10 ) | multiply ( n1 , #11 ) | divide ( #12 , const_100 ) | add ( #11 , #13 ) | multiply ( n1 , #14 ) | divide ( #15 , const_100 ) | add ( #14 , #16 ) | multiply ( n1 , #17 ) | divide ( #18 , const_100 ) | add ( #17 , #19 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , n0 ) | multiply ( n1 , #0 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration w of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
let s be the set of all positive integers that , when divided by n0 , have a remainder of n1 . what is the n2 th number in this set ?	subtract ( n2 , const_1 ) | multiply ( n0 , #0 ) | add ( n1 , #1 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
if the ratio of apples to bananas is n0 to n1 and the ratio of bananas to cucumbers is n2 to n3 , what is the ratio of apples to cucumbers ?	divide ( n0 , n1 ) | divide ( #0 , n3 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount is	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( #0 , const_1 ) | subtract ( n0 , #1 )
the salary of a person was reduced by n0 % . by what percent should his reduced salary be raised so as to bring it at par with his original salary ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
in the list n0 , n1 , n5 , n5 , n5 , n5 , n6 , n7 , n8 , what fraction of the data is less than the mode ?	add ( n1 , n2 ) | divide ( const_2 , #0 )
two numbers have a h . c . f of n0 and a product of two numbers is n1 . find the l . c . m of the two numbers ?	divide ( n1 , n0 )
a man is n0 years older than his son . in four years , his age will be twice the age of his son . the present age of the son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
n0 workers should finish a job in n1 days . after n2 days came n3 workers join them . how many days c do they need to finish the same job ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
if the ratio of a to b is n0 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
when n0 is added to half of one - third of one - fifth of a number , the result is one - fifteenth of the number . find the number ?	add ( const_2 , const_3 ) | multiply ( #0 , const_3 ) | divide ( const_1 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
a number when divided by a certain divisor left remainder n0 , when twice the number was divided by the same divisor , the remainder was n1 . find the divisor ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
what is the positive difference between the sum of the squares of the first n0 positive integers and the sum of the prime numbers between the first square and fourth square ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | power ( n0 , const_2 ) | add ( #3 , const_1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | add ( n0 , #2 ) | power ( #0 , const_2 ) | add ( #7 , #4 ) | add ( #9 , #1 ) | add ( #12 , #5 ) | add ( #13 , #10 ) | add ( #14 , #11 ) | add ( #8 , #15 ) | add ( #16 , #6 ) | subtract ( #18 , #17 )
from a group of n1 boys and n1 girls , n2 children are to be randomly selected . what is the probability that n4 boy and n4 girl will be selected ?	add ( n0 , n0 ) | choose ( n0 , const_2 ) | choose ( n0 , const_2 ) | choose ( #0 , n2 ) | multiply ( #1 , #2 ) | divide ( #4 , #3 )
the average age of n0 boys is n1 years and their ages are in proportion n2 : n3 : n4 . what is the age in years of the youngest boy ?	add ( n2 , n3 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
( n0 x + n1 ) ( n4 x - n3 ) = ax ^ n4 + kx + n . what is the value of a - n + k ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n1 , n1 ) | multiply ( n0 , n3 ) | add ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #4 , #5 )
if difference between compound interest and simple interest on a sum at n0 % p . a . for n1 years is rs . n2 , then what is the sum ?	divide ( n0 , const_100 ) | multiply ( #0 , #0 ) | divide ( n2 , #1 )
let n be the greatest number that will divide n0 , n1 and n2 , leaving the same remainder in each case . then sum of the digits in n is :	add ( const_1 , const_1 ) | add ( #0 , const_2 )
p , q and r have rs . n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
two numbers are in the ratio of n0 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . find the numbers ?	multiply ( n0 , n2 )
how many liters of pure alcohol must be added to a n0 - liter solution that is n1 percent alcohol in order to produce a solution that is n2 percent alcohol ?	add ( const_3 , const_4 ) | divide ( n0 , #0 )
the salary of a person was reduced by n0 % . by what percent should his reduced salary be raised so as to bring it at par with his original salary ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
in n0 there were n1 , n2 women stockbrokers in the united states . by n3 the number had increased to n4 , n5 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
a dishonest shopkeeper professes to sell pulses at the cost price , but he uses a false weight of n0 gm . for a kg . his gain is no_ascii_6 % .	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 ) | inverse ( #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if n4 men or n1 women can do a piece of work in n2 days , then in how many days can n3 men and n4 women together do the work ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
paulson spends n0 % of his income . his income is increased by n1 % and he increased his expenditure by n2 % . find the percentage increase in his savings ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #2 ) | subtract ( #3 , #6 ) | subtract ( #7 , #5 ) | divide ( #8 , #5 ) | multiply ( #9 , const_100 )
if an object travels n0 feet in n1 seconds , what is the object no_ascii_32 s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
if w is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of w ?	subtract ( n1 , const_2 ) | divide ( #0 , const_2 )
when the positive integer k is divided by the positive integer n , the remainder is n0 . if k / n = n1 , what is the value of n ?	divide ( const_2 , const_10 ) | multiply ( n1 , const_10 ) | divide ( n0 , #0 ) | subtract ( #1 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , #2 ) | add ( n0 , #5 ) | divide ( #6 , #2 )
jacob is now n0 years younger than michael . if n1 years from now michael will be twice as old as jacob , how old will jacob be in n2 years ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | add ( n2 , #2 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if n0 gallons of grape juice are added to n1 gallons of a mixture , which contains n2 percent grape juice then what percent of the resulting mixture is grape juice ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
the salary of a person was reduced by n0 % . by what percent should his reduced salary be raised so as to bring it at par with his original salary ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
if p is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of p ?	multiply ( n2 , const_4 ) | add ( n2 , #0 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is :	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if n is a positive integer , what is the remainder when ( n0 ^ ( n2 n + n2 ) ) ( n3 ^ n ) is divided by n4 ?	multiply ( const_3 , const_3 ) | multiply ( n3 , #0 ) | reminder ( #1 , n4 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
if n2 gallons of grape juice are added to n1 gallons of a mixture , which contains n2 percent grape juice then what percent of the resulting mixture is grape juice ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
if v is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of v ?	divide ( n1 , n2 ) | power ( n2 , const_2 ) | power ( n2 , n2 ) | divide ( n1 , #1 ) | divide ( n1 , #2 ) | floor ( #3 ) | floor ( #4 ) | add ( #0 , #5 ) | add ( #7 , #6 )
what is the perimeter , in meters , of a rectangular garden n0 meters wide that has the same area as a rectangular playground n1 meters long and n2 meters wide ?	rectangle_area ( n1 , n2 ) | divide ( #0 , n0 ) | rectangle_perimeter ( n0 , #1 )
the ratio of n2 numbers is n1 : n2 and their h . c . f . and l . c . m are n3 and n4 . find the numbers .	power ( n0 , n1 ) | power ( n1 , n1 ) | power ( n2 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | sqrt ( #5 )
an article is sold at a certain price . by selling it at n0 / n1 of that price one loses n2 % . find the gain percent at original price .	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
two numbers are in the ratio of n0 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . find the numbers ?	multiply ( n0 , n2 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
of the n0 - digit integers greater than n1 , how many have two digits t that are equal to each other and the remaining digit different from the other two ?	divide ( n1 , const_100 ) | subtract ( const_1000 , n1 ) | subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | subtract ( #1 , const_1 ) | subtract ( const_10 , #0 ) | multiply ( #5 , #2 ) | multiply ( #6 , #3 ) | add ( #7 , const_3 ) | subtract ( #4 , #8 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
anand and deepak started a business investing rs . n0 and rs . n1 respectively . out of a total profit of rs . n2 , deepak ' s share is :	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
two integers are in the ratio of n3 to n1 . if n2 is added to the smaller number , the ratio becomes n3 to n4 . find the larger integer .	multiply ( n2 , n4 ) | subtract ( n1 , n4 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the population of a town increased from n3 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
find the unit no_ascii_32 s digit in the product ( n7 ^ n2 ) * ( n2 ^ n4 ) * ( n4 ^ n6 ) * ( n6 ^ n7 )	divide ( n3 , n3 ) | add ( #0 , const_3 )
a is twice as good as workman as b and together they finish a piece of work in n0 days . in how many days will a alone finish the work ?	multiply ( n0 , const_3 )
the area of a parallelogram is n0 sq m . then the area of a triangle formed by its diagonal is - - - - - - - - - - ?	divide ( n0 , const_2 )
the average of n0 result is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
n0 percent of andrea ' s living room floor is covered by a carpet that is n1 feet by n2 feet . what is the area of her living room floor ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
alice can bake a pie in n0 minutes . bob can bake a pie in n1 minutes . compute how many more pies alice can bake than bob in n2 minutes .	divide ( n2 , n0 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b the present age of b is	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
n0 percent of your marbles are a solid color . n1 percent of your marbles are solid yellow . what percentage of your marbles are a solid color other than yellow ?	subtract ( n0 , n1 )
when a number is divided by n0 , the remainder is n1 . when the same number is divided by n2 , the remainder is n3 . what is the number ?	add ( const_10 , const_12 ) | add ( #0 , const_4 ) | multiply ( n0 , #1 ) | add ( n1 , #2 )
if n4 / ( x + n5 ) + n4 / ( x - n5 ) = n4 / ( x - n5 ) , what is the value of x ?	add ( n1 , n0 ) | subtract ( #0 , n0 )
you and your friend spent a total of $ n0 for lunch . your friend spent $ n1 more than you . how much did your friend spend on their lunch ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
b completes a work in n0 days . a alone can do it in n1 days . if both work together , the work can be completed in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
when n0 is added to half of one - third of one - fifth of a number , the result is one - fifteenth of the number . find the number ?	add ( const_2 , n0 ) | multiply ( #0 , const_3 ) | divide ( const_1 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b the present age of b is	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
the cost of carpeting a room n0 meters long with a carpet n1 cm wide at n2 paisa per meter is rs . n3 . the breadth of the room is ?	divide ( n1 , const_100 ) | multiply ( n3 , const_100 ) | divide ( #1 , n2 ) | multiply ( #2 , #0 ) | divide ( #3 , n0 )
two numbers have a h . c . f of n0 and a product of two numbers is n1 . find the l . c . m of the two numbers ?	divide ( n1 , n0 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
the average weight of n0 pigs is n1 kg . weight less than n2 kg is considered as under weight . what maximum no . of pig can be under weight .	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
john and ingrid pay n0 % and n1 % tax annually , respectively . if john makes $ n2 and ingrid makes $ n3 , what is their combined tax rate ?	add ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
in how many t ways can n0 white and n1 black chess pieces be arranged in a row such that they occupy alternate places ? assume that the pieces are distinct .	factorial ( n1 ) | factorial ( n0 ) | multiply ( #0 , #1 )
how many liters of pure alcohol must be added to a n0 - liter solution that is n1 percent alcohol in order to produce a solution that is n2 percent alcohol ?	add ( const_3 , const_4 ) | divide ( n0 , #0 )
when a number is divided by n0 , the remainder is n1 . when the same number is divided by n2 , then remainder is n3 . what is the number ?	add ( const_10 , const_12 ) | add ( #0 , const_4 ) | multiply ( n0 , #1 ) | add ( n1 , #2 )
p , q and r have rs . n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
the average of n0 result is n3 . average of the first n6 of them is n3 and that of the last n6 is n5 . find the n6 th result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
if equation | x / n1 | + | y / n1 | = n2 encloses a certain region on the coordinate plane , what is the area of this region ?	multiply ( n0 , n0 ) | power ( #0 , n0 ) | add ( #1 , #1 )
b completes a work in n0 days . a alone can do it in n1 days . if both work together , the work can be completed in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a circular path of n0 m radius has marginal walk n1 m wide all round it . find the cost of leveling the walk at rs . n3 per m n3 ?	add ( n0 , n1 ) | circle_area ( n0 ) | circle_area ( #0 ) | subtract ( #2 , #1 ) | multiply ( n2 , #3 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
if xy > n0 , n4 / x + n4 / y = n6 , and n4 / xy = n5 , then ( x + y ) / n6 = ?	divide ( n3 , n5 ) | divide ( #0 , n5 )
a number when divided by n0 gives a number which is n1 more than the remainder obtained on dividing the same number by n2 . such a least possible number n is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #0 )
a train covers a distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 hours , it must travel at a speed of ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
in what ratio must wheat at rs . n0 pe rkg be mixed with wheat at rs . n1 per kg so that the mixture be worth rs . n2 per kg	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if n0 men can build a water fountain n1 metres long in n2 days , what length of a similar water fountain can be built by n3 men in n4 days ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
let s be the set of all positive integers that , when divided by n0 , have a remainder of n1 . what is the n2 th number in this set ?	subtract ( n2 , const_1 ) | multiply ( n0 , #0 ) | add ( n1 , #1 )
fresh grapes contain n0 % by weight while dried grapes contain n2 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the average of thirteen numbers is n0 . the average of first n3 numbers is n2 and the average of last n3 numbers is n4 . what is the middle number ?	add ( n1 , n1 ) | multiply ( n1 , n2 ) | multiply ( n1 , n4 ) | add ( #0 , const_1 ) | add ( #1 , #2 ) | multiply ( n0 , #3 ) | subtract ( #5 , #4 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the breadth of a rectangular hall is two - thirds of its length . if the area of the hall is n0 sq metres , what is the length in metres ?	divide ( const_2 , const_3 ) | divide ( n0 , #0 ) | sqrt ( #1 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is :	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , n0 ) | multiply ( n1 , #0 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
hree number are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f . is :	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( n3 , #1 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
out of n0 students of a school , n1 play football , n2 play cricket and n3 neither play football nor cricket . how many students play both football and cricket ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
how many bricks , each measuring n0 cm x n1 cm x n2 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( #0 , const_1 ) | subtract ( n0 , #1 )
a man has n0 candles . after burning , he can make a new candle from n1 stubs left behind . find the maximum number of candles that can be made .	divide ( n0 , n1 ) | divide ( #0 , n1 ) | floor ( #1 ) | add ( #0 , #2 )
when n0 is added to half of one - third of one - fifth of a number , the result is one - fifteenth of the number . find the number ?	add ( const_2 , n0 ) | multiply ( #0 , n0 ) | divide ( const_1 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
ravi and kavi start a business by investing no_ascii_21 no_ascii_71 no_ascii_70 n0 and no_ascii_21 no_ascii_71 no_ascii_70 n1 , respectively . find the ratio of their profits at the end of year .	divide ( n0 , n1 )
if an object travels n0 feet in n1 seconds , what is the object ' s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( #0 , const_1 ) | subtract ( n0 , #1 )
a number when divided by n0 gives a number which is n1 more than the remainder obtained on dividing the same number by n2 . such a least possible number v is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #0 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
a man is n0 years older than his son . in three years , his age will be thrice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
if n2 gallons of grape juice are added to n1 gallons of a mixture , which contains n2 percent grape juice then what percent of the resulting mixture is grape juice ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
if the sides of a square are doubled in length , the area of the original square is now how many times as large as the area of the resultant square ?	divide ( const_1 , const_2 ) | power ( #0 , const_2 ) | multiply ( #1 , const_100 )
a trained covered x km at n0 kmph and another n3 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
an aeroplane covers a certain distance of n0 kmph in n2 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | add ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #0 , #3 )
two integers are in the ratio of n4 to n1 . if n2 is added to the smaller number , the ratio becomes n4 to n4 . find the larger integer .	multiply ( n2 , n4 ) | subtract ( n1 , n4 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
if n4 / ( x + n5 ) + n4 / ( x - n5 ) = n4 / ( x + n5 ) , what is the value of x ?	add ( n0 , n0 ) | subtract ( #0 , n0 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
( n0 x + n4 ) ( n4 x - n3 ) = ax ^ n4 + kx + n . what is the value of a - n + k ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n1 , n1 ) | multiply ( n0 , n3 ) | add ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #4 , #5 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
n0 percent of andrea ' s living room floor is covered by a carpet that is n1 feet by n2 feet . what is the area of her living room floor ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a sum fetched a total simple interest of $ n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
n0 persons like apple . n1 like orange and mango dislike apple . n2 like mango and apple and dislike orange . n3 like all . how many people like apple ?	subtract ( n0 , const_3 ) | subtract ( n2 , n1 ) | add ( n1 , #0 ) | add ( #2 , #1 )
the average of n0 numbers is n1 . the average of first n2 numbers is n3 and the average of last n4 numbers is n5 . what is the middle number ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
a , b , c can complete a piece of work in n0 , n1 , n2 days . working together , they complete the same work in how many days ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | multiply ( #0 , const_2 ) | add ( #1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 ) | divide ( const_1 , #6 )
if p # q denotes the least common multiple of p and q , then t = ( ( n0 # n1 ) # ( n2 # n3 ) ) = ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n3 , #3 )
if n2 gallons of grape juice are added to n1 gallons of a mixture , which contains n2 percent grape juice then what percent of the resulting mixture is grape juice ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if a rectangular room measures n0 meters by n1 meters by n2 meters , what is the volume of the room in cubic centimeters ? ( n3 meter = n4 centimeters )	divide ( n3 , const_10 ) | multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , #3 )
the average age of n0 students in a class is n1 years . the average age of n2 students is n4 . what is the average age of remaining n4 students ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n4 , what is the mean of n5 , n6 , n7 , n8 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
if a solid sphere of radius n0 cms is moulded into n1 spherical solid balls of equal radius , then surface area of each ball ( in cm n2 ) is ?	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | power ( #2 , const_0_33 ) | power ( #3 , const_2 ) | multiply ( #4 , const_4 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is :	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( #0 , const_1 ) | subtract ( n0 , #1 )
if equation | x / n1 | + | y / n1 | = n2 encloses a certain region on the coordinate plane , what is the area of this region ?	multiply ( const_2.0 , const_2.0 ) | power ( #0 , n0 ) | add ( #1 , #1 )
ravi and kavi start a business by investing no_ascii_21 no_ascii_71 no_ascii_70 n0 and no_ascii_21 no_ascii_71 no_ascii_70 n1 , respectively . find the ratio of their profits at the end of year .	divide ( n0 , n1 )
a mixture of n0 liters of wine and water contains n1 % water . how much more water should be added so that water becomes n2 % of the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
radha bought a watch for rs . n0 and got a percentage of profit equal to the cost price of the watch . what is the cost price of the watch ?	multiply ( const_100 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( #1 , const_4 ) | add ( #0 , #2 ) | sqrt ( #3 ) | subtract ( #4 , const_100 ) | divide ( #5 , const_2 ) | add ( #6 , const_10 )
a mixture of n0 kg of spirit and water contains n1 % water . how much water must be added to this mixture to raise the percentage of water to n2 %	divide ( n2 , const_100 ) | divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
a number when divided by a certain divisor left remainder n0 , when twice the number was divided by the same divisor , the remainder was n1 . find the divisor ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
a courtyard is n0 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is :	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
if xy > n0 , n4 / x + n4 / y = n3 , and n4 / xy = n5 , then ( x + y ) / n6 = ?	divide ( n3 , n5 ) | divide ( #0 , n5 )
a number when divided by n0 gives a number which is n1 more than the remainder obtained on dividing the same number by n2 . such a least possible number k is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #0 )
in an election between two candidates , the first candidate got n0 % of the votes and the second candidate got n1 votes . what was the total number of votes ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a can run n2 km distance in n2 min . , while b can run this distance in n2 min n3 sec . by how much distance can a beat b ?	multiply ( n0 , const_60 ) | multiply ( n0 , const_1000 ) | add ( n3 , #0 ) | divide ( #1 , #0 ) | divide ( #1 , #2 ) | subtract ( #3 , #4 ) | multiply ( #0 , #5 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
the sum of present age of abe and the age before n2 years is n1 . find the present age of abe . what will be his age after n2 years ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
if n0 men or n1 women can do a piece of work in n2 days , then in how many days can n3 men and n4 women together do the work ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
if p is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of p ?	multiply ( n2 , const_4 ) | add ( n2 , #0 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration q of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
what is the perimeter , in meters , of a rectangular garden n0 meters wide that has the same area as a rectangular playground n1 meters long and n2 meters wide ?	rectangle_area ( n1 , n2 ) | divide ( #0 , const_4 ) | rectangle_perimeter ( n0 , #1 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if a boat is rowed downstream for n0 km in n1 hours and upstream for n2 km in n3 hours , what is the speed of the boat and the river ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
a certain rectangular window is three times as long as it is wide . if its perimeter is n0 feet , what are its dimensions in terms of length by width ?	rectangle_area ( n0 , const_4 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
a dishonest shopkeeper professes to sell pulses at the cost price , but he uses a false weight of n0 gm . for a kg . his gain is no_ascii_6 % .	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 ) | inverse ( #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if p # q denotes the least common multiple of p and q , then q = ( ( n0 # n1 ) # ( n2 # n3 ) ) = ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n3 , #3 )
after giving a discount of rs . n0 the shopkeeper still gets a profit of n1 % , if the cost price is rs . n2 . find the markup % ?	divide ( const_100 , n1 ) | divide ( n2 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , n2 ) | divide ( #4 , n2 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
after giving a discount of rs . n0 the shopkeeper still gets a profit of n1 % , if the cost price is rs . n2 . find the markup % ?	divide ( const_100 , n1 ) | divide ( n2 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , n2 ) | divide ( #4 , n2 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
the sum of present age of abe and the age before n2 years is n1 . find the present age of abe . what will be his age after n2 years ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
the length and breadth of a rectangular floor are n0 metre and n1 metre respectively . find how many minimum number of square tiles would be required to cover it completely ?	add ( const_10 , const_10 ) | add ( const_2 , const_3 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , #1 ) | rectangle_area ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
a trained covered x km at n0 kmph and another n1 x km at n2 kmph . find the average speed of the train in covering the entire n3 x km .	divide ( n0 , n0 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #2 , n2 ) | add ( #0 , #3 ) | divide ( #1 , #4 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
if n is a positive integer , what is the remainder when ( n0 ^ ( n1 n + n3 ) ) ( n3 ^ n ) is divided by n4 ?	multiply ( const_3 , const_3 ) | multiply ( n3 , #0 ) | reminder ( #1 , n4 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . their h . c . f . is :	multiply ( n0 , n2 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
ratio of girl and boys in class is n0 : n1 . if n2 girl leave the class and ratio become n3 : n4 . calculate the no . of boys ?	multiply ( n2 , n4 ) | multiply ( n0 , n4 ) | multiply ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n1 , #4 )
zinc and copper are melted together in the ratio n0 : n1 . what is the weight of melted mixture , if n2 kg of zinc has been consumed in it ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
what will be the compound interest on a sum of rs . n0 , n1 after n2 years at the rate of n3 p . c . p . a . ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | power ( #2 , n1 ) | multiply ( #3 , #4 ) | subtract ( #5 , #3 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , n0 ) | multiply ( n1 , #0 )
there are n0 boys and n1 girls in a class . if three students are selected at random , in how many ways that n2 girl & n3 boys are selected ?	choose ( n0 , n3 ) | choose ( n1 , n2 ) | multiply ( #0 , #1 )
there are n0 boys and n1 girls in a class . if three students are selected at random , in how many ways that n2 girl & n3 boys are selected ?	choose ( n0 , n3 ) | choose ( n1 , n2 ) | multiply ( #0 , #1 )
the cost of carpeting a room n0 meters long with a carpet n1 cm wide at n2 paise per meter is rs . n3 . the breadth of the room is ?	divide ( n1 , const_100 ) | multiply ( n3 , const_100 ) | divide ( #1 , n2 ) | multiply ( #2 , #0 ) | divide ( #3 , n0 )
an aeroplane covers a certain distance of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | add ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #0 , #3 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
what is the difference between the c . i . on rs . n0 for n2 1 / n3 years at n4 % per annum compounded yearly and half - yearly ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #2 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | subtract ( #8 , #7 )
the product of x and y is a constant . if the value of x is increased by n0 % , by what percentage must the value of y be decreased ?	add ( n0 , const_100 ) | divide ( const_100 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
if a and b are the roots of the equation x n5 - n1 x + n2 = n3 , find the value of a n5 + b n5 + ab ?	multiply ( n1 , const_4 ) | power ( n1 , n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #5 , n0 ) | divide ( #4 , n0 ) | power ( #6 , n0 ) | power ( #7 , n0 ) | add ( #8 , #9 )
if x / y = n3 and ( n1 a - x ) / ( n2 b - y ) = n3 , then the value of a / b is ?	multiply ( n0 , n0 ) | divide ( #0 , n1 )
the ratio between x and y is n0 / n2 ; x and y are decreased by n2 , what is the ratio between the new values of x and y ?	multiply ( n0 , n1 ) | divide ( #0 , #0 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
n2 mat - weavers can weave n2 mats in n2 days . at the same rate , how many mats would be woven by n4 mat - weavers in n4 days ?	divide ( n3 , n0 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_73 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if p ( a ) = n0 , p ( b ) = n1 and p ( b | a ) = n2 , find p ( a n b ) ?	multiply ( n0 , n2 ) | multiply ( #0 , const_10 )
if { x } is the product of all even integers from n0 to x inclusive , what is the greatest prime factor of { n1 } + { n2 } ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
a trader sells n0 meters of cloth for $ n1 at the profit of $ n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
if x , y , and z are positive integers and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | subtract ( #3 , #4 ) | add ( #2 , #5 )
there are n1 red chips and n1 blue ones . when arranged in a row , they form a certain color pattern , for example rbrrb . how many color patterns ?	factorial ( const_4.0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
two numbers are in the ratio n0 : n1 . if n3 be subtracted from each , they are in the ratio of n3 : n4 . the first number is :	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
after giving a discount of rs . n0 the shopkeeper still gets a profit of n1 % , if the cost price is rs . n2 . find the markup % ?	divide ( const_100 , n1 ) | divide ( n2 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , n2 ) | divide ( #4 , n2 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
n0 workers should finish a job in n1 days . after n2 days came n3 workers join them . how many days x do they need to finish the same job ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
dawson has to secure n2 % marks to clear his exam of class n1 th . he got n2 marks and failed by n3 marks . what is the maximum marks ?	add ( n0 , n3 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
the average of n0 result is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th result ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the cash difference between the selling prices of an book at a profit of n0 % and n1 % is $ n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
how many bricks , each measuring n0 cm x n1 cm x n2 cm , will be needed to build a wall of n5 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
what is the probability for a family with n0 children to have two boys and n1 girls ( assuming the probability of having a boy or a girl is equal ) ?	factorial ( n0 ) | factorial ( n1 ) | power ( const_2 , n0 ) | subtract ( n0 , n1 ) | factorial ( #3 ) | multiply ( #1 , #4 ) | divide ( #0 , #5 ) | divide ( #6 , #2 )
if a : b = n0 : n1 , b : c = n2 : n4 and c : d = n4 : n5 then a : d is equal to :	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n6 , what is the mean of n5 , n6 , n7 , n8 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
a and b together can do a work in n0 days . if a alone can do it in n1 days . in how many days can b alone do it ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
the length and breadth of a square are increased by n0 % and n1 % respectively . the area of the rectangle so formed exceeds the area of the square by ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a walks at n0 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
for any number z , z * is defined as the greatest positive even integer less than or equal to z . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
the ratio of the ages of n0 people is n1 : n2 : n3 . n4 years ago , the sum of their ages was n5 . find their present ages .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | add ( n5 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 ) | multiply ( n2 , #4 )
a sum of rs . n0 , n3 amounts to rs . n2 , n3 in n4 years at the rate of simple interest . what is the rate of interest ?	add ( const_2 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #3 , const_100 ) | multiply ( #2 , #5 ) | multiply ( #1 , #5 ) | add ( #6 , #4 ) | add ( #7 , #4 ) | subtract ( #8 , #9 ) | divide ( #10 , #9 ) | divide ( #11 , n2 ) | multiply ( #12 , const_100 )
a courtyard is n2 meter long and n1 meter board is to be paved with bricks of dimensions n2 cm by n3 cm . the total number of bricks required is ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
a and b together can do a work in n0 days . a alone can do it in n1 days . what time b will take to do the work alone ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
the cash difference between the selling prices of an book at a profit of n0 % and n1 % is $ n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
( n3 x + n4 ) ( n4 x - n3 ) = ax ^ n4 + kx + n . what is the value of a - n + k ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n1 , n1 ) | multiply ( n0 , n3 ) | add ( #0 , #1 ) | subtract ( #2 , #3 ) | add ( #4 , #5 )
the cost of painting the n0 walls of a room is rs . n1 . the cost of painting a room n2 times in length , breadth and height will be :	power ( n2 , const_2 ) | multiply ( n1 , #0 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
all factors of a positive integer x are multiplied and the product obtained is x ^ n0 . if x is greater than n1 , how many factors does x have ?	add ( n0 , const_3 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
while calculating the edge of a square , a worker makes an error of n0 % in excess . what % error does he make in calculating area ? ( % )	add ( n0 , const_100 ) | square_area ( const_100 ) | square_area ( #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 )
in n0 there were n1 , n2 women stockbrokers in the united states . by n3 the number had increased to n4 , n5 . approximately what was the percent increase ?	subtract ( n3 , n1 ) | divide ( #0 , n1 )
a and b together have $ n0 . if of a ' s amount is equal to of b ' s amount , what is the ratio between a and b ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_10 )
a circular ground whose diameter is n0 metres , has a n1 metre - broad garden around inside of it . what is the area of the garden in square metres ?	divide ( n0 , n1 ) | add ( n1 , #0 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #3 , #2 )
how many liters of pure alcohol must be added to a n0 - liter solution that is n1 percent alcohol in order to produce a solution that is n2 percent alcohol ?	add ( const_3 , const_4 ) | divide ( n0 , #0 )
a bag contains n3 red , n1 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that balls drawn contain exactly two green balls ?	add ( n0 , n1 ) | choose ( n2 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
a , b , c can complete a piece of work in n0 , n1 , n2 days . working together , they complete the same work in how many days ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | multiply ( #0 , const_2 ) | add ( #1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 ) | divide ( const_1 , #6 )
the average of n0 numbers is n1 . average of the first n4 of them is n3 and that of the last n4 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
if the average marks of n0 batches of n1 , n2 and n3 students respectively is n4 , n5 , n6 , what is the average marks of all the students ?	add ( n1 , n2 ) | multiply ( n1 , n4 ) | multiply ( n2 , n5 ) | multiply ( n3 , n6 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
b completes a work in n0 days . a alone can do it in n1 days . if both work together , the work can be completed in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a mixture of n0 liters of wine and water contains n1 % water . how much more water should be added so that water becomes n2 % of the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a and b together can do a work in n0 days . a alone can do it in n1 days . what time b will take to do the work alone ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_2 , #0 ) | subtract ( #1 , #2 ) | inverse ( #4 ) | add ( #3 , #5 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_73 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if the ratio of apples to bananas is n3 to n1 and the ratio of bananas to cucumbers is n2 to n3 , what is the ratio of apples to cucumbers ?	divide ( n0 , n1 ) | divide ( #0 , n3 )
n0 men working n1 hours daily finish a work in n2 days . in how many days will they finish n3 / n4 th of the work working n5 hours daily ?	multiply ( n1 , n2 ) | divide ( #0 , n4 ) | divide ( #1 , n5 )
there are n1 students named alphabetically from a to j . what is the probability that a and d do not sit together if all n1 sit around a circular table ?	divide ( const_2 , n0 ) | subtract ( const_1 , #0 )
n0 years ago a was half of b in age . if the ratio of their present ages is n1 : n2 , what will be the total of their present ages	divide ( n0 , const_2 ) | divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | multiply ( n2 , #4 ) | add ( #5 , #6 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
the population of a town increased from n0 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
if r is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of r ?	divide ( n1 , const_2 ) | subtract ( #0 , n0 )
rs . n0 was divided among n1 boys and girls such that each boy rs . n2 and each girl got rs . n3 . what is the number of boys ?	multiply ( n1 , n3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
the population of a town increased from n3 , n1 , n2 to n3 , n4 , n5 in a decade . the average percent increase of population per year is :	add ( n2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_10 , const_1000 ) | multiply ( #2 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #0 , #5 ) | subtract ( #3 , const_1000 ) | multiply ( #6 , const_1000 ) | subtract ( #7 , const_1000 ) | subtract ( #9 , #4 ) | divide ( #10 , #8 ) | subtract ( #11 , n0 ) | divide ( #12 , const_10 ) | multiply ( #13 , const_100 ) | add ( #14 , const_4 )
a dishonest shopkeeper professes to sell pulses at the cost price , but he uses a false weight of n0 gm . for a kg . his gain is no_ascii_6 % .	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 ) | inverse ( #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
n2 balls are numbered n1 to n2 . a ball is drawn and then another ball is drawn without replacement . what is the probability that both balls have even numbers ?	add ( const_4 , const_4 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | subtract ( #0 , n1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
if ( n5 / n1 ) ^ m * ( n5 / n3 ) ^ n8 = n5 / ( n6 * ( n7 ) ^ n8 ) , then m =	divide ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n1 , n6 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | add ( #3 , #4 ) | subtract ( #5 , #2 )
b completes a work in n0 days . a alone can do it in n1 days . if both work together , the work can be completed in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
apple , orange , mango . mango + apple = n0 . mango + orange = n1 . mango + apple + orange = n2 . calculate the no of mango ?	subtract ( n2 , n0 ) | subtract ( n1 , #0 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
two integers are in the ratio of n3 to n1 . if n2 is added to the smaller number , the ratio becomes n3 to n4 . find the larger integer .	multiply ( n2 , n4 ) | subtract ( n1 , n4 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
if the ratio of apples to bananas is n0 to n1 and the ratio of bananas to cucumbers is n2 to n3 , what is the ratio of apples to cucumbers ?	divide ( n0 , n1 ) | divide ( #0 , n3 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n6 , what is the mean of n5 , n6 , n7 , n8 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a equilateral triangle having one side n0 m . in this triangle there is a square of side n1 m . calculate the percentage of area outside square in that triangle .	power ( n0 , const_2 ) | sqrt ( const_3 ) | square_area ( n1 ) | divide ( #1 , const_4 ) | multiply ( #3 , #0 ) | subtract ( #4 , #2 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a walks at n1 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
the compound and the simple interests on a certain sum at the same rate of interest for two years are rs . n0 and rs . n1 respectively . find the sum	divide ( n1 , const_2 ) | multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 ) | multiply ( #4 , const_2 ) | divide ( #1 , #5 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
two numbers are in the ratio n0 : n4 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . the first number is :	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , n0 ) | multiply ( n1 , #0 )
a train requires n0 seconds to pass a pole while it requires n1 seconds to cross a stationary train which is n2 mtrs long . find the speed of the train .	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_3_6 )
for any number z , z * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( n0 , #0 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
n2 balls are numbered n1 to n2 . a ball is drawn and then another ball is drawn without replacement . what is the probability that both balls have even numbers ?	add ( const_4 , const_4 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | subtract ( #0 , n1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
paul has to secure n2 % marks to clear his exam of class n1 th . he got n2 marks and failed by n3 marks . what is the maximum marks ?	add ( n0 , n3 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , const_1000 ) | log ( #3 ) | multiply ( n0 , #4 )
set j consists of n0 consecutive even numbers . if the smallest term in the set is - n1 , what is the range of the positive integers in set j ?	negate ( n1 ) | subtract ( n0 , const_1 ) | multiply ( n1 , #1 ) | add ( #2 , #0 ) | subtract ( #3 , n1 )
p , q and r have rs . n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
a car drives n0 miles on local roads at n1 mph , and n2 miles on the highway at n3 mph , what is the average speed of the entire trip ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
there are n0 boys and n1 girls in a class . if three students are selected at random , in how many ways that n2 girl and n3 boys are selected ?	choose ( n0 , n3 ) | choose ( n1 , n2 ) | multiply ( #0 , #1 )
a mixture of n0 liters of wine and water contains n1 % water . how much more water should be added so that water becomes n2 % of the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
two numbers have a h . c . f of n0 and a product of two numbers is n1 . find the l . c . m of the two numbers ?	divide ( n1 , n0 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
a circular ground whose diameter is n0 metres , has a garden of area n1 m ^ n2 around it . what is the wide of the path of the garden ?	divide ( n0 , n1 ) | add ( n1 , #0 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #3 , #2 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
n0 percent of andrea ' s living room floor is covered by a carpet that is n1 feet by n2 feet . what is the area of her living room floor ?	divide ( n0 , const_100 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
n0 persons like apple . n1 like orange and mango dislike apple . n2 like mango and apple and dislike orange . n3 like all . how many people like apple ?	subtract ( n0 , const_3 ) | subtract ( n2 , n1 ) | add ( n1 , #0 ) | add ( #2 , #1 )
i sold a book at a profit of n0 % . had i sold it for $ n1 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
a certain rectangular window is four times as long as it is wide . if its perimeter is n0 feet , what are its dimensions in terms of length by width ?	rectangle_area ( n0 , const_4 )
jim is able to sell a hand - carved statue for $ n0 which was a n1 % profit over his cost . how much did the statue originally cost him ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
n0 persons like apple . n1 like orange and mango dislike apple . n2 like mango and apple and dislike orange . n3 like all . how many people like apple ?	subtract ( n0 , n3 ) | subtract ( n2 , n1 ) | add ( n1 , #0 ) | add ( #2 , #1 )
the average of n0 numbers is n1 . average of the first n6 of them is n3 and that of the last n6 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
the cash difference between the selling prices of an book at a profit of n0 % and n1 % is $ n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
if n0 men can build a water fountain n1 metres long in n2 days , what length of a similar water fountain can be built by n3 men in n4 days ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
if x is a number such that x ^ n4 + n6 x - n5 = n7 and x ^ n4 - n5 x + n6 = n7 , then x =	add ( n2 , n6 ) | add ( n0 , n5 ) | divide ( #0 , #1 )
if an object travels n0 feet in n1 seconds , what is the object no_ascii_32 s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
ravi and kavi start a business by investing no_ascii_21 no_ascii_71 no_ascii_70 n0 and no_ascii_21 no_ascii_71 no_ascii_70 n1 , respectively . find the ratio of their profits at the end of year .	divide ( n0 , n1 )
if a rectangular room measures n0 meters by n1 meters by n2 meters , what is the volume of the room in cubic centimeters ? ( n3 meter = n4 centimeters )	divide ( n3 , const_10 ) | multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | multiply ( #5 , #3 )
p and q invested in a business . the profit earned was divided in the ratio n0 : n1 . if p invested rs n2 , the amount invested by q is	divide ( n2 , const_2.0 ) | multiply ( n1 , #0 )
the salary of a person was reduced by n0 % . by what percent should his reduced salary be raised so as to bring it at par with his original salary ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
the present ages of n0 persons are in proportions n1 : n4 : n3 . n4 years ago , the sum of their ages was n5 . find their present ages .	add ( n1 , n2 ) | multiply ( n2 , const_3 ) | add ( n5 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 )
the sum of present age of abe and the age before n2 years is n1 . find the present age of abe . what will be his age after n2 years ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
the average age of n0 students in a class is n1 years . the average age of n2 students is n3 . what is the average age of remaining n4 students ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
if each side of a right triangle is increased by n0 % and the base ( b ) is half of the height , find the percentage change in its area ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if p is the product of the integers from n0 to n1 , inclusive , what is the greatest integer k for which n2 ^ k is a factor of p ?	multiply ( n2 , const_4 ) | add ( n2 , #0 )
what is the difference between the c . i . on rs . n0 for n2 1 / n3 years at n4 % per annum compounded yearly and half - yearly ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #2 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | subtract ( #8 , #7 )
after giving a discount of rs . n0 the shopkeeper gets a profit of n1 % , if the cost price is rs . n2 . find the marked price % ?	divide ( const_100 , n1 ) | divide ( n2 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | subtract ( #3 , n2 ) | divide ( #4 , n2 )
a walks at n0 kmph and n1 hours after his start , b cycles after him at n2 kmph . how far from the start does b catch up with a ?	multiply ( n1 , n2 )
what would be the length of the diagonal of a square plot whose area is equal to the area of a rectangular plot of n0 m length and n1 m width ?	rectangle_area ( n0 , n1 ) | square_edge_by_area ( #0 ) | diagonal ( #1 , #1 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
a metallic sphere of radius n1 cm is melted and drawn into a wire , whose radius of cross section is n1 cm . what is the length of the wire ?	power ( n0 , const_3 ) | power ( n1 , const_2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_4 ) | divide ( #3 , const_3 )
a wire can be bent in the form of a circle of radius n0 cm . if it is bent in the form of a square , then its area will be	circumface ( n0 ) | divide ( #0 , const_4 ) | power ( #1 , const_2 )
a metallic sphere of radius n0 cm is melted and drawn into a wire , whose radius of cross section is n1 cm . what is the length of the wire ?	power ( n0 , const_3 ) | power ( n1 , const_2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_4 ) | divide ( #3 , const_3 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_73 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
if n4 men or n1 women can do a piece of work in n2 days , then in how many days can n3 men and n4 women together do the work ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the difference between the compound interest and simple interest on a certain sum of money at n0 % per annum for n1 years is n2 . then the original sum is ?	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a shopkeeper bought n0 oranges and n1 bananas . he found n2 % of oranges and n3 % of bananas were rotten . find the percentage of fruits in good condition ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
n0 men are equal to as many women as are equal to n1 boys . all of them earn rs . n2 only . men no_ascii_21 no_ascii_15 no_ascii_38 s wages are ?	multiply ( n0 , const_3 ) | divide ( n2 , #0 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s gain on a sum due n0 years hence at n1 % per annum is rs . n2 . the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount is	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
martin has to secure n0 % marks to clear his exam of class n1 th . he got n3 marks and failed by n3 marks . what is the maximum marks ?	add ( n2 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
if n is a positive integer , what is the remainder when ( n0 ^ ( n1 n + n2 ) ) ( n3 ^ n ) is divided by n4 ?	multiply ( const_3 , const_3 ) | multiply ( n3 , #0 ) | reminder ( #1 , n4 )
in an election between two candidates , the first candidate got n0 % of the votes and the second candidate got n1 votes . what was the total number of votes ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
john was thrice as old as tom n3 years ago . john will be n1 / n2 times as old as tom in n3 years . how old is tom today ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
a car drives n3 miles on local roads at n1 mph , and n2 miles on the highway at n3 mph , what is the average speed of the entire trip ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
n0 workers should finish a job in n1 days . after n2 days came n3 workers join them . how many days d do they need to finish the same job ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
how many bricks , each measuring n0 cm x n1 cm x n4 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
what is the positive difference between the sum of the squares of the first n0 positive integers and the sum of the prime numbers between the first square and fourth square ?	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | power ( const_2 , const_2 ) | power ( const_3 , const_2 ) | power ( const_4 , const_2 ) | power ( n0 , const_2 ) | add ( #3 , const_1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | add ( n0 , #2 ) | power ( #0 , const_2 ) | add ( #7 , #4 ) | add ( #9 , #1 ) | add ( #12 , #5 ) | add ( #13 , #10 ) | add ( #14 , #11 ) | add ( #8 , #15 ) | add ( #16 , #6 ) | subtract ( #18 , #17 )
if p # q denotes the least common multiple of p and q , then w = ( ( n0 # n1 ) # ( n2 # n3 ) ) = ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n3 , #3 )
for any number s , s * is defined as the greatest positive even integer less than or equal to s . what is the value of n1 no_ascii_77 n1 * ?	subtract ( n0 , const_4 )
for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of n1 no_ascii_77 n1 * ?	floor ( n0 ) | subtract ( #0 , const_1 ) | subtract ( n0 , #1 )
the cash difference between the selling prices of an book at a profit of n0 % and n1 % is $ n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
n2 balls are numbered n1 to n2 . a ball is drawn and then another ball is drawn without replacement . what is the probability that both balls have even numbers ?	add ( const_4 , const_4 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | subtract ( #0 , n1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
three cubes of metal whose edges are n0 , n1 and n2 cm respectively , are melted and one new cube is made . find the edge of the new cube ?	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | power ( #4 , const_0_33 )
two motor cycles a & b are started from one point at n0 kmph & n1 kmph ; after n2 min b starts returning , at what time they will meet ?	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( n1 , #1 ) | multiply ( n0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 ) | add ( n2 , #6 )
ravi and kavi start a business by investing no_ascii_21 no_ascii_71 no_ascii_70 n0 and no_ascii_21 no_ascii_71 no_ascii_70 n1 , respectively . find the ratio of their profits at the end of year .	divide ( n0 , n1 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
how many bricks , each measuring n0 cm x n1 cm x n2 cm , will be needed to build a wall of n3 m x n4 m x n5 cm ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
a sum fetched a total simple interest of $ n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
the ratio of the arithmetic mean of two numbers to one of the numbers is n0 : n1 . what is the ratio of the smaller number to the larger number ?	divide ( n0 , n1 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_2 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration r of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
zinc and copper are melted together in the ratio n0 : n1 . what is the weight of melted mixture , if n2 kg of zinc has been consumed in it ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
if a person walks at n2 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
the population of a bacteria culture doubles every n1 minutes . approximately how many minutes will it take for the population to grow from n1 , n4 to n3 , n4 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( n0 , #4 )
in a group of buffaloes and ducks , the number of legs are n0 more than twice the number of heads . what is the number of buffaloes in the group ?	divide ( n0 , const_2 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
the average ( arithmetic mean ) of the integers from n0 to n1 , inclusive , is how much lower than the average of the integers from n2 to n3 inclusive ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
if n0 men can build a water fountain n1 metres long in n2 days , what length of a similar water fountain can be built by n3 men in n4 days ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 )
if an object travels n0 feet in n1 seconds , what is the object ' s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( const_1 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
how many positive integers less than n0 are prime numbers , odd multiples of n1 , or the sum of a positive multiple of n2 and a positive multiple of n3 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 )
p , q and r have rs . n0 among themselves . r has two - thirds of the total amount with p and q . find the amount with r ?	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
the salary of a person was reduced by n0 % . by what percent should his reduced salary be raised so as to bring it at par with his original salary ?	divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
a reduction of n0 % in the price of oil enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , n1 )
at an election n0 candidates are participated and a candidate got n1 % of votes and defeated by n2 . and n3 votes are invalid . find the total polled votes ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #2 ) | divide ( #0 , #3 )
if ( n5 / n1 ) ^ n * ( n5 / n3 ) ^ n4 = n5 / ( n6 * ( n7 ) ^ n8 ) , then n =	subtract ( n8 , n7 ) | add ( n7 , #0 )
a dishonest shopkeeper professes to sell pulses at the cost price , but he uses a false weight of n0 gm . for a kg . his gain is no_ascii_6 % .	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 ) | inverse ( #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
n0 ml of n1 % sulphuric acid was added to approximate n2 ml of n3 % sulphuric acid solution . find the approximate concentration e of the acid in the mixture ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
if an object travels n0 feet in n1 seconds , what is the object no_ascii_32 s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
a number when divided by n0 gives a number which is n1 more than the remainder obtained on dividing the same number by n2 . such a least possible number x is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #0 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
in a group of ducks and cows , the total number of legs are n0 more than twice the no . of heads . find the total no . of buffaloes .	divide ( n0 , const_2 )
a invested some money in n0 % stock at n1 . if b wants to invest in an equally good n2 % stock , he must purchase a stock worth of :	divide ( n1 , n0 ) | multiply ( n2 , #0 )
a can run n3 kms in n3 min n2 sec and b can run same distance in n3 min n4 sec , then by how much distance a can beat b ?	multiply ( n0 , const_1000 ) | multiply ( n0 , const_60 ) | add ( n4 , #1 ) | add ( n2 , #1 ) | subtract ( #2 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , #2 )
two numbers are in the ratio of n0 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . find the numbers ?	multiply ( n0 , n2 )
x is n0 times as fast as y and working together , they can complete a work in n1 days . in how many days can y alone complete the work ?	add ( n0 , const_1 ) | multiply ( n1 , #0 )
there are n1 red chips and n1 blue ones . when arranged in a row , they form a certain color pattern , for example rbrrb . how many color patterns ?	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
if { x } is the product of all even integers from n0 to x inclusive , what is the greatest prime factor of { n1 } + { n2 } ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the cash difference between the selling prices of an book at a profit of n0 % and n1 % is $ n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
from a container having pure milk , n0 % is replaced by water and the process is repeated twice . at the end of the second operation , the milk is ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | power ( #1 , const_3 ) | multiply ( #2 , const_100 )
i sold a book at a profit of n0 % . had i sold it for $ n1 more , n2 % would have been gained . find the cost price ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n0 )
fresh grapes contain n0 % by weight while dried grapes contain n1 % water by weight . what is the weight of dry grapes available from n2 kg of fresh grapes ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
jacob is now n0 years younger than michael . if n1 years from now michael will be twice as old as jacob , how old will jacob be in n2 years ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | add ( n2 , #2 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
when the positive integer k is divided by the positive integer n , the remainder is n0 . if k / n = n1 , what is the value of n ?	divide ( const_2 , const_10 ) | multiply ( n1 , const_10 ) | divide ( n0 , #0 ) | subtract ( #1 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , #2 ) | add ( n0 , #5 ) | divide ( #6 , #2 )
if the ratio of a to b is n3 to n1 and the ratio of b to c is n2 to n3 , what is the ratio of a to c ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
set j consists of n0 consecutive even numbers . if the smallest term in the set is - n1 , what is the range of the positive integers in set j ?	negate ( n1 ) | subtract ( n0 , const_1 ) | multiply ( const_2.0 , #1 ) | add ( #2 , #0 ) | subtract ( #3 , n1 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
a solution is n0 % glycerin . if there are n1 gallons of the solution , how much water , in gallons must be addded to make a n2 % glycerin solution	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n1 )
at n1 ' o clock clock ticks n1 times . the time between first and last ticks was n2 sec . how much time it takes at n3 ' o clock .	subtract ( n0 , const_1 ) | subtract ( n3 , const_1 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
if n4 / ( x + n5 ) + n4 / ( x - n5 ) = n4 / ( x + n5 ) , what is the value of x ?	add ( n0 , n0 ) | subtract ( #0 , n0 )
an engineering student has to secure n0 % marks to pass . he gets n1 marks and fails by n2 marks . the maximum number of marks obtained by him is ?	add ( n1 , n2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
the cost of carpeting a room n0 m long with a carpet n1 cm wide at n2 paise per meter is rs . n3 . the breadth of the room is :	divide ( n3 , n2 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
if john runs in the speed of n0 km / hr from his house , in what time will he reach the park which is n1 m long from his house ?	multiply ( n0 , const_1000 ) | divide ( n1 , #0 ) | multiply ( #1 , const_60 )
sides of a rectangular park are in the ratio n0 : n1 and its area is n2 sq m , the cost of fencing it at n3 ps per meter is ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | divide ( n2 , #2 ) | rectangle_perimeter ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( #5 , const_100 )
two numbers are in the ratio n0 : n1 . if n3 be subtracted from each , they are in the ratio of n3 : n4 . the first number is ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a reduction of n0 % in the price of wheat enables a house wife to obtain n1 kgs more for rs . n2 , what is the reduced price for kg ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , n1 )
a is twice as good as workman as b and together they finish a piece of work in n0 days . in how many days will b alone finish the work .	multiply ( n0 , const_3 )
on multiplying a numberz by n0 , the result obtained was n1 . however , it is found that both the n2 ' s are wrong . find the correct result .	multiply ( const_3 , const_4 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_3 ) | add ( #1 , #1 ) | subtract ( #3 , const_100 ) | add ( #2 , #4 ) | multiply ( n0 , #5 )
one side of the bottom layer of a triangular pyramid has n0 balls . how many are there in the whole pyramid ? note that the pyramid is equilateral and solid .	add ( const_0_33 , const_360 )
b completes a work in n0 days . a alone can do it in n1 days . if both work together , the work can be completed in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
how many liters of pure alcohol must be added to a n0 - liter solution that is n1 percent alcohol in order to produce a solution that is n2 percent alcohol ?	add ( const_3 , const_4 ) | divide ( n0 , #0 )
p and q together can do a work in n0 days . if p alone can do it in n1 days . in how many days can q alone do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 )
if x / y = n3 and ( n1 a - x ) / ( n3 b - y ) = n3 , then the value of a / b is ?	multiply ( const_3 , const_3 ) | divide ( #0 , n1 )
a man is n0 years older than his son . in six years , his age will be twice the age of his son . the present age of this son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a man covers a distance of n0 km at n1 kmph and next n2 km at n3 kmph . what is his average speed for his whole journey of n4 km ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 )
if xy > n0 , n4 / x + n4 / y = n6 , and n4 / xy = n5 , then ( x + y ) / n6 = ?	divide ( n3 , n5 ) | divide ( #0 , n5 )
john and ingrid pay n0 % and n1 % tax annually , respectively . if john makes $ n2 and ingrid makes $ n3 , what is their combined tax rate ?	add ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . the actual distance traveled by him is ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
sonika deposited rs . n0 which amounted to rs . n1 after n2 years at simple interest . had the interest been n3 % more . she would get how much ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , n2 ) | divide ( #2 , n0 ) | add ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | add ( n0 , #6 )
in an election between two candidates , the first candidate got n0 % of the votes and the second candidate got n1 votes . what was the total number of votes ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
there are n0 boys and n1 girls in a class . if three students are selected at random , in how many ways that n2 girl or n3 boys are selected ?	choose ( n0 , n3 ) | choose ( n1 , n2 ) | multiply ( #0 , #1 )
the average of n0 numbers is n1 . average of the first n6 of them is n3 and that of the last n6 is n5 . find the n6 th number ?	multiply ( n5 , n6 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
if an integer n is to be selected at random from n2 to n1 , inclusive , what is probability n ( n + n2 ) will be divisible by n3 ?	divide ( const_2 , n3 )
a sum of money deposited at c . i . amounts to rs . n0 in n1 years and to rs . n2 in n3 years . find the rate percent ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a goods train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 sec . what is the length of the goods train ?	divide ( n0 , const_3600 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | subtract ( #2 , n1 )
john was thrice as old as tom n3 years ago . john will be n1 / n2 times as old as tom in n3 years . how old is tom today ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
in a division sum , the remainder is n0 . as student mistook the divisor by n1 instead of n2 and obtained n3 as quotient . what is the correct quotient ?	multiply ( n1 , n3 ) | divide ( #0 , n2 )
if an object travels n0 feet in n1 seconds , what is the object no_ascii_32 s approximate speed in miles per hour ? ( note : n2 mile = n3 feet )	divide ( n0 , n3 ) | divide ( n2 , const_3600 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 , f ( n2 ) = n3 then f ( n4 ) = ?	add ( n3 , n4 )
a sum fetched a total simple interest of $ n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
two numbers are in the ratio of n3 : n1 . if n2 be subtracted from each , they are in the ratio of n3 : n4 . find the numbers ?	multiply ( n0 , n2 )
if equation | x / n1 | + | y / n1 | = n2 encloses a certain region on the coordinate plane , what is the area of this region ?	multiply ( n0 , n0 ) | power ( #0 , n0 ) | add ( #1 , #1 )
the diameter of the driving wheel of a bus in n0 cm . how many revolutions per minute must the wheel make in order to keep a speed of n1 kmph ?	add ( n1 , const_2 ) | add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_1000 ) | divide ( #3 , const_60 ) | divide ( #2 , const_2 ) | divide ( #0 , #1 ) | multiply ( #6 , const_2 ) | multiply ( #5 , #7 ) | divide ( #4 , #8 )
if a bicyclist in motion increases his speed by n0 percent and then increases this speed by n1 percent , what percent of the original speed is the total increase in speed ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
if a and b are positive integers and ( n4 ^ a ) ^ b = n4 ^ n4 , what is the value of n4 ^ a * n4 ^ b ?	power ( n0 , n0 ) | multiply ( n0 , #0 )
if a person walks at n0 km / hr instead of n1 km / hr , he would have walked n2 km more . what is the actual distance travelled by him ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
abcd is a square . e and f are the midpoints of sides cd and bc , respectively . what is the ratio of the shaded region area to the unshaded region ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #0 ) | add ( #3 , #0 ) | divide ( #5 , #4 )
john and david can finish a job together in n0 hours . if john can do the job by himself in n1 hours , what percent of the job does david do ?	inverse ( n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_100 )
for the positive integers x , x + n0 , x + n1 , x + n2 , and x + n3 , the mean is how much greater than the median ?	add ( n0 , n1 ) | add ( const_1 , n1 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n1 )
n0 guys buy same cellphones cost them n1 each . two guy have n2 % of for his first cellphone . what is the total cost all of them pay to seller .	multiply ( n0 , n1 ) | subtract ( #0 , const_100 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
it takes n0 identical printing presses n1 hours to print n5 , n6 papers . how many hours would it take n4 of these printing presses to print n5 , n6 papers ?	divide ( const_1000 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n3 , #3 ) | divide ( #1 , #4 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
if the average of n0 , n1 , n2 , n3 , n4 , n6 , n6 , n7 , n8 and x is n9 , what is the value of x ?	add ( n0 , n1 ) | multiply ( n9 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n5 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | subtract ( #1 , #8 )
an aeroplane covers a certain distance of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of ?	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | add ( n3 , #1 ) | divide ( #2 , n4 ) | divide ( #0 , #3 )
if the sum of the n0 th term and the n1 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
there are , in a certain league , n1 teams , and each team face another team for a total of n1 times . how many games are played in the season ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 )
the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are n0 cm each . the radius of the sphere is	divide ( n0 , const_2 ) | multiply ( const_4 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_2 ) | divide ( #4 , #1 ) | sqrt ( #5 )
a is an integer greater than n0 but less than n1 , b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
five bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 n4 seconds respectively . in n5 minutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 minutes . then what is the length of tunnel ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
if a = n0 , what is the value of no_ascii_77 ( a ^ n1 + a ^ n2 + a ^ n3 + a ^ n4 + a ^ n5 ) ?	power ( n0 , n1 ) | power ( n0 , n2 ) | power ( n0 , n3 ) | power ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | negate ( #6 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a bag contains n3 red , n1 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that the balls drawn contain balls of different colours ?	add ( n0 , n1 ) | choose ( const_4.0 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
if the numerator of a fraction is increased by n0 % and its denominator is diminished by n1 % value of the fraction is n2 / n3 . find the original fraction .	add ( n0 , const_100 ) | divide ( n2 , n3 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | divide ( #1 , #5 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
if x , y , and z are positive integers , and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | divide ( #2 , n1 ) | divide ( #2 , n2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
a and b complete a work in n0 days . a can alone can do it in n1 days . if both can together can do the work in how many days ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs . n2 . the ratio of the two selling prices is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
if n0 men or n1 women can do a piece of work in n2 days , in how many days can the same work be done by n3 men and n4 women ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( const_60.0 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
the length of a rectangle is n0 times its width . if the width of the rectangle is n1 inches , what is the rectangle ' s area , in square inches ?	multiply ( n0 , n1 ) | rectangle_area ( n1 , #0 )
n0 workers work n1 hours to dig a hole n2 meters deep . how many extra workers should be hired to dig another hole n3 meters deep by working for n4 hours ?	divide ( n3 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
the compound and the simple interests on a certain sum at the same rate of interest for two years are rs . n0 and rs . n1 respectively . find the sum ?	divide ( n1 , const_2 ) | multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 ) | multiply ( #4 , const_2 ) | divide ( #1 , #5 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if the average of n0 , n1 , n2 , n3 , n4 , n6 , n6 , n7 , n8 and x is n9 , what is the value of x ?	add ( n0 , n1 ) | multiply ( n9 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n5 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | subtract ( #1 , #8 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
david obtained n0 , n3 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a is n0 % more efficient than b . how much time will they , working together , take to complete a job which a alone could have done in n1 days ?	divide ( const_1 , n1 ) | divide ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 ) | divide ( const_1 , #3 ) | add ( #0 , #4 ) | inverse ( #5 )
of n3 numbers , the third is twice the second and the second is n1 times the first . if their average is n2 , the smallest of the n3 numbers is :	multiply ( n0 , n2 ) | multiply ( n1 , const_2 ) | add ( n1 , #1 ) | add ( #2 , const_1 ) | divide ( #0 , #3 )
a certain quantity of n0 % solution is replaced with n1 % solution such that the new concentration is n2 % . what is the fraction of the solution that was replaced ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
if * stands for / , / stands for - , + stands for * and - stands for + , then n0 / n1 * n2 + n3 - n4 = ?	divide ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 ) | add ( n4 , #2 )
a man is n0 years older than his studen . in two years , his age will be twice the age of his student . the present age of his student is :	subtract ( n0 , const_2 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
john and david can finish a job together in n0 hours . if john can do the job by himself in n1 hours , what percent of the job does david do ?	inverse ( n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_100 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a train crosses a bridge of length n0 m in n1 seconds and a lamp post on the bridge in n2 seconds . what is the length of the train in metres ?	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
two numbers are in the ratio n0 : n1 . if n2 is subtracted from each , the new numbers are in the ratio n3 : n4 . the smaller number is :	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
the average of n0 observations was n1 , that of the n2 st of n7 being n4 and that of the last n7 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
on multiplying a number b by n0 , the result obtained was n1 . however , it is found that both the n2 ' s are wrong . find the correct result .	multiply ( n0 , n2 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 )
there is n0 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
a bowl of fruit contains n0 apples and n1 oranges . how many oranges must be removed so that n2 % of the pieces of fruit in the bowl will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , #1 )
jar a has n0 % more marbles than jar b . what percent of marbles from jar a need to be moved into jar b so that both jars have equal marbles ?	add ( n0 , const_100 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if x , y , and z are positive integers , and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | divide ( #2 , n1 ) | divide ( #2 , n2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
along a yard n0 metres long , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between two consecutive trees	subtract ( n1 , const_1 ) | divide ( n0 , #0 )
the purchase price of an article is $ n0 . in order to include n1 % of cost for overhead and to provide $ n2 of net profit , the markup should be	divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | add ( n1 , #1 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
there is n0 % increase in an amount in n1 years at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
when positive integer x is divided by positive integer y , the result is n0 . what is the sum e of all possible n1 - digit remainders for x / y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
if the side length of square b is sqrt ( n0 ) times that of square a , the area of square b is how many times the area of square a ?	sqrt ( n0 ) | power ( #0 , const_2 )
a certain mixture of nuts consists of n0 parts almonds to n1 parts walnuts , by weight . what is the number of pounds of almonds in n2 pounds of the mixture ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 )
a train crosses a bridge of length n0 m in n1 seconds and a lamp post on the bridge in n2 seconds . what is the length of the train in metres ?	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
the average ( arithmetic mean ) of the integers from n0 to n1 , inclusive , is how much lesser than the average of the integers from n2 to n3 , inclusive ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
on multiplying a number a by n0 , the result obtained was n1 . however , it is found that both the n2 ' s are wrong . find the correct result .	add ( const_3 , const_4 ) | multiply ( const_10 , const_100 ) | multiply ( #0 , const_10 ) | multiply ( #0 , #1 ) | add ( #2 , #3 ) | add ( n1 , #4 )
there are n0 stations between ernakulam and chennai . how many second class tickets have to be printed , so that a passenger can travel from one station to any other station ?	add ( n0 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #1 )
he ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	divide ( const_3.0 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
a is an integer greater than n0 but less than n1 , b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a man took a loan at rate of n0 % per annum simple interest . after n1 years he had to pay n2 interest . the principal amount borrowed by him was .	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
a can do a work in n0 days and working together a and b can do the same work in n1 days . in what time can b alone do the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
if n0 ^ ( - x ) + n3 ^ ( - n2 x ) + n3 ^ ( - n4 x ) = n5 , what is the value of x ?	divide ( const_1 , n4 )
for the positive integers x , x + n0 , x + n1 , x + n2 , and x + n3 , the mean is how much greater than the median ?	add ( n0 , n1 ) | add ( const_1 , n1 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n1 )
along a yard n0 metres long , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between two consecutive trees	subtract ( n1 , const_1 ) | divide ( n0 , #0 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a n0 meter long train crosses a pla no_ascii_22 orm in n1 seconds while it crosses a signal pole in n2 seconds . what is the length of the pla no_ascii_22 orm .	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
a certain mixture of nuts consists of n0 parts almonds to n1 parts walnuts , by weight . what is the number of pounds of almonds in n2 pounds of the mixture ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 )
a profit of rs . n0 is divided between x and y in the ratio of n3 / n2 : n3 / n4 . what is the difference between their profit shares ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 ) | divide ( #3 , n4 ) | subtract ( #4 , #5 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a multiple choice test consists of n0 questions , and each question has n1 answer choices . in how many q ways can the test be completed if every question is unanswered ?	power ( n1 , n0 )
a is an integer greater than n0 but less than n1 , b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
the ratio of money with ram and gopal is n2 : n3 and that with gopal and krishan is n2 : n3 . if ram has rs . n4 , krishan has ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 )
david obtained n0 , n4 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train of length n0 m runs at a speed of n1 km / hr . what will be the time taken to cross any stationary object standing at the railway station ?	divide ( n1 , const_3_6 ) | divide ( n0 , #0 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs . n2 . the ratio of the two selling prices is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
n0 men and n1 women finish a work in n2 days . one man alone finishes that work in n3 days . in how many days will a woman finish the work ?	divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | multiply ( n0 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , n1 ) | inverse ( #4 )
it takes n0 identical printing presses n1 hours to print n5 , n6 papers . how many hours would it take n4 of these printing presses to print n5 , n6 papers ?	divide ( const_1000 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n3 , #3 ) | divide ( #1 , #4 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n0 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , const_2 ) | divide ( #1 , n2 ) | subtract ( #2 , const_2 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n4 , then what is the mean of n5 , n6 , n7 , n8 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a company produces n0 bottles of water everyday . if a case can hold n1 bottles of water . how many cases are required by the company to hold its one day production	divide ( n0 , n1 )
a certain quantity of n0 % solution is replaced with n1 % solution such that the new concentration is n2 % . what is the fraction of the solution that was replaced ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance traveled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
there are n0 stations between kolkatta and chennai . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	multiply ( const_10 , const_3 ) | multiply ( n0 , #0 )
let n ~ be defined for all positive integers n as the remainder when ( n - n0 ) ! is divided by n . what is the value of n1 ~ ?	subtract ( n1 , n0 ) | factorial ( #0 ) | reminder ( #1 , n1 )
a bowl of fruit contains n0 apples and n1 oranges . how many oranges must be removed so that n2 % of the pieces of fruit in the bowl will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , #1 )
a train crosses a tunnel of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , n3 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_2 )
if n0 men or n1 women can do a piece of work in n2 days , in how many days can the same work be done by n3 men and n4 women ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , find the other ?	multiply ( n0 , n2 )
the purchase price of an article is $ n0 . in order to include n1 % of cost for overhead and to provide $ n2 of net profit , the markup should be	divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | add ( n1 , #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
n0 students are required to paint a picture . n1 use green color and some children use red , n2 students use both the colors . how many students use red color ?	subtract ( n0 , n1 ) | add ( n2 , #0 )
a bag contains n0 red , n1 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that the balls drawn contain balls of different colours ?	add ( n0 , n1 ) | choose ( n2 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
a taxi company costs $ n0 for the first quarter - mile and n1 cents for each additional quarter mile . what is the maximum distance you can travel with $ n2 ?	subtract ( n2 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , const_0_25 ) | add ( #3 , const_0_25 )
a man took a loan at rate of n0 % per annum simple interest . after n1 years he had to pay n2 interest . the principal amount borrowed by him was .	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
two cars started from the same point , at n0 am , traveling in opposite directions at n1 and n2 mph respectively . at what time will they be n3 miles apart ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
if n0 men or n1 women can do a piece of work in n2 days , in how many days can the same work be done by n3 men and n4 women ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
a company produces n0 bottles of water everyday . if a case can hold n1 bottles of water . how many cases are required by the company to hold its one day production	divide ( n0 , n1 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
there are n0 stations between ernakulam and chennai . how many second class tickets have to be printed , so that a passenger can travel from one station to any other station ?	add ( n0 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #1 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
on my sister ' s n0 th birthday , she was n1 cm in height , having grown n2 % since the year before . how tall was she the previous year ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
a worker ' s daily wage is increased by n0 % and the new wage is $ n1 per day . what was the worker ' s daily wage before the increase ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
n0 men can check exam papers in n1 days working n2 hours regularly . what is the total hours when n3 men will check the double of the papers in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n3 , #2 ) | divide ( #3 , #1 )
a man took a loan at rate of n0 % per annum simple interest . after n1 years he had to pay n2 interest . the principal amount borrowed by him was .	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
a bowl of fruit contains n0 apples and n1 oranges . how many oranges must be removed so that n2 % of the pieces of fruit in the bowl will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a profit of rs . n0 is divided between x and y in the ratio of n3 / n2 : n3 / n4 . what is the difference between their profit shares ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 ) | divide ( #3 , n4 ) | subtract ( #4 , #5 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that at least one will tell the truth	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the length of the longest tape in cm which can be used to measure exactly , the length n0 m ; n1 m n2 cm ; and n3 m n4 cm is :	sqrt ( n2 )
if a and b are positive integers and ( n1 ^ a ) ^ b = n1 ^ n4 , what is the value of n4 ^ a * n4 ^ b ?	power ( n2 , n0 ) | multiply ( n0 , #0 )
a box contains n0 pairs of shoes ( n1 shoes in total ) . if two shoes are selected at random , what it is the probability that they are matching shoes ?	subtract ( n1 , const_1 ) | divide ( const_1 , #0 )
a bowl of fruit contains n0 apples and n1 oranges . how many oranges must be removed so that n2 % of the pieces of fruit in the bowl will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , #1 )
the ratio of money with ram and gopal is n2 : n3 and that with gopal and krishan is n2 : n3 . if ram has rs . n4 , krishan has ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a certain quantity of n0 % solution is replaced with n1 % solution such that the new concentration is n2 % . what is the fraction of the solution that was replaced ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
there are , in a certain league , n0 teams , and each team face another team for a total of n1 times . how many games are played in the season ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 )
the average of n0 results is n1 . the average of first n4 of those is n3 and the average of last n4 is n5 . what is the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
a company produces n0 bottles of water everyday . if a case can hold n1 bottles of water . how many cases are required by the company to hold its one day production	divide ( n0 , n1 )
a certain mixture of nuts consists of n0 parts almonds to n1 parts walnuts , by weight . what is the number of pounds of almonds in n2 pounds of the mixture ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 )
the difference between two numbers is n0 . when the larger number is divided by the smaller one , the quotient is n1 and the remainder is n2 . the smaller number is	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
it takes n0 identical printing presses n1 hours to print n5 , n6 papers . how many hours would it take n4 of these printing presses to print n5 , n6 papers ?	divide ( const_1000 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n3 , #3 ) | divide ( #1 , #4 )
how much water must be added to n0 litres of milk at n1 litres for rs . n2 so as to have a mixture worth rs . n3 / n4 a litre ?	divide ( n3 , n4 ) | divide ( n2 , n1 ) | subtract ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a student got n0 % in math and n1 % in history . to get an overall average of n2 % , how much should the student get in the third subject ?	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
when a student weighing n0 kgs left a class , the average weight of the remaining n3 students increased by n2 g . what is the average weight of the remaining n3 students	add ( n1 , const_1 ) | divide ( n2 , const_1000 ) | multiply ( #0 , #1 ) | add ( n0 , #2 )
in the new budget the price of milk rose by n0 % . by how much percent must a person reduce his consumption so that his expenditure on it does not increase ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the average weight of n0 persons increases by n1 kg when a person weighting n2 kg is replaced by a new person . what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if the sum of the n0 th term and the n1 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
there is n0 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are n0 cm each . the radius of the sphere is	divide ( n0 , const_2 ) | multiply ( const_4 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_2 ) | divide ( #4 , #1 ) | sqrt ( #5 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
a is twice as fast as b . if b alone can do a piece of work in n0 days , in what time can a and b together complete the work ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
an entry in an unshaded square is obtained by adding the entries connected to it from the row above ( n0 is one such number ) . write the value of n ?	multiply ( n0 , const_3 ) | subtract ( #0 , const_3 ) | divide ( #1 , const_3 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
a and b are two circles . the radius of a is n0 times as large as the radius of b . what is the ratio between the areas of the circles ?	multiply ( const_1 , const_pi ) | power ( n0 , const_2 ) | multiply ( #1 , const_pi ) | divide ( #0 , #2 )
there is n0 % increase in an amount in n1 years at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
in how many ways can n0 books on english and n1 books on french be placed in a row on a shelf so that two books on french may not be together ?	subtract ( n0 , const_1 ) | choose ( #0 , const_3 ) | choose ( #0 , const_1 ) | permutation ( #0 , const_2 ) | add ( #1 , #3 ) | add ( #4 , #2 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
there are , in a certain league , n0 teams , and each team face another team for a total of n1 times . how many games are played in the season ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_4 ) | multiply ( #0 , #2 )
the difference between the value of a number increased by n0 % and the value of the original number decreased by n1 % is n2 . what is the original number r ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
[ ( n10 / n11 no_ascii_16 n8 / n11 no_ascii_62 n10 / n11 ) ] / [ ( n10 / n11 no_ascii_62 n8 / n11 no_ascii_16 n10 / n11 ) ] = ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #0 ) | multiply ( #2 , #0 ) | divide ( #5 , #4 )
a train n0 m long moving at a speed of n1 kmph crosses a train n2 m long coming from opp direction in n3 seconds . the speed of the second train is	add ( n0 , n2 ) | divide ( #0 , n3 ) | multiply ( #1 , const_3_6 ) | subtract ( #2 , n1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
there are n0 stations between ernakulam and chennai . how many second class tickets have to be printed , so that a passenger can travel from one station to any other station ?	add ( n0 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #1 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n0 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , n0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the difference between the value of a number increased by n0 % and the value of the original number decreased by n1 % is n2 . what is the original number t ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
christine selects an item at a n1 % off ticket price sale . the item is ticket priced at $ n1 . how much should christine expect to pay at the register ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
x , y , and z are different prime numbers . the product x ^ n2 * y ^ n2 * z ^ n2 is divisible by how many different positive numbers ?	power ( n0 , const_4 ) | subtract ( #0 , const_4 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( const_60.0 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . what is their h . c . f . ?	multiply ( n0 , n2 )
a train n0 meters long takes n1 seconds to cross a man walking at n2 kmph in the direction opposite to that of the train . find the speed of the train .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
there is n0 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
on a scale of map , n0 cm represent n1 km . if the distance between the points on the map is n2 cm , the actual distance between these points is :	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a is older than b by n0 years . n1 years hence , thrice a ' s age shall be equal to n2 times that of b . find their present ages .	multiply ( n0 , const_3 ) | multiply ( n1 , const_3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | add ( n0 , #4 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
a can copy n0 papers in n3 hrs , while a & b can copy n2 papers in n3 hrs . how many hours are required for b to copy n4 papers ?	multiply ( n1 , n4 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
if a and b are positive integers and ( n4 ^ a ) ^ b = n4 ^ n2 , what is the value of n4 ^ a * n4 ^ b ?	power ( n0 , n2 ) | multiply ( n0 , #0 )
when positive integer x is divided by positive integer y , the result is n0 . what is the sum t of all possible n1 - digit remainders for x / y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
in what ratio must rice of rs . n0 per kg be mixed with rice of rs . n1 per kg so that cost of mixture is rs . n2 per kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
x , y , and z are different prime numbers . the product x ^ n0 * y ^ n1 * z ^ n2 is divisible by how many different positive numbers ?	power ( const_2.0 , const_4 ) | subtract ( #0 , const_4 )
a certain machine produces n0 units of product p per hour . working continuously at this constant rate , this machine will produce how many units of product p in n1 days ?	multiply ( const_10 , const_4 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if leo gains n0 pounds , he will weigh n1 % more than his sister kendra . currently their combined weight is n2 pounds . what is leo ' s current weight ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #3 , n0 ) | divide ( #4 , #2 )
the sum of the numbers is n0 . if the first number be twice the second and third number be one - third of the first , then the second number is :	add ( const_1 , const_10 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
a , b and c can do a work in n0 , n1 and n2 days respectively . if they work together , in how many days will they complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
on increasing the price of t . v . sets by n0 % , their sale decreases by n1 % . what is the effect on the revenue receipts of the shop ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_100 ) | subtract ( #0 , #3 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . what is their h . c . f . ?	multiply ( n0 , n2 )
along a yard n0 metres long , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between two consecutive trees	subtract ( n1 , const_1 ) | divide ( n0 , #0 )
a person takes n0 minutes more to cover a certain distance by decreasing his speed by n1 % . what is the time taken to cover the distance at his original speed ?	subtract ( const_100 , n1 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
the cost of painting the whole surface area of a cube at the rate of n0 paise per sq . cm is rs . n1 . then the volume of the cube is	divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | divide ( n1 , #0 ) | divide ( #2 , #1 ) | sqrt ( #3 ) | volume_cube ( #4 )
in how many ways can n0 books on english and n1 books on french be placed in a row on a shelf so that two books on french may not be together ?	subtract ( n0 , const_1 ) | choose ( #0 , const_3 ) | choose ( #0 , const_1 ) | permutation ( #0 , const_2 ) | add ( #1 , #3 ) | add ( #4 , #2 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a wire can be bent in the form of a circle of radius n0 cm . if it is bent in the form of a square , then its area will be ?	circumface ( n0 ) | divide ( #0 , const_4 ) | power ( #1 , const_2 )
the purchase price of an article is $ n0 . in order to include n1 % of cost for overhead and to provide $ n2 of net profit , the markup should be	divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | add ( n1 , #1 )
for the positive integers x , x + n0 , x + n1 , x + n2 , and x + n3 , the mean is how much greater than the median ?	add ( n0 , n1 ) | add ( const_1 , n1 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n1 )
a real estate agent received a n0 % commission on the selling price of a house . if his commission was $ n1 , what was the selling price of the house ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a student got n0 % in math and n1 % in history . to get an overall average of n2 % , how much should the student get in the third subject ?	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a bag contains n0 red , n3 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that the balls drawn contain balls of different colours ?	add ( n0 , n1 ) | choose ( n2 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
the purchase price of an article is $ n0 . in order to include n1 % of cost for overhead and to provide $ n2 of net profit , the markup should be	divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | add ( n1 , #1 )
a train , n0 meter long is running with a speed of n1 km / hr . it crosses a tunnel in n2 minute . what is the length of the tunnel ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( #1 , const_60 ) | subtract ( #2 , n0 )
the length of the longest tape in cm which can be used to measure exactly , the length n0 cm ; n1 m n2 cm ; and n3 m n4 cm is :	sqrt ( n2 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
a train crosses a bridge of length n0 m in n1 seconds and a lamp post on the bridge in n2 seconds . what is the length of the train in metres ?	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs . n2 . the ratio of the two selling prices is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
a , b , c can do a work in n0 , n1 , n2 days respectively . they get rs n3 for their work . what is the share of a ?	inverse ( n0 ) | multiply ( const_10 , const_2 ) | multiply ( const_0_25 , const_100 ) | add ( #1 , #2 ) | inverse ( #1 ) | inverse ( #3 ) | add ( #4 , #5 ) | add ( #6 , #0 ) | divide ( #0 , #7 ) | multiply ( n2 , #8 )
there is n0 % increase in an amount in n1 yrs at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . what is their h . c . f . ?	multiply ( n0 , n2 )
a student got n0 % in math and n1 % in history . to get an overall average of n2 % , how much should the student get in the third subject ?	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
when positive integer x is divided by positive integer y , the result is n0 . what is the sum w of all possible n1 - digit remainders for x / y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
there is n0 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the diameter of the wheel of a car is n0 m . how many revolution / min must the wheel makein order to keep a speed of n1 km / hour approximately ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_1000 ) | multiply ( const_10 , const_2 ) | add ( #3 , const_2 ) | divide ( #2 , const_60 ) | divide ( #4 , #0 ) | multiply ( #6 , #1 ) | divide ( #5 , #7 )
in the coordinate plane a slope of the line k is n0 times the y - intercept of the line k . what is the x - intercept of the line k ?	divide ( const_1 , n0 )
if the sum of the n0 th term and the n1 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
ravish has to secure n3 % marks to clear his board exam of class n1 th . he got n3 marks and failed by n3 marks . what is the maximum marks ?	add ( n0 , n0 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a is twice as fast as b . if b alone can do a piece of work in n0 days , in what time can a and b together complete the work ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
for the positive integers x , x + n0 , x + n1 , x + n2 , and x + n3 , the mean is how much greater than the median ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n1 )
a man took a loan at rate of n0 % per annum simple interest . after n1 years he had to pay n2 interest . the principal amount borrowed by him was .	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the price of a car and ac are in the ratio n0 : n1 . if the scooter costs $ n2 more than the ac . then the price of the ac ?	multiply ( n2 , const_3 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
if the operation no_ascii_15 is defined for all x and y by the equation x no_ascii_15 y = n0 * x * y , then n1 no_ascii_15 ( n2 no_ascii_15 n3 ) =	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 asquotient and the n2 as remainder ?	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
if n0 ounces of a strong vinegar solution are diluted with n1 ounces of water to form a n2 - percent vinegar solution , what was the concentration of the original solution ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a has n0 chocolates . n1 % of the chocolates are eaten . what percentage of the uneaten chocolates must be eaten so that n2 / n3 of all chocolates are eaten ?	divide ( n0 , n3 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #5 , #4 )
a box contains n0 pairs of shoes ( n1 shoes in total ) . if two shoes are selected at random , what it is the probability that they are matching shoes ?	subtract ( n1 , const_1 ) | divide ( const_1 , #0 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
if , n0 * n4 * n8 = n3 n4 * n8 * n12 = n7 n8 * n12 * n13 = n11 then find , n12 * n13 * n14 = ?	multiply ( n10 , n14 ) | add ( n6 , #0 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a certain machine produces n0 units of product p per hour . working continuously at this constant rate , this machine will produce how many units of product p in n1 days ?	multiply ( const_10 , const_4 )
there are , in a certain league , n0 teams , and each team face another team for a total of n1 times . how many games are played in the season ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , const_4 )
a profit of rs . n0 is divided between x and y in the ratio of n3 / n2 : n3 / n4 . what is the difference between their profit shares ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 ) | divide ( #3 , n4 ) | subtract ( #4 , #5 )
a container has n0 l milk . n1 l milk is taken out and replaced with water , the process done n2 times . what is the amount of milk now left ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 )
the average of n1 observations was n1 , that of the n2 st of n5 being n4 and that of the last n5 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
how much water must be added to n0 litres of milk at n2 1 no_ascii_39 n6 litres for n4 so as to have a mixture worth n5 n6 no_ascii_39 n7 a litre ?	divide ( n1 , n3 ) | add ( n1 , #0 ) | divide ( n4 , #1 )
a worker ' s daily wage is increased by n0 % and the new wage is $ n1 per day . what was the worker ' s daily wage before the increase ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a line with slope n0 intersects a line with slope n1 at the point ( n2 , n3 ) . what is the distance between the x - intercepts of these lines ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_10 )
if a and b are positive integers and ( n4 ^ a ) ^ b = n4 ^ n2 , what is the value of n4 ^ a * n4 ^ b ?	power ( n0 , n0 ) | multiply ( n0 , #0 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a train is n0 meter long and is running at the speed of n1 km per hour . find the time it will take to pass a man standing at a crossing .	divide ( n0 , const_1000 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3600 )
n2 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs . n2 . the ratio of the two selling prices is :	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a is an integer greater than n0 but less than n1 , b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
a rectangular courtyard n0 m lang and n1 m broad is to be paved exactly with square tiles , all of the same size . the minimum number of such tiles is :	add ( const_3 , const_4 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_3 ) | power ( #4 , const_2 ) | divide ( #3 , #5 )
n0 years ago , p was half of q in age . if the ratio of their present ages is n1 : n2 , what will be the total of their present ages	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | subtract ( #1 , n0 ) | subtract ( #2 , n2 ) | subtract ( #1 , #3 ) | divide ( #5 , #4 ) | multiply ( #0 , #6 )
if the sum of the n0 th term and the n1 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
in the coordinate plane a slope of the line k is n0 times the x - intercept of the line k . what is the y - intercept of the line k ?	divide ( const_1 , n0 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if the operation no_ascii_15 is defined for all x and y by the equation x no_ascii_15 y = n0 * x * y , then n1 no_ascii_15 ( n2 no_ascii_15 n3 ) =	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 )
of n3 numbers , the third is twice the first and the second is n1 times the first . if their average is n2 , the smallest of the n3 numbers is :	add ( const_1 , const_2 ) | multiply ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #2 )
if the operation no_ascii_15 is defined for all x and y by the equation x no_ascii_15 y = n1 * x * y , then n1 no_ascii_15 ( n2 no_ascii_15 n3 ) =	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 )
a train n0 meters long takes n1 seconds to cross a man walking at n2 kmph in the direction opposite to that of the train . find the speed of the train .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
the difference between the value of a number increased by n0 % and the value of the original number decreased by n1 % is n2 . what is the original number q ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n0 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , n0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
out of n0 numbers , the average of first n3 is n2 and that of the last n3 is n4 . if the last number is n5 , the first number is :	multiply ( n1 , n2 ) | multiply ( n1 , n4 ) | subtract ( #1 , n5 ) | subtract ( #0 , #2 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
if the average ( arithmetic mean ) of n0 x - n5 , n2 x - n3 , and n4 x + n5 is n6 , what is the value of x ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
on increasing the price of t . v . sets by n0 % , their sale decreases by n1 % . what is the effect on the revenue receipts of the shop ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_100 ) | subtract ( #0 , #3 )
the average salary of raj and roshan is rs . n0 but the average salary of raj , roshan and thomas is rs . n1 . what is the salary of thomas ?	add ( n0 , n1 ) | multiply ( const_1000 , const_2 ) | subtract ( #0 , #1 )
the sum of the numbers is n0 . if the first number be twice the second and third number be one - third of the first , then the second number is :	add ( const_1 , const_10 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
in order to fence a square manish fixed n0 poles . if the distance between two poles , is n1 metres then what will be the area of the square so formed ?	divide ( n0 , n1 ) | square_area ( #0 )
in what ratio must tea of rs . n0 per kg be mixed with tea of rs . n1 per kg so that cost of mixture is rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
how much water must be added to n0 litres of milk at n2 1 no_ascii_39 n6 litres for n4 so as to have a mixture worth n5 n6 no_ascii_39 n7 a litre ?	divide ( n1 , n3 ) | add ( n1 , #0 ) | divide ( n4 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n2 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the length of a rectangle is n0 times its width . if the width of the rectangle is n1 inches , what is the rectangle ' s area , in square inches ?	multiply ( n0 , n1 ) | rectangle_area ( n1 , #0 )
in how many ways can n0 books on english and n1 books on hindi be placed in a row on a shelf so that two books on hindi may not be together ?	subtract ( n0 , const_1 ) | choose ( #0 , const_3 ) | choose ( #0 , const_1 ) | permutation ( #0 , const_2 ) | add ( #1 , #3 ) | add ( #4 , #2 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
if the average of n0 , n1 , n2 , n3 , n4 , n6 , n6 , n7 , n8 and x is n9 , what is the value of x ?	add ( n0 , n1 ) | multiply ( n9 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n5 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | subtract ( #1 , #8 )
a participated in cycling contest and he drove the lap at the rate of n0 kmph , n1 kmph , n2 kmph , n3 kmph . . what is his average speed ?	add ( n3 , const_1 ) | multiply ( const_100 , const_3 ) | subtract ( #1 , const_12 ) | divide ( #2 , #0 )
the length of a rectangle is n0 times its width . if the width of the rectangle is n1 inches , what is the rectangle ' s area , in square inches ?	multiply ( n0 , n1 ) | rectangle_area ( n1 , #0 )
it takes n0 identical printing presses n1 hours to print n5 , n6 papers . how many hours would it take n4 of these printing presses to print n5 , n6 papers ?	divide ( const_1000 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n3 , #3 ) | divide ( #1 , #4 )
the average of n0 observations was n1 , that of the n2 st of n7 being n4 and that of the last n7 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
he ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
what least number should be subtracted from n0 , n1 so that the remainder when divided by n2 , n3 , and n4 will leave in each case the same remainder n5 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | add ( n4 , #2 ) | subtract ( n0 , #3 )
if a solid sphere of radius n0 cms is moulded into n1 spherical solid balls of equal radius , then surface area of each ball ( in sq . cm ) is ?	divide ( const_4 , const_3 ) | inverse ( const_3 ) | multiply ( const_4 , const_pi ) | power ( n0 , const_3 ) | multiply ( #0 , #3 ) | multiply ( #4 , const_pi ) | divide ( #5 , n1 ) | multiply ( #6 , const_3 ) | divide ( #7 , #2 ) | power ( #8 , #1 ) | power ( #9 , const_2 ) | multiply ( #10 , const_4 ) | multiply ( #11 , const_pi )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bearsa number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
if leo gains n0 pounds , he will weigh n1 % more than his sister kendra . currently their combined weight is n2 pounds . what is leo ' s current weight ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #3 , n0 ) | divide ( #4 , #2 )
the average of n0 results is n1 . the average of first n4 of those is n3 and the average of last n4 is n5 . what is the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
on a scale of map , n0 cm represents n1 km . if the distance between the points on the map is n2 cm , the actual distance between these points is :	divide ( n1 , n0 ) | multiply ( n2 , #0 )
the least number , which when divided by n0 , n1 , n2 , n3 and n4 leaves n5 , n6 , n7 , n8 and n9 as remainder respectively , is :	multiply ( n3 , const_10 )
the digital sum of a number is the sum of its digits . for how many of the positive integers n0 - n1 inclusive is the digital sum a multiple of n2 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_2 )
a circular road runs round a circular ground . if the difference between the circumferences of the outer circle and inner circle is n0 metres , the width of the road is :	multiply ( const_2 , const_pi ) | divide ( n0 , #0 )
excluding stoppages , the speed of the bus is n0 kms / hr and with stoppages , it is n1 kmph . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
the difference between the value of a number increased by n0 % and the value of the original number decreased by n1 % is n2 . what is the original number w ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
a worker ' s daily wage is increased by n0 % and the new wage is $ n1 per day . what was the worker ' s daily wage before the increase ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a tank is n0 m long , n1 m wide and n2 m deep . the cost of plastering its walls and bottom at n3 paise per sq . m , is :	add ( n0 , n1 ) | divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | multiply ( #5 , #1 )
n2 boys and n1 girls are examined in a test ; n2 % of the boys and n3 % of the girls pass . the percentage of the total who failed is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n4 , then what is the mean of n5 , n6 , n7 , n8 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
there is n0 % increase in an amount in n1 years at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that at least one will tell the truth	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
n3 workers work n1 hours to dig a hole n2 meters deep . how many extra workers should be hired to dig another hole n3 meters deep by working for n4 hours ?	divide ( n3 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
if two sides of a triangle have lengths n0 and n1 , which of the following could be the perimeter of the triangle ? i . n2 ii . n3 iii . n4	triangle_perimeter ( n0 , n1 , n1 )
a can run n0 km distance in n3 min n2 seconds , while b can run this distance in n3 min n4 sec . by how much distance can a beat b ?	multiply ( n0 , const_1000 ) | multiply ( n0 , const_60 ) | multiply ( n3 , const_60 ) | add ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #0 , #6 )
what least number should be subtracted from n0 , n1 so that the remainder when divided by n2 , n3 , and n4 will leave in each case the same remainder n5 ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | add ( n4 , #2 ) | subtract ( n0 , #3 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a bowl of fruit contains n0 apples and n1 oranges . how many oranges must be removed so that n2 % of the pieces of fruit in the bowl will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , #1 )
after getting n0 successive discounts , a shirt with a list price of rs n1 is available at rs n2 . if the second discount is n3 , find the first discount .	multiply ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , n1 )
the length of the longest tape in cm which can be used to measure exactly , the length n0 m ; n1 m n2 cm ; and n3 m n4 cm is :	sqrt ( n2 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
the ages of two persons differ by n0 years . if n1 years agao , the elder one be n2 times as old as the younger one , find their present ages .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that at least one will tell the truth	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
the average ( arithmetic mean ) of the integers from n0 to n1 , inclusive , is how much greater than the average of the integers from n2 to n3 , inclusive ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
the average ( arithmetic mean ) of the integers from n3 to n1 , inclusive , is how much greater than the average of the integers from n2 to n3 , inclusive ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
the sum of the numbers is n0 . if the first number be twice the second and third number be one - third of the first , then the second number is :	add ( const_1 , const_10 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( const_60.0 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
the ratio of money with ram and gopal is n2 : n3 and that with gopal and krishan is n2 : n3 . if ram has rs . n4 , krishan has ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n2 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , n0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
if n2 people can do n2 times of a particular work in n2 days , then how many days would it take n4 people to do n4 times of that particular work ?	divide ( n3 , n3 ) | multiply ( n0 , #0 )
n0 men can do a work in n3 days . when should n2 men leave the work so that the entire work is completed in n3 days after they leave the work ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 )
the average of n0 results is n1 . the average of first n4 of those is n3 and the average of last n4 is n5 . what is the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
in the coordinate plane a slope of the line k is n0 times the y - intercept of the line k . what is the x - intercept of the line k ?	divide ( const_1 , n0 )
the compound and the simple interests on a certain sum at the same rate of interest for two years are rs . n0 and rs . n1 respectively . find the sum .	divide ( n1 , const_2 ) | multiply ( n1 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 ) | multiply ( #4 , const_2 ) | divide ( #1 , #5 )
there is n0 % increase in an amount in n1 years at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , const_3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
n0 a n1 + b n2 ____ n3 if a and b represent positive single digits in the correctly worked computation above , what is the value of a + n4 b ?	add ( n0 , n2 )
a man can row n0 kmph in still water . it takes him thrice as long to row up as to row down the river . find the rate of the stream ?	add ( const_1 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , #0 )
if leo gains n0 pounds , he will weigh n1 % more than his sister kendra . currently their combined weight is n2 pounds . what is leo ' s current weight ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #3 , n0 ) | divide ( #4 , #2 )
a circle in the coordinate plane passes through points ( - n0 , - n2 ) and ( n2 , n3 ) . what is the smallest possible area of that circle ?	add ( n0 , n2 ) | add ( n1 , n3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | add ( #2 , #3 ) | sqrt ( #4 ) | divide ( #5 , n1 ) | square_area ( #6 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
the ratio of money with ram and gopal is n2 : n3 and that with gopal and krishan is n2 : n3 . if ram has rs . n4 , krishan has ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 )
john and david can finish a job together in n0 hours . if john can do the job by himself in n1 hours , what percent of the job does david do ?	inverse ( n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_100 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
a certain machine produces n0 units of product p per hour . working continuously at this constant rate , this machine will produce how many units of product p in n1 days ?	multiply ( const_10 , const_4 )
a certain quantity of n0 % solution is replaced with n1 % solution such that the new concentration is n2 % . what is the fraction of the solution that was replaced ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 )
a man took a loan at rate of n0 % per annum simple interest . after n1 years he had to pay n2 interest . the principal amount borrowed by him was .	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
on increasing the price of t . v . sets by n0 % , their sale decreases by n1 % . what is the effect on the revenue receipts of the shop ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_100 ) | subtract ( #0 , #3 )
n0 years ago , p was half of q in age . if the ratio of their present ages is n1 : n2 , what will be the total of their present ages	multiply ( n0 , const_2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 ) | add ( #2 , #0 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
for the positive integers x , x + n0 , x + n1 , x + n2 , and x + n3 , the mean is how much greater than the median ?	add ( n0 , n1 ) | add ( const_1 , n1 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n1 )
in what ratio must rice of rs . n0 per kg be mixed with rice of rs . n1 per kg so that cost of mixture is rs . n2 per kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
there are n0 stations between ernakulam and chennai . how many second class tickets have to be printed , so that a passenger can travel from one station to any other station ?	add ( n0 , const_2 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #1 )
a certain quantity of n0 % solution is replaced with n1 % solution such that the new concentration is n2 % . what is the fraction of the solution that was replaced ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 )
a multiple choice test consists of n0 questions , and each question has n1 answer choices . in how many f ways can the test be completed if every question is unanswered ?	power ( n1 , n0 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
what is the area of a triangle with the following vertices l ( n0 , n4 ) , m ( n5 , n3 ) , and n ( n4 , n5 ) ?	subtract ( n2 , n0 ) | subtract ( n3 , n1 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | power ( #2 , const_2 ) | power ( #3 , const_2 ) | power ( #4 , const_2 ) | add ( #5 , #6 ) | add ( #7 , #8 ) | add ( #9 , #8 ) | sqrt ( #10 ) | sqrt ( #11 ) | sqrt ( #12 ) | triangle_area_three_edges ( #13 , #14 , #15 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
if the sum of the n0 th term and the n1 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
the ratio of the ages of mini and minakshi is n0 : n1 . the sum of their ages is n2 years . the ratio of their ages after n3 years will be	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( n3 , #2 ) | add ( n3 , #3 ) | divide ( #4 , #5 )
the purchase price of an article is $ n0 . in order to include n1 % of cost for overhead and to provide $ n2 of net profit , the markup should be	divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | add ( n1 , #1 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
company p had n0 percent more employees in december than it had in january . if company p had n1 employees in december , how many employees did it have in january ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
six dots are evenly spaced on the circumference of a circle . how many combinations of three dots can we make from these n0 dots that do not form an equilateral triangle ?	factorial ( n0 ) | factorial ( const_3 ) | multiply ( #1 , #1 ) | divide ( #0 , #2 ) | subtract ( #3 , const_2 )
a train n0 meters long takes n1 seconds to cross a man walking at n2 kmph in the direction opposite to that of the train . find the speed of the train .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the ratio of money with ram and gopal is n2 : n3 and that with gopal and krishan is n2 : n3 . if ram has rs . n4 , krishan has ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
on multiplying a number f by n0 , the result obtained was n1 . however , it is found that both the n2 ' s are wrong . find the correct result .	add ( const_3 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_10 ) | add ( #1 , #3 ) | add ( n1 , #4 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
it takes n0 identical printing presses n1 hours to print n5 , n6 papers . how many hours would it take n4 of these printing presses to print n5 , n6 papers ?	divide ( const_1000 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , n0 ) | divide ( #2 , n1 ) | multiply ( n3 , #3 ) | divide ( #1 , #4 )
the ratio of two quantities is n0 : n3 . if each of the quantities is decreased by n2 , their ratio changes to n3 : n4 then the smallest number is ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if a and b are positive integers and ( n4 ^ a ) ^ b = n4 ^ n4 , what is the value of n4 ^ a * n4 ^ b ?	power ( n0 , n0 ) | multiply ( n0 , #0 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
what is value of ( ( n5 ^ n7 ) * ( n2 ^ n5 ) ) / ( ( n4 ^ n5 ) * ( n6 ^ n7 ) ) = ?	power ( n0 , n1 ) | power ( n2 , n0 ) | power ( n4 , n0 ) | power ( n6 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | divide ( #4 , #5 )
in how many ways can n0 books on english and n1 books on hindi be placed in a row on a shelf so that two books on hindi may not be together ?	subtract ( n0 , const_1 ) | choose ( #0 , const_3 ) | choose ( #0 , const_1 ) | permutation ( #0 , const_2 ) | add ( #1 , #3 ) | add ( #4 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is	multiply ( n0 , n2 )
in the new budget the price of milk rose by n0 % . by how much percent must a person reduce his consumption so that his expenditure on it does not increase ?	add ( n0 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
the cost of n0 pens and n1 pencils is rs . n2 and the cost of n4 pens and n4 pencils is rs . n5 . find the cost of each pen ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
a profit of rs . n0 is divided between x and y in the ratio of n3 / n2 : n3 / n4 . what is the difference between their profit shares ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 ) | divide ( #3 , n4 ) | subtract ( #4 , #5 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if the operation no_ascii_15 is defined for all x and y by the equation x no_ascii_15 y = n0 * x * y , then n1 no_ascii_15 ( n2 no_ascii_15 n3 ) =	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 )
there is n0 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
with # andeach representing different digits in the problem below , the difference between # and # # is n0 . what is the value of ? # - # # ____ n1	subtract ( n1 , n0 ) | subtract ( #0 , const_2 )
if n2 people can do n2 times of a particular work in n2 days , then how many days would it take n4 people to do n4 times of that particular work ?	divide ( n3 , n3 ) | multiply ( n0 , #0 )
if the sum of the n0 th term and the n2 th term of an arithmetic progression is n2 , what is the sum of the first n3 terms of the progression ?	divide ( n3 , const_2 ) | multiply ( n2 , #0 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if x , y , and z are positive integers , and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | divide ( #2 , n1 ) | divide ( #2 , n2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
a train n0 meters long takes n1 seconds to cross a man walking at n2 kmph in the direction opposite to that of the train . find the speed of the train .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
n0 a n1 + n2 b ____ n3 if a and b represent positive single digits in the correctly worked computation above , what is the value of a + n4 b ?	multiply ( n2 , const_10 ) | subtract ( n3 , #0 ) | subtract ( #1 , n0 ) | subtract ( #2 , n1 ) | divide ( #3 , const_10 ) | floor ( #4 ) | multiply ( #5 , const_10 ) | subtract ( #3 , #6 ) | multiply ( n4 , #7 ) | add ( #5 , #8 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a bag contains n3 red , n1 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that the balls drawn contain balls of different colours ?	add ( n0 , n1 ) | choose ( const_4.0 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
n0 / n1 th of a job is completed in n2 days . if a person works at the same pace , how many days will he take to complete the job ?	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
in a group of n0 boys and n1 girls are to be selected . in how many different ways can they be selected such that at least one boy should be there ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( n0 ) | factorial ( #0 ) | multiply ( #1 , #2 ) | divide ( #3 , #4 )
the average of n1 observations was n1 , that of the n2 st of n7 being n4 and that of the last n7 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n0 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , n0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
if the average of n0 , n1 , n2 , n3 , n4 , n6 , n6 , n7 , n8 and x is n9 , what is the value of x ?	add ( n0 , n1 ) | multiply ( n9 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n5 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | subtract ( #1 , #8 )
if x is a sum of all even integers on the interval n0 . . . n1 and y is their number , what is the gcd ( x , y ) ?	subtract ( n0 , const_10 ) | add ( #0 , const_2 ) | multiply ( #1 , #1 )
a squirrel can climb n0 metres of a pole in one minute but slips n1 metres in the next minute . how much time will the squirrel take to climb n2 metres ?	divide ( n2 , n1 ) | add ( n1 , #0 )
there are n0 stations between hyderabad and bangalore . how many second class tickets have to be printed , so that a passenger can travel from any station to any other station ?	add ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 )
the speed of a boat in still water in n0 km / hr and the rate of current is n1 km / hr . the distance travelled downstream in n2 minutes is :	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a worker ' s daily wage is increased by n0 % and the new wage is $ n1 per day . what was the worker ' s daily wage before the increase ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if bill can buy n4 pairs of jeans and n3 shirts for $ n2 or n3 pairs of jeans and n4 shirts for $ n5 , how much does one shirt cost ?	multiply ( n0 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n0 ) | multiply ( n1 , n1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
thomas worked in the factory @ n0 / - per week . owner told him to give the amount after one month . then how much amount will be paid to thomas ?	multiply ( const_10 , const_100 ) | multiply ( n0 , const_2 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , #2 )
when positive integer x is divided by positive integer y , the result is n0 . what is the sum r of all possible n1 - digit remainders for x / y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #1 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
the average length of n0 strings is n1 cm . if the average length of one third of the strings is n2 cm , what is the average of the other strings ?	divide ( n0 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #4 , #3 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
a merchant marks his goods up by n0 % and then offers a discount of n1 % on the marked price . what % profit does the merchant make after the discount ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
in what ratio must rice of rs . n0 per kg be mixed with rice of rs . n1 per kg so that cost of mixture is rs . n2 per kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
the sum of the numbers is n0 . if the first number be twice the second and third number be one - third of the first , then the second number is :	add ( const_1 , const_10 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
x , y , and z are different prime numbers . the product x ^ n0 * y ^ n2 * z ^ n2 is divisible by how many different positive numbers ?	power ( n0 , const_4 ) | subtract ( #0 , const_4 )
the average age of n0 boys is n1 , if the average age of first n4 boys is n3 and that of the last n4 is n5 . find the boy age ?	multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
the digital sum of a number is the sum of its digits . for how many of the positive integers n0 - n1 inclusive is the digital sum a multiple of n2 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_2 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . what is their h . c . f . ?	multiply ( n0 , n2 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the average of n0 observations was n1 , that of the n2 st of n7 being n4 and that of the last n7 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
along a yard n0 metres long , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between two consecutive trees	subtract ( n1 , const_1 ) | divide ( n0 , #0 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a box contains n0 pairs of shoes ( n1 shoes in total ) . if two shoes are selected at random , what it is the probability that they are matching shoes ?	subtract ( n1 , const_1 ) | divide ( const_1 , #0 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are n0 cm each . the radius of the sphere is	divide ( n0 , const_2 ) | multiply ( const_4 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_2 ) | divide ( #4 , #1 ) | sqrt ( #5 )
find the value of a / b + b / a , if a and b are the roots of the quadratic equation x n0 + n1 x + n2 = n3 ?	negate ( n1 ) | power ( #0 , n0 ) | divide ( #1 , n2 ) | subtract ( #2 , n0 )
n0 wires are by average n1 cm long each . if the average length of one third of the wires is n2 cm , what is the average of the other wires ?	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 )
a man distributed rs . n0 equally among his friends . if there had been n1 more friends , each would have received one rupee less . how many friends had he ?	divide ( n0 , n1 ) | add ( n1 , #0 )
in the coordinate plane , a circle centered on point ( n0 , - n1 ) passes through point ( n3 , n3 ) . what is the area of the circle ?	add ( n1 , n2 ) | subtract ( n0 , n2 ) | power ( #1 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #3 ) | sqrt ( #4 ) | circle_area ( #5 )
if [ x ] is the greatest integer less than or equal to x , what is the value of [ n0 ] + [ - n1 ] + [ n2 ] ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a company produces n0 bottles of water everyday . if a case can hold n1 bottles of water . how many cases are required by the company to hold its one day production	divide ( n0 , n1 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
there is n0 % increase in an amount in n1 years at si . what will be the ci of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
along a yard n0 metres long , n1 trees are palnted at equal distances , one tree being at each end of the yard . what is the distance between two consecutive trees	subtract ( n1 , const_1 ) | divide ( n0 , #0 )
the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are n0 cm each . the radius of the sphere is	divide ( n0 , const_2 ) | multiply ( const_4 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_2 ) | divide ( #4 , #1 ) | sqrt ( #5 )
the length of a rectangular plot is thrice its breadth . if the area of the rectangular plot is n0 sq m , then what is the breadth of the rectangular plot ?	divide ( n0 , const_3 ) | sqrt ( #0 )
jar a has n0 % more marbles than jar b . what percent of marbles from jar a need to be moved into jar b so that both jars have equal marbles ?	add ( n0 , const_100 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the digital sum of a number is the sum of its digits . for how many of the positive integers n0 - n1 inclusive is the digital sum a multiple of n2 ?	subtract ( n0 , n2 ) | subtract ( #0 , const_2 )
a train crosses a platform of n0 m in n1 sec , same train crosses another platform of length n2 m in n3 sec . then find the length of the train ?	divide ( n1 , const_3 ) | divide ( n1 , #0 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
a circle in the coordinate plane passes through points ( - n3 , - n1 ) and ( n2 , n3 ) . what is the smallest possible area of that circle ?	add ( n0 , n2 ) | add ( n1 , n3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | add ( #2 , #3 ) | sqrt ( #4 ) | divide ( #5 , n1 ) | square_area ( #6 )
if log n0 = n1 , log n6 n3 = n4 , then the number of zeros between the decimal point and the first significant figure in ( n5 ) n6 is ?	multiply ( n3 , n4 ) | multiply ( n1 , const_4 ) | add ( #0 , #1 ) | subtract ( #2 , const_4 ) | multiply ( n2 , #3 ) | negate ( #4 )
there is n2 lit of milk and water in which milk forms n1 % . howmuch water must be added to this solution to make it solution in which milk forms n2 %	divide ( const_100 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
in a college , the ratio of the number of boys to girls is n0 : n1 . if there are n2 girls , the total number of students in the college is	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
the speed of a boat in still water is n0 km / hr and the rate of current is n1 km / hourr . the distance travelled downstream in n2 mins is ?	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a man is n0 years older than his son . in three years , his age will be twice the age of his son . the present age of his son is :	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
on increasing the price of t . v . sets by n0 % , their sale decreases by n1 % . what is the effect on the revenue receipts of the shop ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_100 ) | subtract ( #0 , #3 )
a train n0 meters long takes n1 seconds to cross a man walking at n2 kmph in the direction opposite to that of the train . find the speed of the train .	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
if n2 people can do n2 times of a particular work in n2 days , then how many days would it take n4 people to do n4 times of that particular work ?	divide ( n3 , n3 ) | multiply ( n0 , #0 )
n0 men working n1 hours per day dig n2 m deep . how many extra men should be put to dig to a depth of n3 m working n4 hours per day ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( n3 , #1 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
a student got n0 % in math and n1 % in history . to get an overall average of n2 % , how much should the student get in the third subject ?	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #1 , #0 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
the cost of n0 pens and n1 pencils is rs . n2 and the cost of n3 pens and n4 pencils is rs . n5 . find the cost of each pen ?	add ( const_3.0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
a certain mixture of nuts consists of n0 parts almonds to n1 parts walnuts , by weight . what is the number of pounds of almonds in n2 pounds of the mixture ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 )
a side of beef lost n0 percent of its weight in processing . if the side of beef weighed n1 pounds after processing , how many pounds did it weigh before processing ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
a train traveling at n0 kmph crosses a platform in n1 seconds and a man standing on the platform in n2 seconds . what is the length of the platform in meters ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
the average of n0 results is n1 . the average of first n4 of those is n3 and the average of last n4 is n5 . what is the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
the length and width of a rectangle are integer values . what is the area of the smallest such rectangle that can be inscribed in a circle whose radius is also an integer	rectangle_area ( const_10 , const_4 ) | add ( #0 , const_4 )
if [ x ] is the greatest integer less than or equal to x , what is the value of [ - n0 ] + [ n1 ] + [ n2 ] ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
if [ x ] is the greatest integer less than or equal to x , what is the value of [ - n0 ] + [ n1 ] + [ n2 ] ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
if n0 = x . n5 = n5 x n3 = n8 x . . . . what is n5 x * n6 x + n7 x / n8 x - n9 x	multiply ( n1 , n6 ) | multiply ( n1 , #0 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
a certain machine produces n0 units of product p per hour . working continuously at this constant rate , this machine will produce how many units of product p in n1 days ?	multiply ( const_10 , const_4 )
the price of rice is reduced by n0 % . how many kilograms of rice can now be bought for the money which was sufficient to buy n1 kg of rice earlier ?	multiply ( n1 , const_100 ) | subtract ( const_100 , const_2 ) | divide ( #0 , #1 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a multiple choice test consists of n0 questions , and each question has n1 answer choices . in how many w ways can the test be completed if every question is unanswered ?	power ( n1 , n0 )
david obtained n0 , n4 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a company produces n0 bottles of water everyday . if a case can hold n1 bottles of water . how many cases are required by the company to hold its one day production	divide ( n0 , n1 )
the average of n0 observations was n7 , that of the n2 st of n7 being n4 and that of the last n7 being n6 . what was the n7 th observation ?	multiply ( n3 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
an engineering student has to secure n0 % marks to pass . he gets n1 marks and fails by n2 marks . the maximum no . of marks obtained by him is ?	add ( n1 , n2 ) | multiply ( #0 , const_100 ) | divide ( #1 , n0 )
he ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	divide ( const_3.0 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n0 boys and n1 girls are examined in a test ; n2 % of the boys and n3 % of the girls pass . the percentage of the total who failed is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
ab + ba ___ n0 in the addition problem above , a and b represent digits in two different two - digit numbers . what is the sum of a and b ?	add ( const_1 , const_10 ) | divide ( n0 , #0 ) | add ( #1 , const_2 ) | floor ( #2 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the cash difference between the selling prices of an article at a profit of n0 % and n1 % is rs . n2 . the ratio of the two selling prices is ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 )
a bag contains n3 red , n1 yellow and n2 green balls . n3 balls are drawn randomly . what is the probability that the balls drawn contain balls of different colours ?	add ( n0 , n1 ) | choose ( n2 , const_2 ) | add ( n2 , #0 ) | choose ( #0 , const_1 ) | choose ( #2 , n0 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 )
bird is flying n0 km / hr between b to r . two trains at b to r at n1 kmph . the distance traveled by the bird before it is killed ?	add ( n1 , n1 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
walking at the rate of n0 kmph a man cover certain distance in n1 hrs . . running at a speed of n2 kmph the man will cover the same distance in .	multiply ( n0 , n1 ) | divide ( #0 , n2 )
in what ratio must rice of rs . n0 per kg be mixed with rice of rs . n1 per kg so that cost of mixture is rs . n2 per kg ?	subtract ( n2 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
a sum fetched a total simple interest of rs . n0 at the rate of n1 p . c . p . a . in n2 years . what is the sum ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n2 )
if the operation no_ascii_15 is defined for all x and y by the equation x no_ascii_15 y = n0 * x * y , then n1 no_ascii_15 ( n2 no_ascii_15 n3 ) =	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a box contains n0 pairs of shoes ( n1 shoes in total ) . if two shoes are selected at random , what it is the probability that they are matching shoes ?	subtract ( n1 , const_1 ) | divide ( const_1 , #0 )
if n0 ^ ( - x ) + n1 ^ ( - n2 x ) + n3 ^ ( - n4 x ) = n5 , what is the value of x ?	divide ( const_1 , n4 )
if n2 people can do n2 times of a particular work in n2 days , then how many days would it take n4 people to do n4 times of that particular work ?	divide ( n3 , n3 ) | multiply ( n0 , #0 )
three numbers are in the ratio of n0 : n1 : n2 and their l . c . m . is n3 . what is their h . c . f . ?	multiply ( n0 , n2 )
he ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
the average of n0 numbers is n1 . if the average of the first n4 numbers is n3 and that of the last n4 numbers is n5 , then the middle number is	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
if n0 = n10 n2 = n12 n4 = n5 n6 = n7 n8 = n9 n10 = n11 then n12 = ? hint : its a logic riddle not a mathematical riddle	min ( n2 , n3 )
if n0 cm of a pencil is purple , n1 cm of the remaining is black and the remaining n2 cm is blue , what is the total length of the pencil ?	add ( n0 , n1 ) | add ( n2 , #0 )
a rectangular carpet has an area of n0 sq . m . if its diagonal and longer side together equal n1 times the shorter side , the length of the carpet is :	multiply ( n0 , const_10 ) | power ( n1 , const_2 ) | subtract ( #1 , const_1 ) | divide ( #0 , #2 ) | sqrt ( #3 ) | divide ( n0 , #4 )
find the ratio in which rice at rs . n0 a kg be mixed with rice at rs . n1 a kg to produce a mixture worth rs . n2 a kg .	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
if n0 ^ ( - x ) + n1 ^ ( - n2 x ) + n3 ^ ( - n4 x ) = n5 , what is the value of x ?	divide ( const_1 , n4 )
a man rows downstream n0 km and n1 km upstream . if he takes n2 hours to cover each distance , then the velocity ( in kmph ) of the current is :	divide ( n0 , n2 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
if leo gains n0 pounds , he will weigh n1 % more than his sister kendra . currently their combined weight is n2 pounds . what is leo ' s current weight ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #3 , n0 ) | divide ( #4 , #2 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
a and b can finish a work in n0 days while a alone can do the same work in n1 days . in how many days b alone will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
n0 workers work n1 hours to dig a hole n3 meters deep . how many extra workers should be hired to dig another hole n3 meters deep by working for n4 hours ?	divide ( n3 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #3 , n0 )
the cost of n0 pens and n1 pencils is rs . n2 and the cost of n4 pens and n4 pencils is rs . n5 . find the cost of each pen ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
if the average ( arithmetic mean ) of a and b is n0 , and the average of b and c is n1 , what is the value of a no_ascii_73 c ?	multiply ( const_60.0 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
if leo gains n0 pounds , he will weigh n1 % more than his sister kendra . currently their combined weight is n2 pounds . what is leo ' s current weight ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #3 , n0 ) | divide ( #4 , #2 )
if x , y , and z are positive integers , and n0 x = n1 y = n2 z , then the least possible value of x + y + z is	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | divide ( #2 , n1 ) | divide ( #2 , n2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
how much water must be added to n0 litres of milk at n2 1 no_ascii_39 n6 litres for n4 so as to have a mixture worth n5 n6 no_ascii_39 n7 a litre ?	divide ( n1 , n3 ) | add ( n1 , #0 ) | divide ( n4 , #1 )
a train n0 m long takes n1 sec to cross a man walking at n2 kmph in a direction opposite to that of the train . find the speed of the train ?	divide ( n0 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n2 )
there are , in a certain league , n0 teams , and each team face another team for a total of n1 times . how many games are played in the season ?	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 )
the average of n0 results is n1 . the average of first n4 of those is n3 and the average of last n4 is n5 . what is the n6 th result ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
he ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	divide ( const_3.0 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
ashok secured average of n0 marks in n4 subjects . if the average of marks in n2 subjects is n3 , how many marks did he secure in the n4 th subject ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . the present age of the son is ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
on increasing the price of t . v . sets by n0 % , their sale decreases by n1 % . what is the effect on the revenue receipts of the shop ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_100 ) | subtract ( #0 , #3 )
n0 kilograms of rice costing rs . n1 per kg is mixed with n2 kilograms of rice costing rs . n3 per kg . what is the average price of the mixture ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
how much water must be added to n0 litres of milk at n2 1 no_ascii_39 n6 litres for n4 so as to have a mixture worth n5 n6 no_ascii_39 n7 a litre ?	divide ( n1 , n3 ) | add ( n1 , #0 ) | divide ( n4 , #1 )
the sum of the numbers is n0 . if the first number be twice the second and third number be one - third of the first , then the second number is :	add ( const_1 , const_10 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
in a class , if n1 % of the boys were girls , then there would be n1 % more girls than boys . what percentage of the overall class is girls ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | subtract ( #2 , #0 ) | add ( #3 , const_1 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
if n is the greatest number that will divide n0 , n1 and n2 , leaving the same remainder in each case . what is the sum of the digits of n ?	multiply ( const_10 , const_100 ) | subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | subtract ( n2 , n0 ) | gcd ( #1 , #2 ) | gcd ( #4 , #3 ) | divide ( #5 , const_10 ) | divide ( #6 , const_10 ) | floor ( #6 ) | divide ( #7 , const_10 ) | floor ( #7 ) | multiply ( #8 , const_10 ) | floor ( #9 ) | multiply ( #10 , const_100 ) | subtract ( #4 , #11 ) | multiply ( #12 , #0 ) | subtract ( #4 , #13 ) | divide ( #16 , const_10 ) | subtract ( #4 , #15 ) | divide ( #18 , const_100 ) | floor ( #17 ) | floor ( #19 ) | add ( #12 , #21 ) | add ( #22 , #20 ) | add ( #23 , #14 )
a , b , c , d , e , f , g , h sitting in a row what is the probability that a , b , d are sitting together ?	add ( const_4 , const_4 ) | factorial ( const_3 ) | factorial ( #0 ) | subtract ( #0 , const_3 ) | add ( #3 , const_1 ) | factorial ( #4 ) | multiply ( #5 , #1 ) | divide ( #6 , #2 )
a is twice as fast as b . if b alone can do a piece of work in n0 days , in what time can a and b together complete the work ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
the ratio between the sale price and the cost price of an article is n0 : n1 . what is the ratio between the profit and the cost price of that article ?	subtract ( n0 , n1 ) | divide ( #0 , n1 )
a train n0 m long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 min , then the length of the tunnel is ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if n4 is added to the denominator of fraction , the fraction becomes n4 / n2 . if n4 is added to the numerator , the fraction becomes n4 . the fraction is	add ( n0 , n0 ) | add ( n0 , n2 ) | divide ( #0 , #1 )
a train n0 m long passes a man , running at n2 kmph in the direction opposite to that of the train , in n2 seconds . the speed of the train is	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
if p / q = n0 / n1 , then the value of n2 / n3 + { ( n5 q - p ) / ( n5 q + p ) } is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( n4 , #1 ) | subtract ( n4 , #1 ) | divide ( #3 , #2 ) | add ( #0 , #4 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bears a number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
how many gallons of milk that is n0 percent butter - fat must be added to n1 gallons of milk that is n2 percent butterfat to obtain milk that is n3 percent butterfat ?	subtract ( n2 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
the average runs of a cricket player of n2 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is ?	multiply ( n0 , n2 )
the simple interest and the true discount on a certain sum for a given time and at a given rate are rs . n0 and rs . n1 respectively . the sum is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
there are n0 doctors and nurses in a hospital . if the ratio of the doctors to the nurses is n1 : n2 , then how many nurses are there in the hospital ?	subtract ( n2 , n1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
how many cuboids of length n0 m , width n5 m and height n2 m can be farmed from a cuboid of n3 m length , n4 m width and n5 m height .	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
for what values of k will the pair of equations n2 ( n1 x + n2 y ) = n3 and kx + n4 y = n5 does not have a unique solution ?	multiply ( n1 , n4 ) | divide ( #0 , n0 )
the average weight of n0 people increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average age of a , b and c is n0 years . if the average age of a and c is n1 years , what is the age of b in years ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
if a is an integer greater than n0 but less than n1 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
in n2 years , a will be twice as old n1 as b was n2 years ago . if a is now n3 years older than b , the present age of b is	add ( n0 , n3 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
in town p , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town p are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
an integer n between n2 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n2 ) will be divisible by n3 ?	divide ( n1 , n3 ) | divide ( #0 , n1 ) | multiply ( const_2.0 , #1 )
the average of n2 numbers is n1 . out of n2 numbers the average of first n7 no . is n4 , and last n7 numbers is n6 then find n7 th number ?	multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
an integer n between n0 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n2 ) will be divisible by n3 ?	divide ( n1 , const_3 ) | divide ( #0 , n1 ) | multiply ( n2 , #1 )
in a division sum , the remainder is n0 and the divisor is n2 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is :	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
the hcf and lcm of two numbers m and n are respectively n0 and n1 . if m + n = n2 , then n4 / m + n4 / n is equal to	multiply ( n0 , n1 ) | divide ( n2 , #0 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
dacid obtained n2 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a waiter ' s salary consists of his salary and tips . during one week his tips were n0 / n1 of his salary . what fraction of his income came from tips ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a retailer buys n0 pens at the market price of n1 pens from a wholesaler , if he sells these pens giving a discount of n2 % , what is the profit % ?	divide ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
if n0 students in a class average n1 % on an exam and n2 students average n3 % on the same exam , what is the average in percent for all n4 students ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
a , b , c can complete a piece of work in n0 , n1 and n2 days respectively . working together , they will complete the same work in how many days ?	add ( const_4 , const_4 ) | inverse ( const_3 ) | inverse ( n1 ) | add ( #0 , const_1 ) | inverse ( #3 ) | add ( #1 , #4 ) | add ( #5 , #2 ) | inverse ( #6 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the average runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the average weight of n0 people increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average of n2 numbers is n1 . out of n2 numbers the average of first n5 no . is n4 , and last n5 numbers is n6 then find n7 th number ?	multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
n0 / n5 of n2 / n6 of a number is greater than n4 / n5 of n6 / n7 of the same number by n8 . what is half of that number ?	divide ( n0 , n1 ) | divide ( n7 , n3 ) | divide ( const_2.0 , n2 ) | divide ( n0 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n8 , #6 ) | divide ( #7 , n6 )
in what ratio must tea at rs . n0 per kg be mixed with tea at rs . n1 per kg so that the mixture must be worth rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
sandy gets n0 marks for each correct sum and loses n1 marks for each incorrect sum . sandy attempts n2 sums and obtains n3 marks . how many sums did sandy get correct ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
a person travels from p to q a speed of n1 km / hr and returns by increasing his speed by n1 % . what is his average speed for both the trips ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
how many gallons of milk that is n0 percent butter - fat must be added to n1 gallons of milk that is n2 percent butterfat to obtain milk that is n3 percent butterfat ?	subtract ( n2 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a can do a work in n0 days . b can do in n1 days . if both a & b are working together in how many days they can finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
define a = the sum of digits of the number n0 ^ n1 and b = the sum of the digits of a . what is the sum of the digits of b ?	add ( const_2 , const_4 ) | add ( #0 , const_1 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is :	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
for any non - zero a and b that satisfy | ab | = ab and | a | = a | b - n0 | + | ab - b | = ?	subtract ( const_1 , const_1 ) | subtract ( #0 , n0 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water in ( km / hr ) is	add ( n0 , n1 ) | divide ( #0 , const_2 )
pavan travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by pavan .	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 ) | inverse ( #4 ) | multiply ( n0 , #5 )
a , b and c have rs . n2 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a certain number of men can do a work in n0 days . if there were n1 men less it could be finished in n2 days more . how many men are there ?	add ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
diana is painting statues . she has n0 / n3 of a gallon of paint remaining . each statue requires n2 / n3 gallon of paint . how many statues can she paint ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
if n0 students in a class average n1 % on an exam and n2 students average n3 % on the same exam , what is the average in percent for all n4 students ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
the ratio of number of boys and girls in a school is n0 : n1 . if there are n2 students in the school , find the number of girls in the school ?	divide ( n2 , const_3 ) | multiply ( n1 , #0 )
if n0 xz + yw = n1 and xw + yz = n2 , what is the value of the expression ( n4 x + y ) ( n4 z + w ) ?	multiply ( n2 , n3 ) | add ( n1 , #0 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a sum of money amounts to rs . n0 after n1 years and rs . n2 after n3 years at the same rate of simple interest . the rate of interest per annum is	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
if x / ( n0 p ) is an odd prime number , where x is a positive integer and p is a prime number , what is the least value of x ?	multiply ( n0 , const_3 ) | multiply ( #0 , const_2 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
rs . n0 is divided among a , b , c so that a receives half as much as b and b half as much as c . then c ' s share is	add ( const_1 , const_2 ) | add ( #0 , const_4 ) | divide ( const_4 , #1 ) | multiply ( n0 , #2 )
sandy gets n0 marks for each correct sum and loses n1 marks for each incorrect sum . sandy attempts n2 sums and obtains n3 marks . how many sums did sandy get correct ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
in a division sum , the remainder is n0 and the divisor is n2 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is :	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
for what values of k will the pair of equations n1 ( n1 x + n2 y ) = n3 and kx + n4 y = n5 does not have a unique solution ?	multiply ( n1 , n4 ) | divide ( #0 , n2 )
a train is running with a speed of n0 kmph and its length is n1 metres . calculate the time by which it will pass a man running opposite with speed of n2 kmph	add ( n0 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n1 , #1 )
if paint costs $ n0 per quart , and a quart covers n2 square feet , how much will it cost to paint the outside of a cube n2 feet on each edge ?	divide ( n0 , n1 ) | surface_cube ( n2 ) | multiply ( #0 , #1 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
there are n0 books on a shelf , of which n1 are paperbacks and n2 are hardbacks . how many possible selections of n3 books from this shelf include at least one paperback ?	choose ( n0 , n3 ) | choose ( n2 , n3 ) | subtract ( #0 , #1 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( n0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
walking at the rate of n0 kmph a man cover certain distance in n1 hr n2 min . running at a speed of n3 kmph the man will cover the same distance in .	divide ( n2 , const_60 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n3 ) | multiply ( #3 , const_60 )
a clockwise rotation around point z ( that is , a rotation in the direction of the arrow ) transforms the shaded quadrilateral to the unshaded quadrilateral . the angle of rotation is approximately	divide ( const_3600 , const_10 ) | divide ( #0 , const_4 ) | subtract ( #0 , #1 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
dan no_ascii_32 s car gets n0 miles per gallon . if gas costs $ n1 / gallon , then how many miles can dan no_ascii_32 s car go on $ n2 of gas ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
set x consists of n0 integers and has median of n2 and a range of n2 . what is the value of the greatest possible integer that can be present in the set ?	add ( n1 , n2 )
what is the average of n0 , n1 , n2 , n3 , n4 , n5 , n10 , n7 , n10 , n9 , and n10 , n11 , n12 , n13 ?	add ( n0 , n1 ) | add ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n0 , #5 ) | divide ( #6 , #1 )
the maximum numbers of students among them n0 pens and n1 toys can be distributed in such a way that each student gets the same number of pens and same number of toys is	subtract ( n0 , n1 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
the present ages of n0 persons are in the proportion of n1 : n2 : n3 . n4 years ago , the sum of their ages was n5 . find their present ages .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | add ( n5 , #1 ) | add ( n3 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n4 , #5 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
a sphere is inscribed in a cube with an edge of n0 . what is the shortest possible distance from one of the vertices of the cube to the surface of the sphere ?	sqrt ( const_3 ) | multiply ( n0 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
there are n3 books on a shelf , of which n1 are paperbacks and n2 are hardbacks . how many possible selections of n3 books from this shelf include at least one paperback ?	choose ( n0 , n3 ) | choose ( n2 , n3 ) | subtract ( #0 , #1 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student get the same number of pens and same number of pencils ?	gcd ( n0 , n1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
if the average ( arithmetic mean ) of n0 b , n1 b + n2 b , n3 b - n4 and n5 b is n6 , what is the value of b ?	divide ( n6 , n1 ) | add ( n5 , #0 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
if a is an integer greater than n0 but less than n2 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
a waiter ' s salary consists of his salary and tips . during one week his tips were n0 / n1 of his salary . what fraction of his income came from tips ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
the average weight of n0 students is n1 kg . by the admission of a new student , the average weight is reduced to n2 kg . the weight of the new student is	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
the average runs of a cricket player of n0 innings was n1 . how many runs must he makes ih his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a boat running downstream covers a distance of n0 km in n1 hr while for covering the same distance upstream , it takes n2 hr . what is the speed of the boat ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the difference between a two - digit number and the number obtained by interchanging the positions of its digits is n0 . what is the difference between the two digits of that number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the average weight of n0 students is n1 kg . by the admission of a new student , the average weight is reduced to n2 kg . the weight of the new student is	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find a shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student get the same number of pens and same number of pencils ?	gcd ( n0 , n1 )
the ratio of number of boys and girls in a school is n0 : n1 . if there are n2 students in the school , find the number of girls in the school ?	divide ( n2 , const_3 ) | multiply ( const_2.0 , #0 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student get the same number of pens and same number of pencils ?	gcd ( n0 , n1 )
k is a n0 digit number such that the the ratio of the number to the sum of its digits is least . what is the difference between the hundreds and tens digit ?	add ( n0 , const_4 ) | add ( #0 , const_1 )
a man goes from a to b at a speed of n0 kmph and comes back to a at a speed of n1 kmph . find his average speed for the entire journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a is two years older than b who is twice as old as c . the total of the ages of a , b and c is n0 . how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
an integer n between n2 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n2 ) will be divisible by n3 ?	divide ( n1 , n3 ) | divide ( #0 , n1 ) | multiply ( const_2.0 , #1 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
the numbers n0 and n1 , when divided by n , a two digit number , leave a remainder of n2 and n3 respectively . find the sum of the digits of n ?	subtract ( n0 , n2 ) | subtract ( n1 , n3 ) | gcd ( #0 , #1 ) | reminder ( #2 , const_10 ) | add ( #3 , const_2 )
at a certain zoo , the ratio of lions to penguins is n0 to n1 . if there are n2 more penguins than lions at the zoo , how many lions are there ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | floor ( #2 )
if n0 people contributed a total of $ n1 toward a gift and each of them contributed at least $ n2 , then the maximum possible amount any one person could have contributed is	subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | subtract ( n1 , #1 )
nelly made a part payment of $ n0 toward buying a brand new refrigerator , which represents n1 % of the total cost of the refrigerator , how much remains to be paid ?	divide ( n1 , const_100 ) | divide ( n0 , #0 ) | subtract ( #1 , n0 )
if jake loses n0 pounds , he will weigh thrice as much as his sister . together they now weigh n1 pounds . what is jake ' s present weight , in pounds ?	multiply ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , const_3 )
the average weight of n0 persons increases by n1 kg . if a person weighing n2 kg is replaced by a new person , what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
there are n0 doctors and nurses in a hospital . if the ratio of the doctors to the nurses is n1 : n2 , then how many nurses are there in the hospital ?	subtract ( n2 , n1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
an integer n between n2 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n2 ) will be divisible by n3 ?	divide ( n1 , const_3 ) | divide ( #0 , n1 ) | multiply ( const_2.0 , #1 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b , the present age of b is ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
the average age of n0 students in a class is n1 years . if teacher ' s age is also included then average increases n2 year then find the teacher ' s age ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake ' s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
a is four times as fast as b . if b alone can do a piece of work in n0 days , in what time can a and b together complete the work ?	divide ( n0 , const_4 ) | inverse ( n0 ) | inverse ( #0 ) | add ( #2 , #1 ) | inverse ( #3 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the ratio of number of boys and girls in a school is n0 : n1 . if there are n2 students in the school , find the number of girls in the school ?	divide ( n2 , const_3 ) | multiply ( n1 , #0 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
the ratio of number of boys and girls in a school is n0 : n1 . if there are n2 students in the school , find the number of girls in the school ?	divide ( n2 , const_3 ) | multiply ( n1 , #0 )
if the sides of a square are multiplied by sqrt ( n0 ) , the area of the original square is how many times as large as the area of the resultant square ?	square_perimeter ( n0 )
steve traveled the first n0 hours of his journey at n1 mph and the remaining n2 hours of his journey at n3 mph . what is his average speed for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
for all numbers a and b , the operationis defined by ab = ( a + n0 ) ( b no_ascii_77 n2 ) . if n2 x = no_ascii_77 n3 , then x =	add ( n0 , n1 ) | divide ( n3 , #0 ) | subtract ( n1 , #1 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b , the present age of b is ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
the average age of n0 students in a class is n1 years . if teacher ' s age is also included then average increases n2 year then find the teacher ' s age ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
a train n0 metres long is moving at a speed of n1 kmph . it will cross a man coming from the opposite direction at a speed of n2 km per hour in :	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
two trains travel in opposite directions at n0 kmph and n1 kmph and a man sitting in slower train passes the faster train in n2 seconds . the length of the faster train is	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
set x consists of n0 integers and has median of n2 and a range of n2 . what is the value of the greatest possible integer that can be present in the set ?	add ( n1 , n2 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a man goes from a to b at a speed of n0 kmph and comes back to a at a speed of n1 kmph . find his average speed for the entire journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b , the present age of b is ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
dan no_ascii_32 s car gets n0 miles per gallon . if gas costs $ n1 / gallon , then how many miles can dan no_ascii_32 s car go on $ n2 of gas ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a man can row n0 km / hr in still water . it takes him twice as long to row upstream as to row downstream . what is the rate of the current ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
a is three times as fast as b . if b alone can do a piece of work in n0 days , in what time can a and b together complete the work ?	divide ( n0 , const_4 ) | inverse ( n0 ) | inverse ( #0 ) | add ( #2 , #1 ) | inverse ( #3 )
the average of n2 numbers is n1 . out of n2 numbers the average of first n7 no . is n4 , and last n7 numbers is n6 then find n7 th number ?	multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
if a large pizza has a radius that is n0 % larger that that of a medium pizza , what is the percent increase in area between a medium and a large pizza ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
if p / q = n0 / n1 , then the value of n2 / n3 + { ( n5 q - p ) / ( n5 q + p ) } is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( n4 , #1 ) | subtract ( n4 , #1 ) | divide ( #3 , #2 ) | add ( #0 , #4 )
of n3 numbers , the third is n1 times the second and the second is two times the first . if their average is n2 , the smallest of the n3 numbers is :	multiply ( n0 , n2 ) | multiply ( n1 , const_2 ) | add ( n0 , #1 ) | divide ( #0 , #2 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
a man buys n0 pens at marked price of n1 pens from a whole seller . if he sells these pens giving a discount of n2 % , what is the profit percent ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
how many gallons of milk that is n0 percent butter - fat must be added to n1 gallons of milk that is n2 percent butterfat to obtain milk that is n3 percent butterfat ?	subtract ( n2 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
if p ( a ) = n0 / n3 and p ( b ) = n2 / n3 , find p ( a n b ) if a and b are independent events .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
there are n0 red balls and n1 blue balls in a jar . if n3 balls are selected from the jar , what is the probability that n3 balls selected are red balls ?	add ( n0 , n1 ) | choose ( n1 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
a person travels from p to q a speed of n0 km / hr and returns by increasing his speed by n1 % . what is his average speed for both the trips ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
n0 men , working n1 hours a day can complete a work in n2 days . how many hours a day must n4 men work to complete the same work in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
the hcf and lcm of two numbers m and n are respectively n0 and n1 . if m + n = n2 , then n4 / m + n4 / n is equal to	multiply ( n0 , n1 ) | divide ( n2 , #0 )
if a is an integer greater than n0 but less than n1 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
robert spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n1 , n1 )
a man can row n0 km / hr in still water . it takes him twice as long to row upstream as to row downstream . what is the rate of the current ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
there are n0 student in a school . n1 if them speek hindi n2 of them speak eng n3 of them speak both , then how many student neithe speak eng nor speak hindi	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
if a is an integer greater than n0 but less than n1 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
p has $ n0 more than what q and r together would have had if both b and c had n1 / n2 of what p has . how much does p have ?	divide ( n1 , n2 ) | multiply ( #0 , const_2 ) | subtract ( n1 , #1 ) | divide ( n0 , #2 )
a and b together can do a piece of work in n0 days and a alone can do it in n1 days . in how many days can b alone can do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a man buys n0 pens at marked price of n1 pens from a whole seller . if he sells these pens giving a discount of n2 % , what is the profit percent ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a line has a slope of n0 / n1 and intersects the point r ( - n2 , - n3 ) . at which point does this line intersect the x - axis ?	divide ( n0 , n1 ) | negate ( n3 ) | negate ( n2 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #0 ) | negate ( #5 ) | multiply ( #6 , const_10 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
n0 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
the diagonal of the floor of a rectangular closet is n0 feet . the shorter side of the closet is n1 feet . what is the area of the closet in square feet ?	multiply ( const_2 , const_4 ) | multiply ( n0 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | power ( #5 , const_2 ) | power ( #4 , const_2 ) | subtract ( #6 , #7 ) | sqrt ( #8 ) | rectangle_area ( #4 , #9 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is :	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
if a = - n0 , what is the value of no_ascii_77 ( a ^ n1 + a ^ n2 + a ^ n3 + a ^ n4 + a ^ n5 ) ?	subtract ( n0 , n1 ) | power ( #0 , n5 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
the ratio of buses to cars on river road is n0 to n1 . if there are n2 fewer buses than cars on river road , how many cars are on river road ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
if paint costs $ n0 per quart , and a quart covers n1 square feet , how much will it cost to paint the outside of a cube n2 feet on each edge ?	divide ( n0 , n1 ) | surface_cube ( n2 ) | multiply ( #0 , #1 )
the ratio of buses to cars on river road is n0 to n1 . if there are n2 fewer buses than cars on river road , how many cars are on river road ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
two numbers are in the ratio of n0 : n1 . if n2 is subtracted from each , the new numbers are in the ratio n3 : n4 . find the smaller number .	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
how many cuboids of length n0 m , width n1 m and height n2 m can be farmed from a cuboid of n3 m length , n4 m width and n5 m height .	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
the grade point average of one third of the classroom is n0 ; the grade point average of the rest is n1 . what is the grade point average of the whole class ?	divide ( n0 , const_3 ) | divide ( n1 , const_3 ) | multiply ( #1 , const_2 ) | add ( #0 , #2 )
what approximate value will come in place of the question mark ( ? ) in the below question ? ( n0 % of n1 - n2 % of n3 ) + n4 = ?	add ( const_10 , const_4 ) | add ( n2 , const_10 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_4 ) | add ( #1 , const_12 ) | multiply ( n1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_100 ) | subtract ( #6 , #7 ) | add ( #8 , #9 ) | add ( n4 , #10 ) | add ( #11 , #12 )
if the mean of numbers n0 , x , n1 , n2 and n3 is n4 , what is the mean of n5 , n6 , n7 , n8 , n9 and x ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n4 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 ) | add ( n5 , #5 ) | add ( n6 , #6 ) | add ( n7 , #7 ) | add ( n8 , #8 ) | divide ( #9 , #0 )
bhavan travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by bhavan ?	divide ( n0 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | add ( #1 , #2 )
rose made a part payment of $ n0 toward buying a brand new car , which represents n1 % of the total cost of the car , how much remains to be paid ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 ) | subtract ( #1 , n0 )
triangle xyz is an isosceles right triangle . if side xy is longer than side yz , and the area of the triangle is n0 , what is the measure of side xy ?	sqrt ( n0 ) | sqrt ( const_2 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #3 ) | sqrt ( #4 )
walking at the rate of n0 kmph a man cover certain distance in n1 hr n2 min . running at a speed of n3 kmph the man will cover the same distance in .	divide ( n2 , const_60 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n3 ) | multiply ( #3 , const_60 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( n0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
the ratio of buses to cars on river road is n0 to n1 . if there are n2 fewer buses than cars on river road , how many cars are on river road ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
in what ratio must tea at rs . n0 per kg be mixed with tea at rs . n1 per kg so that the mixture must be worth rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that they tell the truth at the same time	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
n0 boysand n1 girls can do job in n2 days , n3 boys & n4 women do work in n5 days find time taken by n6 boys and n7 girls to do same work	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n5 , #6 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a cylinder is n1 cms in diameter and n1 cms in height . if spheres of the same size are made from the material obtained , what is the diameter of each sphere ?	divide ( const_4 , const_3 ) | multiply ( const_3 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #4 ) | floor ( #5 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
there are n0 doctors and nurses in a hospital . if the ratio of the doctors to the nurses is n1 : n2 , then how many nurses are there in the hospital ?	subtract ( n2 , n1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 )
if x is a positive integer with fewer than n0 digits , what is the probability that z x * ( x + n1 ) is a multiple of either n2 or n3 ?	divide ( const_100 , n2 ) | divide ( const_100 , n3 ) | subtract ( const_100 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #3 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , #2 )
if ( n4 to the x ) - ( n4 to the ( x - n4 ) ) = n3 ( n4 to the n5 ) , what is the value of x ?	add ( n0 , n5 )
there are n0 teams in a tournament . if during the first round , each team plays every other team exactly once , how many games will be played in the first round ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
the hcf and lcm of two numbers m and n are respectively n0 and n1 . if m + n = n2 , then n4 / m + n4 / n is equal to	multiply ( n0 , n1 ) | divide ( n2 , #0 )
triangle xyz is an isosceles right triangle . if side xy is longer than side yz , and the area of the triangle is n0 , what is the measure of side xy ?	sqrt ( n0 ) | sqrt ( const_2 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #3 ) | sqrt ( #4 )
ms . lopez deposits $ n0 in an account that pays n1 % interest , compounded semiannually . how much money will there be in the account at the end of one year ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
the grade point average of one third of the classroom is n0 ; the grade point average of the rest is n1 . what is the grade point average of the whole class ?	divide ( n0 , const_3 ) | divide ( n1 , const_3 ) | multiply ( #1 , const_2 ) | add ( #0 , #2 )
rs . n0 were divided among a , b , c so that a : b = n1 : n2 and b : c = n3 : n4 . then , c gets :	add ( n1 , n1 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( n2 , #3 ) | add ( n1 , #4 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
a certain company had a total annual expenditure of n0 no_ascii_64 n1 ^ n2 on employee salaries last year . if the company employed n3 people , what was the average employee salary ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 ) | multiply ( #2 , const_100 )
n5 / n6 of n2 / n7 of a number is greater than n4 / n5 of n6 / n7 of the same number by n8 . what is half of that number ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n6 , n2 ) | divide ( n0 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n8 , #6 ) | divide ( #7 , n6 )
a , b and c can do a work in n0 , n1 and n2 days respectively . they completed the work and got $ n3 . what is the share of c ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
john paid a sum of money for purchasing n0 pens , which he recovered in full when he sold n1 of them . what was his percentage of profit or loss per pen ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
the area of a circle is added to its diameter , and the circumference is then subtracted from this total , the result is n0 . what is the radius of the circle ?	divide ( n0 , const_pi ) | subtract ( const_1 , const_pi ) | multiply ( #1 , const_2 ) | negate ( #0 ) | divide ( #2 , const_pi ) | multiply ( #3 , const_4 ) | power ( #4 , const_2 ) | subtract ( #6 , #5 ) | sqrt ( #7 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
a train n0 metres long is moving at a speed of n1 kmph . it will cross a man coming from the opposite direction at a speed of n2 km per hour in :	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
n0 pumps , working n3 hours a day , can empty a tank in n2 days . how many hours a day must n3 pumps work to empty the tank in n4 day ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
in n0 liters of a mixture of milk and water , the quantity of water is n1 % . how much water should be added so that new mixture may n2 % water .	subtract ( const_100 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
the edges of three iron cubes are n0 cm ; n1 cm ; n2 cm respectively . a new cube was made by melting them . find the edge of the new cube ?	add ( const_100 , const_3 ) | multiply ( n1 , const_10 ) | multiply ( n0 , n2 ) | multiply ( n2 , const_2 ) | add ( #1 , const_3 ) | add ( #2 , const_3 ) | add ( #3 , const_1 ) | add ( #0 , #4 ) | subtract ( #6 , const_0_25 ) | add ( #7 , #5 ) | divide ( #9 , #8 )
the speed of the boat in still water in n0 kmph . it can travel downstream through n1 kms in n2 hrs . in what time would it cover the same distance upstream ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n0 , #1 ) | divide ( n1 , #2 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
if a large pizza has a radius that is n0 % larger that that of a medium pizza , what is the percent increase in area between a medium and a large pizza ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
rice weighing n0 / n2 pounds was divided equally and placed in n2 containers . how many ounces of rice were in each container ? ( note that n3 pound = n4 ounces )	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n2 )
dacid obtained n0 , n4 , n2 , n5 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
if [ x ] is the greatest integer less than or equal to x , what is the value of [ - n0 ] + [ - n1 ] + [ n2 ] ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
a flagstaff n0 m high casts a shadow of length n1 m . what will be the height of a building , which casts a shadow of length n2 m under similar conditions ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
if ( n4 to the x ) - ( n4 to the ( x - n4 ) ) = n3 ( n4 to the n5 ) , what is the value of x ?	add ( n0 , n5 )
n0 men , working n1 hours a day can complete a work in n2 days . how many hours a day must n3 men work to complete the same work in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
two concentric circles form a ring . the inner and outer circumference of the ring are n0 / n3 m and n2 / n3 m respectively . find the width of the ring .	divide ( n2 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_pi ) | divide ( #3 , const_pi ) | subtract ( #4 , #5 )
if n0 people contributed a total of $ n1 toward a gift and each of them contributed at least $ n2 , then the maximum possible amount any one person could have contributed is	subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | subtract ( n1 , #1 )
the difference between a two - digit number and the number obtained by interchanging the positions of its digits is n0 . what is the difference between the two digits of that number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
n0 women can do n1 unit of work in n6 days by working n3 hr / day in how many days n4 women do n5 units of work by working n6 hr / day	divide ( n1 , n0 ) | divide ( #0 , n2 ) | divide ( #1 , n3 ) | multiply ( n2 , #2 ) | multiply ( n4 , #3 ) | divide ( n5 , #4 )
a retailer buys n0 pens at the market price of n1 pens from a wholesaler , if he sells these pens giving a discount of n2 % , what is the profit % ?	divide ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
in what ratio must tea at rs . n0 per kg be mixed with tea at rs . n1 per kg so that the mixture must be worth rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_35 = n3 no_ascii_39 n4 )	divide ( n0 , n1 ) | divide ( n3 , n4 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
if n0 xz + yw = n1 and xw + yz = n2 , what is the value of the expression ( n4 x + y ) ( n4 z + w ) ?	multiply ( n2 , n3 ) | add ( n0 , #0 )
the maximum numbers of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is	subtract ( n0 , n1 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
n0 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a person travels from p to q a speed of n0 km / hr and returns by increasing his speed by n1 % . what is his average speed for both the trips ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
if n0 people contributed a total of $ n1 toward a gift and each of them contributed at least $ n2 , then the maximum possible amount any one person could have contributed is	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( n1 , #1 )
a certain number of workers can do a work in n0 days . if there were n2 workers more it could be finished in n2 days less . how many workers are there ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is ?	multiply ( n0 , n2 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
if the operation @ is defined for all a and b by the equation a @ b = ( a ^ b ) / n2 , then ( n1 @ n2 ) = ?	power ( n1 , n0 ) | divide ( #0 , n0 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
how many gallons of milk that is n0 percent butter - fat must be added to n1 gallons of milk that is n2 percent butterfat to obtain milk that is n3 percent butterfat ?	subtract ( n2 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
if n0 people contributed a total of $ n1 toward a gift and each of them contributed at least $ n2 , then the maximum possible amount any one person could have contributed is	subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | subtract ( n1 , #1 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find a shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
a and b together can do a piece of work in n0 days . b alone can finish it in n1 days . in how many days can a alone finish the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the average score of a cricketer for n0 matches is n1 runs . if the average for the first n2 matches is n3 , then find the average for the last n4 matches .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a and b start walking towards each other at n1 pm at speed of n1 kmph and n2 kmph . they were initially n3 km apart . at what time do they meet ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
n0 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
if p ( a ) = n2 / n3 and p ( b ) = n2 / n3 , find p ( a n b ) if a and b are independent events .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
if the difference between compound interest ( interest compounded yearly ) and simple interest on a sum for n0 years at n1 % p . a . is rs . n2 then sum is	multiply ( n1 , n2 ) | multiply ( n1 , #0 )
two boys starts from the same place walking at the rate of n0 kmph and n1 kmph respectively in the same direction . what time will they take to be n2 km apart ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
two men start together to walk a certain distance , one at n0 kmph and another at n1 kmph . the former arrives half an hour before the latter . find the distance .	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
n0 % of customers that enter a store on any given day must not pay tax . if n1 people shop every day , how many people pay taxes in the store every week	add ( n0 , const_1 ) | divide ( n0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( n1 , #2 ) | multiply ( #0 , #3 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
a waiter ' s salary consists of his salary and tips . during one week his tips were n0 / n1 of his salary . what fraction of his income came from tips ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is :	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a and b start walking towards each other at n0 am at speed of n1 kmph and n2 kmph . they were initially n3 km apart . at what time do they meet ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is :	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
in a class of n0 students , n1 / n4 went away do painting , n3 / n4 went to play in the field . how many students are left in the classroom ?	divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 ) | subtract ( n0 , #4 )
the ratio between the speeds of two trains is n0 : n1 . if the second train runs n2 km in n3 hours , what is the the speed of the first train ?	divide ( n2 , n3 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
a shipment of n0 smartphones contains n1 that are defective . if a customer buys two smartphones at random from the shipment , what is the approximate probability that both phones are defective ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , #3 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
triangle xyz is an isosceles right triangle . if side xy is longer than side yz , and the area of the triangle is n0 , what is the measure of side xy ?	sqrt ( n0 ) | sqrt ( const_2 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #3 ) | sqrt ( #4 )
if a large pizza has a radius that is n0 % larger that that of a medium pizza , what is the percent increase in area between a medium and a large pizza ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a circle in the coordinate plane passes through points ( - n0 , - n1 ) and ( - n2 , n3 ) . what is the smallest possible area of that circle ?	add ( n0 , n2 ) | add ( n1 , n3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | add ( #2 , #3 ) | sqrt ( #4 ) | divide ( #5 , n1 ) | square_area ( #6 )
there are some rabbits and peacocks in a zoo . the total number of their heads is n0 and total number of their legs is n1 . find the number of total rabbits ?	multiply ( n0 , const_2 ) | subtract ( const_4 , const_2 ) | subtract ( n1 , #0 ) | divide ( #2 , #1 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
in n2 years , a will be twice as old n1 as b was n2 years ago . if a is now n3 years older than b , the present age of b is	add ( n0 , n3 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
albert invested rs . n0 in a scheme for n1 years at compound interest rate n2 % p . a . how much amount will albert get on maturity of the fixed deposit ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n1 ) | multiply ( n0 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is ?	multiply ( n0 , n2 )
in town p , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town p are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the length of a room is n0 m and width is n1 m . find the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
rice weighing n0 / n2 pounds was divided equally and placed in n2 containers . how many ounces of rice were in each container ? ( note that n3 pound = n4 ounces )	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n2 )
if ( n4 to the x ) - ( n4 to the ( x - n4 ) ) = n3 ( n4 to the n5 ) , what is the value of x ?	add ( n0 , n5 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
in a function , every person shakes hand with every other person . if there was a total of n0 handshakes in the function , how many persons were present in the function ?	subtract ( n0 , const_10 ) | subtract ( #0 , const_10 )
a two - digit number is such that the product of the digits is n0 . when n1 is added to the number , then the digits are reversed . the number is :	subtract ( const_10 , const_1 ) | divide ( n1 , #0 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
if n0 % of the population of an ant colony is red , and of these n1 % are females , then what % of the total ant population are male red ants ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
a train n0 metres long is moving at a speed of n1 kmph . it will cross a man coming from the opposite direction at a speed of n2 km per hour in :	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a line has a slope of n0 / n1 and intersects the point ( - n2 , - n3 ) . at which point e does this line intersect the x - axis ?	divide ( n0 , n1 ) | negate ( n3 ) | negate ( n2 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #0 ) | negate ( #5 ) | multiply ( #6 , const_10 )
in a n0 m race , a beats b by n1 m and b beats c by n2 m . in the same race , by how many meters does a beat c ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | subtract ( n0 , #3 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
the age of somu is one - third his father ' s . n0 years back he was one - fifth of his father ' s age . what is his persent age ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #0 , const_3 ) | subtract ( #1 , n0 ) | divide ( #3 , #2 )
n0 / n1 of n2 / n7 of a number is greater than n4 / n5 of n6 / n7 of the same number by n8 . what is half of that number ?	divide ( n0 , n1 ) | divide ( n7 , n3 ) | divide ( n6 , n7 ) | divide ( n0 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n8 , #6 ) | divide ( #7 , n6 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
walking at the rate of n1 kmph a man cover certain distance in n1 hr n2 min . running at a speed of n3 kmph the man will cover the same distance in .	divide ( n2 , const_60 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n3 ) | multiply ( #3 , const_60 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
n4 / n1 of n7 / n3 of a number is greater than n4 / n5 of n6 / n7 of the same number by n8 . what is half of that number ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n6 , n2 ) | divide ( n0 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n8 , #6 ) | divide ( #7 , n6 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . find the number of participants .	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
if to a certain number , n0 be added , and the sum be divided by n1 ; the quotient will be equal to n2 divided by n3 . what is that number ?	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
in a group of n0 people , n1 / n2 play at least one instrument , n3 play two or more . what is the probability that one student play exactly one instrument ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n3 ) | divide ( #2 , n0 )
if n0 persons can build a wall n1 m long in n2 days , the number of days that n3 persons will take to complete a similar wall n4 m long , is ?	multiply ( n0 , n4 ) | multiply ( n1 , n3 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
pavan travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by pavan ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 ) | inverse ( #4 ) | multiply ( n0 , #5 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
a and b start walking towards each other at n0 pm at speed of n1 kmph and n2 kmph . they were initially n3 km apart . at what time do they meet ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
a certain company had a total annual expenditure of n0 no_ascii_64 n1 ^ n2 on employee salaries last year . if the company employed n3 people , what was the average employee salary ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 ) | multiply ( #2 , const_100 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
the average runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the average length of n0 ropes is n1 cm . if the average length of one third of the ropes measure to n2 cm , what is the average of the other ropes ?	divide ( n0 , const_4 ) | multiply ( n2 , const_2 ) | divide ( #1 , n0 ) | subtract ( n1 , #2 ) | multiply ( #0 , #3 )
a man buys n0 pens at marked price of n1 pens from a whole seller . if he sells these pens giving a discount of n2 % , what is the profit percent ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
a waiter ' s salary consists of his salary and tips . during one week his tips were n0 / n1 of his salary . what fraction of his income came from tips ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
a bag contains an equal number of one rupee , n0 paise and n1 paise coins respectively . if the total value is n2 , how many coins of each type are there ?	inverse ( const_4 ) | inverse ( const_2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n2 , #3 )
if p / q = n0 / n1 , then the value of n2 / n3 + { ( n5 q - p ) / ( n5 q + p ) } is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( n4 , #1 ) | subtract ( n4 , #1 ) | divide ( #3 , #2 ) | add ( #0 , #4 )
the grade point average of one third of the classroom is n0 ; the grade point average of the rest is n1 . what is the grade point average of the whole class ?	divide ( n0 , const_3 ) | divide ( n1 , const_3 ) | multiply ( #1 , const_2 ) | add ( #0 , #2 )
a retailer buys n0 pens at the market price of n1 pens from a wholesaler , if he sells these pens giving a discount of n2 % , what is the profit % ?	divide ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
sandy gets n0 marks for each correct sum and loses n1 marks for each incorrect sum . sandy attempts n2 sums and obtains n3 marks . how many sums did sandy get correct ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student get the same number of pens and same number of pencils ?	gcd ( n0 , n1 )
a line has a slope of n0 / n1 and intersects the point t ( - n2 , - n3 ) . at which point does this line intersect the x - axis ?	divide ( n0 , n1 ) | negate ( n3 ) | negate ( n2 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #0 ) | negate ( #5 ) | multiply ( #6 , const_10 )
a rocket soars for n0 seconds at n1 meters per second . it then plummets n2 meters in n3 seconds . what is the average speed of the rocket in meters per second ?	add ( n0 , n3 ) | multiply ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
how many paying stones , each measuring n7 n6 / n7 m * n7 m are required to pave a rectangular court yard n4 m long and n5 n6 / n7 m board ?	divide ( n1 , n0 ) | add ( n5 , #0 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
diana is painting statues . she has n2 / n1 of a gallon of paint remaining . each statue requires n2 / n3 gallon of paint . how many statues can she paint ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 )
a mixture of n0 liters of milk and water contains n1 % water . how much water should be added to this so that water may be n2 % in the new mixture ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #4 , #5 ) | divide ( #6 , #3 )
if x is a positive integer with fewer than n0 digits , what is the probability that c x * ( x + n1 ) is a multiple of either n2 or n3 ?	divide ( const_100 , n2 ) | divide ( const_100 , n3 ) | subtract ( const_100 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #3 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , #2 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is :	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a person travels from p to q a speed of n0 km / hr and returns by increasing his speed by n1 % . what is his average speed for both the trips ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is :	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
a man buys n0 pens at marked price of n1 pens from a whole seller . if he sells these pens giving a discount of n2 % , what is the profit percent ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
a mixture of n0 litres of milk and water contains n1 % water . how many litres of water should be added to the mixture so that the mixture contains n2 % water ?	multiply ( n0 , n2 ) | divide ( #0 , n1 ) | subtract ( #1 , n0 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
the total cost of n0 paper plates and n1 paper cups is $ n2 at the same rates what is the total cost of n3 of the plates and n4 of the cups ?	divide ( n3 , n0 ) | multiply ( n2 , #0 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
the average weight of n0 persons increases by n1 kg . if a person weighing n2 kg is replaced by a new person , what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if n0 people contributed a total of $ n1 toward a gift and each of them contributed at least $ n2 , then the maximum possible amount any one person could have contributed is	subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | subtract ( n1 , #1 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a and b together can do a piece of work in n0 days and a alone can do it in n1 days . in how many days can b alone can do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
two boys starts from the same place walking at the rate of n0 kmph and n1 kmph respectively in the same direction . what time will they take to be n2 km apart ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
the avearge score of a cricketer for n0 matches is n1 runs . if the average for the first n2 matches is n3 . then find the average for the last n4 matches ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
a person travels from p to q a speed of n1 km / hr and returns by increasing his speed by n1 % . what is his average speed for both the trips ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( #3 , const_2 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
the area of a triangle will be when a = n1 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
dacid obtained n0 , n3 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
if paint costs $ n0 per quart , and a quart covers n1 square feet , how much will it cost to paint the outside of a cube n2 feet on each edge ?	divide ( n0 , n1 ) | surface_cube ( n2 ) | multiply ( #0 , #1 )
if x / ( n0 p ) is an even prime number , where x is a positive integer and p is a prime number , what is the least value of x ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 )
ms . lopez deposits $ n0 in an account that pays n1 % interest , compounded semiannually . how much money will there be in the account at the end of one year ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
if x is a positive integer , then the least value of x for which x ! is divisible by n0 is ? can someone please explain intuitively what the question is asking ?	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | divide ( n0 , #1 )
a and b together can do a piece of work in n0 days and a alone can do it in n1 days . in how many days can b alone can do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_21 no_ascii_69 no_ascii_32 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
the average age of n0 students in a class is n1 years . if teacher ' s age is also included then average increases n2 year then find the teacher ' s age ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are n0 cm each . the radius of the sphere is :	divide ( n0 , const_2 ) | multiply ( const_4 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_2 ) | divide ( #4 , #1 ) | sqrt ( #5 )
how many cuboids of length n0 m , width n1 m and height n2 m can be farmed from a cuboid of n3 m length , n4 m width and n5 m height .	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
in a group of n0 people , n1 / n2 play at least one instrument , n3 play two or more . what is the probability that one student play exactly one instrument ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n3 ) | divide ( #2 , n0 )
the length of a rectangular garden is three times its width . if the area of the rectangular garden is n0 square meters , then what is the width of the rectangular garden ?	divide ( n0 , const_3 ) | sqrt ( #0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a car travels a certain distance taking n0 hrs in forward journey , during the return journey increased speed n1 km / hr takes the times n2 hrs . what is the distance traveled	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a man can row n0 km / hr in still water . it takes him twice as long to row upstream as to row downstream . what is the rate of the current ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a shopkeeper sold an book offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find a shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
a certain number of men can do a work in n0 days . if there were n1 men less it could be finished in n2 days more . how many men are there ?	add ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
the average of n2 numbers is n1 . out of n2 numbers the average of first n7 no . is n4 , and last n7 numbers is n6 then find n7 th number ?	multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a work as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work in ?	inverse ( n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
in the first n0 overs of a cricket game , the run rate was only n1 what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
all the faces of cubes are painted with red colour . it is then cut into n0 equal small cubes . find how many small cubes are there whose three faces are coloured ?	divide ( n0 , const_4 ) | divide ( #0 , const_2 )
the maximum numbers of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is	subtract ( n0 , n1 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
in n1 years , a will be twice as old as b was n1 years ago . if a is now n2 years older than b , the present age of b is :	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | add ( n2 , #1 )
a can do a work in n0 days and b can do the same work in n1 days . if they work together , in how many days will they complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . find the number of participants .	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
the ratio of number of boys and girls in a school is n0 : n1 . if there are n2 students in the school , find the number of girls in the school ?	divide ( n2 , const_3 ) | multiply ( const_2.0 , #0 )
a shipment of n0 smartphones contains n1 that are defective . if a customer buys two smartphones at random from the shipment , what is the approximate probability that both phones are defective ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , #3 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if the sum of the numbers is n2 , then their difference is	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a and b start walking towards each other at n2 pm at speed of n1 kmph and n2 kmph . they were initially n3 km apart . at what time do they meet ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
the difference between a two - digit number and the number obtained by interchanging the positions of its digits is n0 . what is the difference between the two digits of that number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
a man deposits $ n0 in a bank at n1 % per annum and $ n2 in uti at n3 % per annum . find the rate of interest for the whole sum .	add ( n0 , n2 ) | p_after_gain ( n1 , n0 ) | p_after_gain ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( #3 , #0 ) | divide ( #4 , n2 ) | multiply ( #5 , const_100 )
a certain number of workers can do a work in n0 days . if there were n2 workers more it could be finished in n2 days less . how many workers are there ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
walking at the rate of n0 kmph a man cover certain distance in n1 hr n2 min . running at a speed of n3 kmph the man will cover the same distance in .	divide ( n2 , const_60 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n3 ) | multiply ( #3 , const_60 )
the average weight of n0 persons increases by n1 kg . if a person weighing n2 kg is replaced by a new person , what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n1 men , working n1 hours a day can complete a work in n2 days . how many hours a day must n3 men work to complete the same work in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
five bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 , n4 seconds respectively . in n5 minutes , how many times do they toll together ?	add ( const_2 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_60 ) | divide ( n4 , #5 )
sandy gets n0 marks for each correct sum and loses n1 marks for each incorrect sum . sandy attempts n2 sums and obtains n3 marks . how many sums did sandy get correct ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
the average weight of n0 persons increases by n1 kg . if a person weighing n2 kg is replaced by a new person , what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a retailer buys n0 pens at the market price of n1 pens from a wholesaler , if he sells these pens giving a discount of n2 % , what is the profit % ?	divide ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
in n2 years , a will be twice as old n1 as b was n2 years ago . if a is now n3 years older than b , the present age of b is	add ( n0 , n3 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
a person travels equal distances with speed of n0 km / hr , n1 km / hr and n2 km / hr and takes a total of n3 minutes . find the total distane	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n4 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is ?	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
if n0 x is a n1 digit no . with as a digit x . if the no . is divisible by n2 , what is the value of the digit x is ?	multiply ( n0 , const_10 ) | add ( n2 , #0 ) | divide ( #1 , n2 ) | divide ( #1 , #2 )
if x is a positive integer with fewer than n0 digits , what is the probability w that x * ( x + n1 ) is a multiple of either n2 or n3 ?	divide ( const_100 , n2 ) | divide ( const_100 , n3 ) | subtract ( const_100 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #3 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , #2 )
the average runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bears a number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
the speed of the boat in still water in n0 kmph . it can travel downstream through n1 kms in n2 hrs . in what time would it cover the same distance upstream ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n0 , #1 ) | divide ( n1 , #2 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
if p / q = n0 / n1 , then the value of n2 / n3 + { ( n5 q - p ) / ( n5 q + p ) } is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( n4 , #1 ) | subtract ( n4 , #1 ) | divide ( #3 , #2 ) | add ( #0 , #4 )
the average weight of n0 people increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the length of a rectangular garden is three times its width . if the area of the rectangular garden is n0 square meters , then what is the width of the rectangular garden ?	divide ( n0 , const_3 ) | sqrt ( #0 )
an integer n between n2 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n2 ) will be divisible by n3 ?	divide ( n1 , n3 ) | divide ( #0 , n1 ) | multiply ( const_2.0 , #1 )
if a can do a work in n0 days and a and b can do a same piece of job in n1 days . in how days can do a work b alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
in a group of n0 people , n1 / n2 play at least one instrument , n3 play two or more . what is the probability that one student play exactly one instrument ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n3 ) | divide ( #2 , n0 )
steve traveled the first n0 hours of his journey at n1 mph and the remaining n2 hours of his journey at n3 mph . what is his average speed for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
a ferry can transport n0 tons of vehicles . automobiles range in weight from n1 to n2 pounds . what is the greatest number of automobiles that can be loaded onto the ferry ?	multiply ( const_1000 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #1 )
find large no . from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( n2 , #3 )
if n0 students in a class average n1 % on an exam and n2 students average n3 % on the same exam , what is the average in percent for all n4 students ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . find the number of participants .	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
if a large pizza has a radius that is n0 % larger that that of a medium pizza , what is the percent increase in area between a medium and a large pizza ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
the difference between compound and simple interest on a certain sum of money for n3 years at n1 n2 / n3 % p . a is rs . n4 . find the sum ?	multiply ( n0 , n4 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , n2 ) | subtract ( #4 , const_1000 )
a shipment of n0 smartphones contains n1 that are defective . if a customer buys two smartphones at random from the shipment , what is the approximate probability that both phones are defective ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , #3 )
two boys starts from the same place walking at the rate of n0 kmph and n1 kmph respectively in the same direction . what time will they take to be n2 km apart ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out in n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
in a group of n0 people , n1 / n2 play at least one instrument , n3 play two or more . what is the probability that one student play exactly one instrument ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n3 ) | divide ( #2 , n0 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
if p / q = n2 / n1 , then the value of n2 / n3 + { ( n5 q - p ) / ( n5 q + p ) } is ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | add ( n4 , #1 ) | subtract ( n4 , #1 ) | divide ( #3 , #2 ) | add ( #0 , #4 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that they tell the truth at the same time	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bears a number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
if a is an integer greater than n0 but less than n1 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
diana is painting statues . she has n0 / n3 of a gallon of paint remaining . each statue requires n2 / n3 gallon of paint . how many statues can she paint ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 )
the average weight of n0 students is n1 kg . by the admission of a new student , the average weight is reduced to n2 kg . the weight of the new student is	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
set x consists of n0 integers and has median of n1 and a range of n2 . what is the value of the greatest possible integer that can be present in the set ?	add ( n1 , n2 )
there are n0 doctors and nurses in a hospital . if the ratio of the doctors to the nurses is n1 : n2 , then how many nurses are there in the hospital ?	subtract ( n2 , n1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 )
the average age of n0 students in a class is n1 years . if teacher ' s age is also included then average increases n2 year then find the teacher ' s age ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
a manufacturing company has n0 % cobalt , n1 % led and n2 % of copper . if n3 kg of led is used in a mixture how much copper we need to use	divide ( n2 , const_100 ) | multiply ( n3 , const_4 ) | multiply ( #0 , #1 )
danny obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
p has $ n0 more than what q and r together would have had if both b and c had n1 / n2 of what p has . how much does p have ?	divide ( n1 , n2 ) | multiply ( #0 , const_2 ) | subtract ( n1 , #1 ) | divide ( n0 , #2 )
the difference between two numbers is n0 . when the larger number is divided by the smaller one , the quotient is n1 and the remainder is n2 . the smaller number is :	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
in a school n0 % of the boys are same in number as n1 / n2 th of the girls . what is the ratio of boys to the girls in the school ?	divide ( n0 , const_100 ) | divide ( n1 , n2 ) | divide ( #0 , #1 )
in a group of n0 people , n1 / n2 play at least one instrument , n3 play two or more . what is the probability that one student play exactly one instrument ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n3 ) | divide ( #2 , n0 )
if n1 xz + yw = n1 and xw + yz = n2 , what is the value of the expression ( n4 x + y ) ( n4 z + w ) ?	multiply ( n2 , n3 ) | add ( n0 , #0 )
in n2 years , a will be twice as old n1 as b was n2 years ago . if a is now n3 years older than b , the present age of b is	add ( n0 , n3 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
a man goes from a to b at a speed of n0 kmph and comes back to a at a speed of n1 kmph . find his average speed for the entire journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the grade point average of the entire class is n0 . if the average of one fourth of the class is n1 , what is the average of the rest of the class ?	multiply ( n0 , const_4 ) | subtract ( const_4 , const_1 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
the average weight of n0 students is n1 kg . by the admission of a new student the average weight is reduced to n2 kg . the weight of the new student is ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
if the sides of a square are multiplied by sqrt ( n0 ) , the area of the original square is how many times as large as the area of the resultant square ?	square_perimeter ( n0 )
a certain company had a total annual expenditure of n0 no_ascii_64 n1 ^ n2 on employee salaries last year . if the company employed n3 people , what was the average employee salary ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 ) | multiply ( #2 , const_100 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a right triangle with sides n3 cm , n1 cm and n2 cm is rotated about the side of n3 cm to form a cone . the volume of the cone so formed is	volume_cone ( n0 , n1 )
if n0 = k ( n1 + m / n3 ) , where k and m are positive integers and m < n3 , then what is the value of k + m ?	divide ( const_1 , const_100 ) | subtract ( const_0_25 , #0 ) | multiply ( n2 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , n1 ) | divide ( #2 , #4 ) | add ( #5 , #4 )
the grade point average of the entire class is n0 . if the average of one third of the class is n1 , what is the average of the rest of the class ?	multiply ( n0 , const_4 ) | subtract ( const_4 , const_1 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
if n0 students in a class average n1 % on an exam and n2 students average n3 % on the same exam , what is the average in percent for all n4 students ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
a white paper n0 inches wide is placed around a rectangular black paper with dimensions n1 inches by n2 inches . what is the area of the white paper , in square inches ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
if n0 xz + yw = n1 and xw + yz = n2 , what is the value of the expression ( n4 x + y ) ( n4 z + w ) ?	multiply ( n2 , n3 ) | add ( n0 , #0 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find b shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
the age of somu is one - third his father ' s . n0 years back he was one - fifth of his father ' s age . what is his persent age ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #0 , const_3 ) | subtract ( #1 , n0 ) | divide ( #3 , #2 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student get the same number of pens and same number of pencils ?	gcd ( n0 , n1 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
the average runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a man can row n0 km / hr in still water . it takes him twice as long to row upstream as to row downstream . what is the rate of the current ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
a runs twice as fast as b and gives b a start of n0 m . how long should the racecourse be so that a and b might reach in the same time ?	multiply ( n0 , const_2 )
dan no_ascii_32 s car gets n0 miles per gallon . if gas costs $ n1 / gallon , then how many miles can dan no_ascii_32 s car go on $ n2 of gas ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
a work as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work in ?	inverse ( n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
if n0 = k ( n1 + m / n3 ) , where k and m are positive integers and m < n3 , then what is the value of k + m ?	divide ( const_1 , const_100 ) | subtract ( const_0_25 , #0 ) | multiply ( n2 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , n1 ) | divide ( #2 , #4 ) | add ( #5 , #4 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
dan no_ascii_32 s car gets n0 miles per gallon . if gas costs $ n1 / gallon , then how many miles can dan no_ascii_32 s car go on $ n2 of gas ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if p ( a ) = n0 / n1 and p ( b ) = n2 / n3 , find p ( a n b ) if a and b are independent events .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
there is a right angle triangle inside a circle of diameter n0 cm . inside this triangle , there is another circle of diameter n1 cm . find the perimeter of the triangle .	add ( n0 , n1 ) | add ( n0 , #0 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
n0 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a man goes from a to b at a speed of n1 kmph and comes back to a at a speed of n1 kmph . find his average speed for the entire journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake ' s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
n0 men , working n1 hours a day can complete a work in n2 days . how many hours a day must n3 men work to complete the same work in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
if the sides of a square are multiplied by sqrt ( n0 ) , the area of the original square is how many times as large as the area of the resultant square ?	square_perimeter ( n0 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
out of n0 consecutive odd numbers n2 times the first number is equal to addition of twice the third number and adding n2 to twice the second . what is the first number ?	add ( n0 , const_2 ) | multiply ( n0 , n1 ) | multiply ( const_2 , const_3 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
if x / ( n0 p ) is an odd prime number , where x is a positive integer and p is a prime number , what is the least value of x ?	multiply ( n0 , const_3 ) | multiply ( #0 , const_2 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
) a cube is painted blue on all of its surfaces . it is then cut in to n0 smaller cubes of equal size . find how many smaller cubes have no color ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | subtract ( #1 , const_2 ) | volume_cube ( #2 )
in a division sum , the remainder is n0 and the divisor is n2 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is :	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
n0 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
at a time a , do n0 % less work than b . if a do any work in n1 / n2 hour , then in how many hour b will finish work ?	divide ( n1 , n2 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 )
kelsey travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by kelsey ?	divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | multiply ( #3 , const_2 )
set x consists of n2 integers and has median of n2 and a range of n2 . what is the value of the greatest possible integer that can be present in the set ?	add ( n1 , n2 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a waiter ' s salary consists of his salary and tips . during one week his tips were n0 / n1 of his salary . what fraction of his income came from tips ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
triangle xyz is an isosceles right triangle . if side xy is longer than side yz , and the area of the triangle is n0 , what is the measure of side xy ?	sqrt ( n0 ) | sqrt ( const_2 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #3 ) | sqrt ( #4 )
the grade point average of the entire class is n0 . if the average of one third of the class is n1 , what is the average of the rest of the class ?	multiply ( n0 , const_4 ) | subtract ( const_4 , const_1 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a man deposits $ n0 in a bank at n1 % per annum and $ n2 in uti at n3 % per annum . find the rate of interest for the whole sum .	add ( n0 , n2 ) | p_after_gain ( n1 , n0 ) | p_after_gain ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( #3 , #0 ) | divide ( #4 , n2 ) | multiply ( #5 , const_100 )
if p ^ n0 no_ascii_77 n1 p + n2 = h , and p is a positive integer between n3 and n4 , inclusive , what is the probability that h < n5 ?	divide ( const_2 , n4 )
the average weight of n0 people increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
the average age of a , b and c is n0 years . if the average age of a and c is n1 years , what is the age of b in years ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
the hcf and lcm of two numbers m and n are respectively n0 and n1 . if m + n = n2 , then n4 / m + n4 / n is equal to	multiply ( n0 , n1 ) | divide ( n2 , #0 )
a shopkeeper has n0 kg of apples . he sells n3 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
the average age of a , b and c is n0 years . if the average age of a and c is n1 years , what is the age of b in years ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
jack and paul are running n0 m . jack runs n2 km / hr faster than paul but also finishes the race n2 sec earlier . what is the speed of jack ? ?	multiply ( n1 , const_0_2778 ) | divide ( #0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #2 , const_2 ) | subtract ( #3 , #1 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
how many cuboids of length n0 m , width n1 m and height n2 m can be farmed from a cuboid of n3 m length , n4 m width and n5 m height .	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
a and b together can do a piece of work in n0 days and a alone can do it in n1 days . in how many days can b alone can do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
if x is a positive integer with fewer than n0 digits , what is the probability r that x * ( x + n1 ) is a multiple of either n2 or n3 ?	divide ( const_100 , n2 ) | divide ( const_100 , n3 ) | subtract ( const_100 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #3 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , #2 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
if paint costs $ n0 per quart , and a quart covers n1 square feet , how much will it cost to paint the outside of a cube n2 feet on each edge ?	divide ( n0 , n1 ) | surface_cube ( n2 ) | multiply ( #0 , #1 )
during a pizza buffet where a eats more times n0 than b , and b eats n1 times less than c . find the least number of times all the n2 has to eat	multiply ( n0 , const_10 ) | multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | lcm ( #2 , #3 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
if n0 xz + yw = n1 and xw + yz = n2 , what is the value of the expression ( n4 x + y ) ( n4 z + w ) ?	multiply ( n2 , n3 ) | add ( n0 , #0 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
there are n0 doctors and nurses in a hospital . if the ratio of the doctors to the nurses is n1 : n2 , then how many nurses are there in the hospital ?	subtract ( n2 , n1 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 )
from the digits n0 , n1 , n2 , n6 , n4 and n5 , how many n6 - digit numbers can be formed that have distinct digits and are multiples of n7 ?	multiply ( const_2 , const_3 ) | subtract ( n3 , const_2 ) | factorial ( #1 ) | multiply ( #2 , #0 ) | multiply ( #2 , const_4 ) | add ( #3 , #4 )
a shopkeeper sold an book offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
kamal obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
n0 people in village n1 speak tamil , n2 speak english while n3 speak both . person who don not speack english or tamil speak hindi . what is probibility that person speak hindi	subtract ( n2 , n3 ) | subtract ( n1 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 )
if a large pizza has a radius that is n0 % larger that that of a medium pizza , what is the percent increase in area between a medium and a large pizza ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
for all real numbers v , an operation is defined by the equation v * = v - v / n0 . if ( v * ) * = n1 , then v =	divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 ) | divide ( #2 , #1 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( n0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
two trains travel in opposite directions at n0 kmph and n1 kmph and a man sitting in slower train passes the faster train in n2 seconds . the length of the faster train is	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
the total cost of n0 paper plates and n1 paper cups is $ n2 at the same rates what is the total cost of n3 of the plates and n4 of the cups ?	divide ( n3 , n0 ) | multiply ( n2 , #0 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
triangle xyz is an isosceles right triangle . if side xy is longer than side yz , and the area of the triangle is n0 , what is the measure of side xy ?	sqrt ( n0 ) | sqrt ( const_2 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | add ( #3 , #3 ) | sqrt ( #4 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
for all real numbers v , an operation is defined by the equation v * = v - v / n0 . if ( v * ) * = n1 , then v =	divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 ) | divide ( #2 , #1 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . find the number of participants .	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
if p ^ n0 no_ascii_77 n1 p + n2 = s , and p is a positive integer between n3 and n4 , inclusive , what is the probability that s < n5 ?	multiply ( n2 , const_4 ) | power ( n1 , const_2 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | add ( n1 , #3 ) | divide ( #4 , const_2 ) | subtract ( n1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , const_1 ) | divide ( #8 , n4 )
a and b together can do a piece of work in n0 days and a alone can do it in n1 days . in how many days can b alone can do it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
the average age of a , b and c is n0 years . if the average age of a and c is n1 years , what is the age of b in years ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a retailer buys n0 pens at the market price of n1 pens from a wholesaler , if he sells these pens giving a discount of n2 % , what is the profit % ?	divide ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the simple interest and the true discount on a certain sum for a given time and at a given rate are rs . n0 and rs . n1 respectively . the sum is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a certain number of men can do a work in n0 days . if there were n1 men more it could be finished in n2 days less . how many men are there ?	add ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a certain company had a total annual expenditure of n0 no_ascii_64 n1 ^ n2 on employee salaries last year . if the company employed n3 people , what was the average employee salary ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 ) | multiply ( #2 , const_100 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
for all numbers a and b , the operationis defined by ab = ( a + n0 ) ( b no_ascii_77 n2 ) . if n2 y = no_ascii_77 n3 , then y =	divide ( n3 , n1 ) | negate ( #0 )
the average weight of n0 students is n1 kg . by the admission of a new student , the average weight is reduced to n2 kg . the weight of the new student is	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
n0 men , working n1 hours a day can complete a work in n2 days . how many hours a day must n3 men work to complete the same work in n4 days ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . the market value of each share is :	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
the total cost of n0 paper plates and n1 paper cups is $ n2 at the same rates what is the total cost of n3 of the plates and n4 of the cups ?	divide ( n3 , n0 ) | multiply ( n2 , #0 )
dan no_ascii_32 s car gets n0 miles per gallon . if gas costs $ n1 / gallon , then how many miles can dan no_ascii_32 s car go on $ n2 of gas ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
n4 / n1 of n7 / n3 of a number is greater than n4 / n5 of n6 / n7 of the same number by n8 . what is half of that number ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n6 , n2 ) | divide ( n0 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n8 , #6 ) | divide ( #7 , n6 )
the perimeters of n0 squares are n1 cm and n2 cm . find the perimeter of a third square whose area is equal to the difference of the areas of the two squares ?	divide ( n1 , const_4 ) | divide ( n2 , const_4 ) | square_area ( #0 ) | square_area ( #1 ) | subtract ( #2 , #3 ) | sqrt ( #4 ) | square_perimeter ( #5 )
pavan travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by pavan .	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 ) | inverse ( #4 ) | multiply ( n0 , #5 )
the h . c . f and l . c . m of two numbers are n0 and n1 respectively . if one number lies between n2 and n3 , then that number is	multiply ( n0 , n1 ) | divide ( #0 , n3 ) | sqrt ( #1 ) | multiply ( n3 , #2 )
steve traveled the first n0 hours of his journey at n1 mph and the remaining n2 hours of his journey at n3 mph . what is his average speed for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
dacid obtained n0 , n4 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a bag contains an equal number of one rupee , n0 paise and n1 paise coins respectively . if the total value is n2 , how many coins of each type are there ?	inverse ( const_4 ) | inverse ( const_2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n2 , #3 )
in a school of n0 boys , n1 % of muslims , n2 % hindus , n3 % sikhs and the remaining of other communities . how many belonged to the other communities ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( const_100 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 )
a picture is copied onto a sheet of paper n0 inches by n1 inches . a n2 inch margin is left all around . what area in square inches does the picture cover ?	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | multiply ( #1 , #2 )
the speed of the boat in still water in n0 kmph . it can travel downstream through n1 kms in n2 hrs . in what time would it cover the same distance upstream ?	divide ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n0 , #1 ) | divide ( n1 , #2 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
the mean of n0 values was n1 . it was detected on rechecking that one value n2 was wrongly copied as n3 for the computation of the mean . find the correct mean .	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
rice weighing n0 / n2 pounds was divided equally and placed in n2 containers . how many ounces of rice were in each container ? ( note that n3 pound = n4 ounces )	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n2 )
kanul spent $ n0 in buying raw materials , $ n1 in buying machinery and n2 % of the total amount he had as cash with him . what was the total amount ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 )
the average weight of n0 persons increases by n1 kg . if a person weighing n2 kg is replaced by a new person , what could be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if the average ( arithmetic mean ) of a and b is n0 and the average of b and c is n1 , what is the value of c no_ascii_21 no_ascii_69 no_ascii_32 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 )
a bag contains an equal number of one rupee , n0 paise and n1 paise coins respectively . if the total value is n2 , how many coins of each type are there ?	inverse ( const_4 ) | inverse ( const_2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n2 , #3 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount was offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
the market value of a n0 % stock , in which an income of rs . n1 is derived by investing rs . n2 , brokerage being n3 / n4 % , is :	divide ( n2 , n1 ) | divide ( n3 , n4 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
the area of a triangle will be when a = n0 m , b = n1 m , c = n2 m , a , b , c being lengths of respective sides ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
a train n0 metres long is moving at a speed of n1 kmph . it will cross a man coming from the opposite direction at a speed of n2 km per hour in :	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
the length of a rectangular garden is three times its width . if the area of the rectangular garden is n0 square meters , then what is the width of the rectangular garden ?	divide ( n0 , const_3 ) | sqrt ( #0 )
there are thirty - n0 lines that are tangent to a circle , and these lines create regions in the plane . can you tell how many of these regions are not enclosed ?	multiply ( n0 , const_10 ) | multiply ( const_10 , const_2 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #2 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
out of n0 consecutive odd numbers n1 times the first number is equal to addition of thrice the third number and adding n2 to twice the second . what is the first number ?	add ( n0 , const_2 ) | multiply ( const_2 , const_2 ) | multiply ( n0 , const_4 ) | add ( #1 , #2 ) | subtract ( n1 , #0 ) | add ( n2 , #3 ) | divide ( #5 , #4 )
in what ratio must tea at rs . n0 per kg be mixed with tea at rs . n1 per kg so that the mixture must be worth rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
there are n0 books on a shelf , of which n1 are paperbacks and n3 are hardbacks . how many possible selections of n3 books from this shelf include at least one paperback ?	choose ( n0 , n3 ) | choose ( n2 , n3 ) | subtract ( #0 , #1 )
if x is a positive integer with fewer than n0 digits , what is the probability q that x * ( x + n1 ) is a multiple of either n2 or n3 ?	divide ( const_100 , n2 ) | divide ( const_100 , n3 ) | subtract ( const_100 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #3 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , #2 )
a man is n0 years older than his son . in two years , his age will be twice the age of his son . what is the present age of his son ?	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
n0 pumps , working n1 hours a day , can empty a tank in n2 days . how many hours a day must n3 pumps work to empty the tank in n4 day ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
sebastian bought a meal at a restaurant and left a n0 % tip . with the tip , he paid exactly $ n1 . how much did the meal cost without the tip ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 )
a certain number of workers can do a work in n0 days . if there were n2 workers more it could be finished in n2 days less . how many workers are there ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
an integer n between n0 and n1 , inclusive , is to be chosen at random . what is the probability that n ( n + n3 ) will be divisible by n3 ?	divide ( n1 , n3 ) | divide ( #0 , n1 ) | multiply ( n2 , #1 )
the length of a rectangular garden is three times its width . if the area of the rectangular garden is n0 square meters , then what is the width of the rectangular garden ?	divide ( n0 , const_3 ) | sqrt ( #0 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the simple interest and the true discount on a certain sum for a given time and at a given rate are rs . n0 and rs . n1 respectively . the sum is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a can do a work in n0 days . b can do in n1 days . if both a & b are working together in how many days they can finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is ?	multiply ( n0 , n2 )
in an election only two candidates contested . a candidate secured n0 % of the valid votes and won by a majority of n1 votes . find the total number of valid votes ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
the age of somu is one - third his father ' s . n0 years back he was one - fifth of his father ' s age . what is his persent age ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | subtract ( #0 , const_3 ) | subtract ( #1 , n0 ) | divide ( #3 , #2 )
if a is an integer greater than n0 but less than n1 and b is an integer greater than n2 but less than n3 , what is the range of a / b ?	add ( n2 , const_1 ) | add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n3 , const_1 ) | divide ( #2 , #0 ) | divide ( #1 , #3 ) | subtract ( #4 , #5 )
the width of a rectangular hall is no_ascii_49 of its length . if the area of the hall is n0 sq . m , what is the difference between its length and breadth ?	divide ( const_1 , const_2 ) | divide ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , const_2 )
the perimeters of n0 squares are n1 cm and n2 cm . find the perimeter of a third square whose area is equal to the difference of the areas of the two squares ?	divide ( n1 , const_4 ) | divide ( n2 , const_4 ) | square_area ( #0 ) | square_area ( #1 ) | subtract ( #2 , #3 ) | sqrt ( #4 ) | square_perimeter ( #5 )
a constructor estimates that n3 people can paint mr khans house in n2 days . if he uses n2 people instead of n3 , how long will they take to complete the job ?	multiply ( n0 , n1 ) | divide ( const_1 , #0 ) | multiply ( n1 , #1 ) | divide ( const_1 , #2 )
a certain number of workers can do a work in n0 days . if there were n2 workers more it could be finished in n2 days less . how many workers are there ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
which of the numbers n0 , n1 , n2 , n3 , or n4 is nearest in value to the sum n5 / n6 + n7 / n8 + n9 / n10 = ?	divide ( n5 , n6 ) | divide ( n7 , n8 ) | divide ( n4 , const_10 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | add ( n6 , #3 ) | divide ( n9 , #5 ) | add ( #4 , #6 ) | add ( #7 , #2 )
if jake loses n0 pounds , he will weigh twice as much as his sister . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
there are n0 books on a shelf , of which n1 are paperbacks and n2 are hardbacks . how many possible selections of n3 books from this shelf include at least one paperback ?	choose ( n0 , n3 ) | choose ( n2 , n3 ) | subtract ( #0 , #1 )
the angle of elevation of a ladder leaning against a wall is n0 no_ascii_75 and the foot of the ladder is n1 m away from the wall . the length of the ladder is	multiply ( n1 , const_2 )
if n is a positive integer and the product of all integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 ) | divide ( const_10 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , const_4 ) | divide ( #3 , #1 )
the length of a rectangular garden is three times its width . if the area of the rectangular garden is n0 square meters , then what is the width of the rectangular garden ?	divide ( n0 , const_3 ) | sqrt ( #0 )
find large number from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder ?	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
two boys starts from the same place walking at the rate of n0 kmph and n1 kmph respectively in the same direction . what time will they take to be n2 km apart ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
a photograph is copied onto a sheet of paper n0 inches by n1 inches . a n2 inch margin is left all around . what area in square inches does the picture cover ?	subtract ( n1 , const_3 ) | subtract ( n0 , const_3 ) | rectangle_area ( #0 , #1 )
n0 persons can repair a road in n1 days , working n2 hours a day . in how many days will n3 persons , working n4 hours a day , complete the work ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
in a division sum , the remainder is n0 and the divisor is n1 times the quotient and is obtained by adding n2 to the thrice of the remainder . the dividend is ?	multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #1 , #2 ) | add ( n0 , #3 )
a bag contains an equal number of one rupee , n0 paise and n1 paise coins respectively . if the total value is n2 , how many coins of each type are there ?	inverse ( const_4 ) | inverse ( const_2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n2 , #3 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the simple interest and the true discount on a certain sum for a given time and at a given rate are rs . n0 and rs . n1 respectively . the sum is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
n0 points lie on the circumference of a ellipse . what is the positive difference between the number of triangles and the number of quadrilaterals that can be created by connecting these points ?	factorial ( n0 ) | factorial ( const_3 ) | factorial ( const_4 ) | factorial ( const_2 ) | multiply ( #1 , #1 ) | multiply ( #2 , #3 ) | divide ( #0 , #4 ) | divide ( #0 , #5 ) | subtract ( #6 , #7 )
if the areas of the three adjacent faces of a cuboidal box are n0 cm no_ascii_52 , n1 cm no_ascii_52 and n2 cm no_ascii_52 respectively , then find the volume of the box .	multiply ( n0 , n2 ) | divide ( #0 , n1 ) | sqrt ( #1 ) | divide ( n0 , #2 ) | divide ( n2 , #2 ) | volume_rectangular_prism ( #3 , #4 , #2 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
in town p , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town p are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the maximum numbers of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is	subtract ( n0 , n1 )
two trains travel in opposite directions at n0 kmph and n1 kmph and a man sitting in slower train passes the faster train in n2 seconds . the length of the faster train is	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
set x consists of n0 integers and has median of n2 and a range of n2 . what is the value of the greatest possible integer that can be present in the set ?	add ( n1 , n2 )
the average weight of n0 students is n1 kg . by the admission of a new student , the average weight is reduced to n2 kg . the weight of the new student is	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
in the coordinate plane , a circle centered on point ( - n1 , - n1 ) passes through point ( n3 , n3 ) . what is the area of the circle ?	add ( n1 , n2 ) | subtract ( n0 , n2 ) | power ( #1 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #3 ) | sqrt ( #4 ) | circle_area ( #5 )
the h . c . f of two numbers is n0 and their l . c . m is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
what is the probability of randomly selecting an arrangement of the letters of the word ` ` mediterranean ' ' in which the first letter is e and the last letter is r ?	divide ( const_26 , const_2 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_2 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 )
find large no . from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( n2 , #3 )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bears a number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
the population of a bacteria culture doubles every n0 minutes . approximately how many minutes will it take for the population to grow from n3 , n5 to n3 , n5 , n5 bacteria	add ( const_1 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | log ( #3 ) | multiply ( const_3.0 , #4 )
the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder . what is the smaller number ?	add ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
the ratio of buses to cars on river road is n0 to n1 . if there are n2 fewer buses than cars on river road , how many cars are on river road ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a man can row n0 km / hr in still water . it takes him twice as long to row upstream as to row downstream . what is the rate of the current ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
a n4 % alcohol mixture is added to a n1 % alcohol mixture to form a n2 litre mixture of n3 % alcohol . how much of the n4 % mixture was used ?	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
n1 litres of mixture contains n1 % alcohol and the rest water . if n2 litres of water be mixed with it , the percentage of alcohol in the new mixture would be ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | add ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a cistern normally takes n0 hours to be filled by a tap but because of a leak , n1 hours more . in how many hours will the leak empty a full cistern ?	add ( n0 , n1 ) | inverse ( n0 ) | inverse ( #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a certain number of workers can do a work in n0 days . if there were n2 workers more it could be finished in n2 days less . how many workers are there ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | divide ( #1 , #2 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( const_4.0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
tickets numbered from n0 to n1 are mixed and then a ticket is selected randomly . what is the probability that the selected ticket bears a number which is a multiple of n2 ?	divide ( n1 , n2 ) | divide ( #0 , n1 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n1 % per annum is rs . n2 of money ?	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #0 )
there are n0 boys and n1 girls in a school which are to be divided into equal sections of either boys or girls alone . find the total number of sections thus formed .	add ( n0 , n1 ) | multiply ( const_2 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
if x - y - z = n0 x + n1 y + n2 z = n3 x + n4 y + n5 z = n6 , what is the value of z ?	add ( const_1 , const_4 ) | add ( n3 , n4 ) | multiply ( n6 , const_2 ) | multiply ( n6 , const_4 ) | add ( n6 , #2 ) | add ( n6 , #3 ) | multiply ( n5 , #0 ) | add ( #1 , #6 ) | multiply ( #0 , #5 ) | add ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( n5 , #10 ) | divide ( #11 , n6 ) | divide ( #12 , #0 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( n0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
find large no . from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( n2 , #3 )
in a college the ratio of the numbers of boys to the girls is n0 : n1 . if there are n2 girls , the total number of students in the college is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n2 , #1 )
a line has a slope of n0 / n1 and intersects the point q ( - n2 , - n3 ) . at which point does this line intersect the x - axis ?	divide ( n0 , n1 ) | negate ( n3 ) | negate ( n2 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( #4 , #0 ) | negate ( #5 ) | multiply ( #6 , const_10 )
a two - digit number is such that the product of the digits is n0 . when n1 is added to the number , then the digits are reversed . the number is ?	subtract ( const_10 , const_1 ) | divide ( n1 , #0 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
david obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
the simple interest and the true discount on a certain sum for a given time and at a given rate are rs . n0 and rs . n1 respectively . the sum is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the average of n2 numbers is n1 . out of n2 numbers the average of first n7 no . is n4 , and last n7 numbers is n6 then find n7 th number ?	multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
pants , shorts and shirts in a dresser are in the ratio of n1 : n1 : n2 . if there are n3 pants , the number of shirts in the dresser is :	multiply ( n2 , n3 ) | divide ( #0 , n0 )
if x / ( n0 p ) is an even prime number , where x is a positive integer and p is a prime number , what is the least value of x ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 )
how many gallons of milk that is n0 percent butter - fat must be added to n1 gallons of milk that is n2 percent butterfat to obtain milk that is n3 percent butterfat ?	subtract ( n2 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a volume of n0 l water is in a container of sphere . how many hemisphere of volume n1 l each will be required to transfer all the water into the small hemispheres ?	divide ( n0 , n1 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that they tell the truth at the same time	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
in town p , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town p are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in n2 years , a will be twice as old n1 as b was n2 years ago . if a is now n3 years older than b , the present age of b is	add ( n0 , n3 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 )
a train is moving at n0 / n1 of its usual speed . the train is n2 minutes too late . what is the usual time for the train to complete the journey ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | inverse ( #2 ) | multiply ( #3 , #1 ) | divide ( #4 , const_60 )
a , b and c have rs . n0 between them , a and c together have rs . n1 and b and c rs . n2 . how much does c have ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a trader sells n0 meters of cloth for rs . n1 at the profit of rs . n2 per metre of cloth . what is the cost price of one metre of cloth ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
if a town of n0 , n1 people is growing at a rate of approx . n2 % per year , the population of the town in n3 years will be closest to ?	add ( const_3 , const_4 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 )
the difference between a two - digit number and the number obtained by interchanging the positions of its digits is n0 . what is the difference between the two digits of that number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
if n0 = k ( n1 + m / n3 ) , where k and m are positive integers and m < n3 , then what is the value of k + m ?	divide ( const_1 , const_100 ) | subtract ( const_0_25 , #0 ) | multiply ( n2 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , n1 ) | divide ( #2 , #4 ) | add ( #5 , #4 )
a can run n1 km distance in n1 min n2 seconds , while b can run this distance in n3 min n4 sec . . by how much distance can a beat b ?	multiply ( n0 , const_1000 ) | multiply ( n0 , const_60 ) | multiply ( n3 , const_60 ) | add ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #0 , #6 )
rice weighing n0 / n1 pounds was divided equally and placed in n2 containers . how many ounces of rice were in each container ? ( note that n3 pound = n4 ounces )	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n2 )
a room n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | add ( #2 , const_2 ) | multiply ( #3 , #4 ) | subtract ( n1 , #5 ) | multiply ( #7 , #7 ) | divide ( #6 , #8 )
if x / ( n0 p ) is an odd prime number , where x is a positive integer and p is a prime number , what is the least value of x ?	multiply ( n0 , const_3 ) | multiply ( #0 , const_2 )
the difference between a two - digit number and the number obtained by interchanging the positions of its digits is n0 . what is the difference between the two digits of that number ?	subtract ( const_10 , const_1 ) | divide ( n0 , #0 )
a man goes from a to b at a speed of n0 kmph and comes back to a at a speed of n1 kmph . find his average speed for the entire journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
there were two candidates in an election . winner candidate received n0 % of votes and won the election by n1 votes . find the number of votes casted to the winning candidate ?	subtract ( const_100 , n0 ) | subtract ( n0 , #0 ) | divide ( #1 , const_100 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_100 )
if a speaks the truth n0 % of the times , b speaks the truth n1 % of the times . what is the probability that they tell the truth at the same time	multiply ( const_4 , const_5 ) | multiply ( #0 , const_5 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
for all real numbers v , an operation is defined by the equation v * = v - v / n0 . if ( v * ) * = n1 , then v =	divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 ) | divide ( #2 , #1 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
in town x , n0 percent of the population are employed , and n1 percent of the population are employed males . what percent of the employed people in town x are females ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
dacid obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in english , mathematics , physics , chemistry and biology . what are his average marks ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the product of a and b is equal to n0 more than twice the sum of a and b . if b = n1 , what is the value of b - a ?	multiply ( n1 , const_2 ) | subtract ( n1 , const_2 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n1 , #3 )
how much space , in cubic units , is left vacant when maximum number of n2 x n2 x n2 cubes are fitted in a rectangular box measuring n3 x n4 x n5 ?	multiply ( n4 , n5 ) | multiply ( n0 , const_2 ) | subtract ( n3 , #1 ) | multiply ( #0 , #2 )
a work as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work in ?	inverse ( n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
diana is painting statues . she has n0 / n1 of a gallon of paint remaining . each statue requires n2 / n3 gallon of paint . how many statues can she paint ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 )
four horses are tethered at n0 corners of a square field of side n1 metres so that they just can not reach one another . the area left ungrazed by the horses is :	divide ( n1 , const_2 ) | square_area ( n1 ) | circle_area ( #0 ) | subtract ( #1 , #2 )
a shopkeeper has n0 kg of apples . he sells n1 % of these at n2 % profit and remaining n3 % at n4 % profit . find his % profit on total .	add ( n2 , const_100 ) | add ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #7 ) | add ( #8 , #9 ) | subtract ( #10 , n0 ) | multiply ( #11 , const_100 ) | divide ( #12 , n0 )
if n0 = k ( n1 + m / n3 ) , where k and m are positive integers and m < n3 , then what is the value of k + m ?	divide ( const_1 , const_100 ) | subtract ( const_0_25 , #0 ) | multiply ( n2 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , n1 ) | divide ( #2 , #4 ) | add ( #5 , #4 )
find large no . from below question the difference of two numbers is n0 . on dividing the larger number by the smaller , we get n1 as quotient and the n2 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( n2 , #3 )
the profit obtained by selling an article for rs . n0 is the same as the loss obtained by selling it for rs . n1 . what is the cost price of the article ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
n0 women can do a work in two days . n1 men can complete the same work in five days . what is the ratio between the capacity of a man and a woman ?	multiply ( n0 , n1 ) | multiply ( n1 , const_10 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | divide ( #2 , #3 )
in a boat there are n0 men whose average weight is increased by n2 kg when n2 man of n3 kg is replaced by a new man . what is weight of new comer ?	add ( n0 , n3 )
the population of a bacteria colony doubles every day . if it was started n1 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
n2 years ago , paula was n2 times as old as karl . in n2 years , paula will be twice as old as karl . what is the sum of their ages now ?	multiply ( n2 , const_2 ) | multiply ( n0 , const_3.0 ) | subtract ( n2 , #0 ) | subtract ( #1 , n0 ) | negate ( #2 ) | add ( #4 , #3 ) | multiply ( #5 , const_3 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is :	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
n1 k n1 + k n2 - - - - - - - - n3 y n4 if k and y represent non - zero digits within the integers above , what is y ?	add ( const_1 , const_10 ) | multiply ( n3 , const_100 ) | multiply ( n0 , const_100 ) | add ( n4 , #1 ) | add ( n0 , #2 ) | add ( n2 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , const_10 ) | divide ( #7 , #0 ) | floor ( #8 )
a is n0 times as fast as b . a alone can do the work in n1 days . if a and b working together in how many days will the work be completed ?	divide ( const_1 , n1 ) | divide ( #0 , n0 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
we bought n0 hats at the store . blue hats cost $ n1 and green hats cost $ n2 . the total price was $ n3 . how many green hats did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
in a group of n0 people , n1 have visited iceland and n2 have visited norway . if n3 people have visited both iceland and norway , how many people have visited neither country ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a sum was put at simple interest at a certain rate for n0 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
the profit obtained by selling an article for rs . n0 is the same as the loss obtained by selling it for rs . n1 . what is the cost price of the article ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the average age of n0 students in a class is n1 years . if the age of teacher is also included , the average becomes n2 years , find the age of the teacher .	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
plaudia can choose any two of n0 different candles and any n1 of n2 different flowers for a centerpiece arrangement . given these choices , how many candle + flower groupings can she select ?	subtract ( const_10 , n0 ) | multiply ( n2 , #0 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the average weight of n0 boys in a class is n1 kgs and that of the remaining n2 boys is n3 kgs . find the average weight of all the boys in the class .	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a ring x of diameter n0 inches is placed inside another ring y of diameter of n1 inches . how much fraction of the ring x surface is not covered by the ring y ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 )
how many integers k greater than n0 and less than n1 are there such that if the hundreds and the unit digits of k are reversed , the resulting integer is k + n2 ?	subtract ( const_10 , const_2 ) | multiply ( #0 , const_10 )
the average age of n2 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the length of a room is n0 m and width is n1 m . find the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of elder person .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
if jake loses n0 pounds , he will weigh twice as much as his sister kendra . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 vote no_ascii_32 s majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is ?	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a square and an equilateral triangle have the same perimeter . what is the ratio of the area of the circle circumscribing the square to the area of the circle inscribed in the triangle ?	multiply ( const_10 , const_3 ) | multiply ( const_2 , const_4 ) | subtract ( #0 , const_3 ) | divide ( #2 , #1 )
a bag holds n1 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( n0 , n1 ) | choose ( const_2.0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , n3 ) | divide ( #0 , #2 )
a train running at a speed of n0 km / h passes an electric pole in n1 seconds . in how many seconds will the whole train pass a n2 - meter long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
p software has coding line n0 % more than n , n software has coding line n1 / n2 more than m . m software has n3 lines of coding . find p lines .	divide ( n3 , n2 ) | add ( n3 , #0 )
alex takes a loan of $ n2 , n1 to buy a used truck at the rate of n2 % simple interest . calculate the annual interest to be paid for the loan amount .	multiply ( n1 , const_100 ) | sqrt ( const_100 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 )
a van takes n0 hours to cover a distance of n1 km . what speed in kph should the van maintain to cover the same distance in n2 / n3 of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , const_4 ) | multiply ( n1 , #0 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
what is the n0 digit number whose second digit is thrice the first digit and n1 rd digit is sum of n2 st and n3 nd and last digit is thrice the second digit .	multiply ( const_10 , const_100 ) | multiply ( n2 , const_3 ) | add ( n2 , #1 ) | multiply ( #1 , const_100 ) | multiply ( #1 , const_3 ) | add ( #0 , #3 ) | multiply ( #2 , const_10 ) | add ( #5 , #6 ) | add ( #7 , #4 )
a room of n0 m n3 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
the remainder when e = n0 + n6 + n6 ^ n3 + n6 ^ n6 + . . . . . . . . . . + n6 ^ n7 is divided n8 .	add ( n7 , const_1 ) | power ( n1 , const_2 ) | reminder ( n0 , n8 ) | reminder ( n1 , n8 ) | add ( #2 , #3 ) | divide ( #0 , const_3 ) | reminder ( #1 , n8 ) | add ( #4 , #6 ) | multiply ( #7 , #5 )
sakshi can do a piece of work in n0 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a bag holds n0 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( n0 , n1 ) | choose ( const_2.0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
in a games hour n0 different types of players came to the ground ? cricket n1 , hokey n2 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 )
of n3 numbers , the third is n1 times the second and the second is two times the first . if their average is n2 , the second number of the n3 numbers is :	multiply ( n2 , const_3 ) | multiply ( const_2 , const_4 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | divide ( #0 , #3 )
there are n0 poles with a constant distance between each pole . a car takes n1 second to reach the n2 th pole . how much will it take to reach the last pole .	divide ( n1 , n2 ) | multiply ( n0 , #0 )
a restaurant spends one quarter of its monthly budget for rent and quarter of the rest for food and beverages . what percentage of the budget does the restaurant spend for food and beverages ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 )
a gardener changed the size of his rectangle shaped garden by increasing it ' s length by n0 % & decreasing is ' s width by n1 % . find area of new garden .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the sped of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , n2 ) | multiply ( n1 , #0 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
find large number from below question the difference of n0 no ' s is n1 . on dividing the larger number by the smaller , we get n2 as quotient and the n3 as remainder	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
a sum was put at simple interest at a certain rate for n0 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
given f ( x ) = n0 x no_ascii_77 n1 , for what value of x does n2 * [ f ( x ) ] no_ascii_77 n3 = f ( x no_ascii_77 n4 ) ?	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
the average weight of n0 boys in a class is n1 kg and that of the remaining n2 boys is n3 kg . find the average weights of all the boys in the class .	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if an average hard drive had a capacity of n0 tb in n1 , and average hard drive capacities double every n2 years , what will be the average hard drive capacity in n3 ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_2 ) | multiply ( #7 , const_2 ) | multiply ( #8 , const_2 ) | add ( n0 , #9 ) | multiply ( #10 , const_10 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a library has an average of n0 visitors on sundays and n1 on other days . the avearge number of visitors per day in a month of n2 days beginning with a sunday is ?	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
find the sum of the number of combinations possible by using n0 , n1 such that no number is repeated ( ex : - n2 are invalid n3 are valid ) more than once .	add ( const_1 , const_2 ) | reminder ( n1 , const_10 ) | add ( #0 , const_3 ) | add ( #2 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_1000 ) | multiply ( #4 , const_100 ) | multiply ( #4 , const_10 ) | add ( #5 , #6 ) | add ( #8 , #7 ) | add ( #9 , #4 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a and b can do a work in n0 days and n1 days respectively . if they work on alternate days beginning with b , in how many days will the work be completed ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | add ( n0 , #3 ) | subtract ( #4 , const_3 )
a train running at a speed of n0 km / h passes an electric pole in n1 seconds . in how many seconds will the whole train pass a n2 - meter long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
a train running at a speed of n0 km / h passes an electric pole in n1 seconds . in how many seconds will the whole train pass a n2 - meter long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
a lady builds n0 cm length , n1 cm width , and n3 cm height box using n3 cubic cm cubes . what is the minimum number of cubes required to build the box ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
the population of a city increases by n0 % per year but due to migration it decrease by n1 % per years . what will be the percentage increase in population in n2 years ?	subtract ( n0 , n1 ) | add ( #0 , const_100 ) | multiply ( #1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #0 ) | add ( #4 , const_100 ) | multiply ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #4 , #7 )
if a student loses n0 kilograms , he will weigh twice as much as his sister . together they now weigh n1 kilograms . what is the student ' s present weight in kilograms ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | subtract ( n1 , #1 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
a trailer carries n0 , n1 and n2 crates on a trip . each crate weighs no less than n3 kg . what is the maximum weight of the crates on a single trip ?	multiply ( n2 , n3 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
there are n0 poles with a constant distance between each pole . a car takes n1 second to reach the n2 th pole . how much will it take to reach the last pole .	divide ( n1 , n2 ) | multiply ( n0 , #0 )
two numbers are in the ratio of n3 : n1 . if n2 is subtracted from each number , they are in the ratio of n3 : n4 . what are the two numbers ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
if x + y = n1 x + z , x - n1 y = n2 z and x + y + z = n3 , what is the value of y / z ?	divide ( n3 , n0 ) | divide ( n3 , const_10 ) | negate ( #1 ) | divide ( #0 , #2 ) | negate ( #3 ) | add ( #4 , const_1 )
the bankers discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the price of a tv was increased by n0 percent . the new price was then increased by n1 percent . a single increase of what percent is equivalent to these two successive increases ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the ratio of their heights ?	divide ( n3 , const_4 )
a trailer carries n0 , n1 and n2 crates on a trip . each crate weighs no less than n3 kg . what is the maximum weight of the crates on a single trip ?	multiply ( n2 , n3 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
the length of a room is n0 m and width is n1 m . find the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
x and y together can completes a work in n0 days and y complete the same work in n1 days . then the number of days x required to complete the work will be ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the price of a tv was increased by n0 percent . the new price was then increased by n1 percent . a single increase of what percent is equivalent to these two successive increases ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if a student loses n0 kilograms , he will weigh twice as much as his sister . together they now weigh n1 kilograms . what is the student ' s present weight in kilograms ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | subtract ( n1 , #1 )
the remainder when q = n0 + n6 + n6 ^ n3 + n6 ^ n6 + . . . . . . . . . . + n6 ^ n7 is divided n8 .	add ( n7 , const_1 ) | power ( n1 , #0 )
p and q invested in a shop . the profits were divided in the ratio of n0 : n1 respectively . if p invested rs . n2 , the amount invested by q is :	divide ( n2 , n0 ) | multiply ( n1 , #0 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in a group of n0 , n1 can speak latin , n2 can speak french , and n3 do n ' t speak either . how many of these speak both latin and french ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the sped of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
eight identical machines can produce n0 aluminum cans per hour . if all of the machines work at the same constant rate , how many cans could n1 such machines produce in n2 hours ?	add ( const_4 , const_4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #2 , #0 ) | multiply ( n2 , #3 ) | subtract ( #1 , #4 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
p can do a work in n0 days and q cando the same work in n1 days . if they can work together for n2 days , what is the fraction of work left ?	divide ( const_60 , n0 ) | divide ( const_60 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , #0 ) | subtract ( const_60 , #3 ) | divide ( #4 , const_60 )
the length of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if m is not equal to zero , and m + n3 / m = n3 , then what is the value of m ^ n4 + ( n3 / m ) ^ n4 ?	subtract ( n0 , const_2 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
calculate the time it will take for a train that is n0 meter long to pass a bridge of n1 meter length , if the speed of the train is n2 km / hour ?	add ( n0 , n1 ) | divide ( n2 , const_3_6 ) | divide ( #0 , #1 )
vishal invested n1 % more than trishul . trishul invested n1 % less than raghu . if the total sum of their investments is rs . n2 , how much amount did raghu invest ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #4 , const_1 ) | divide ( n2 , #5 )
a and b working together could mow a field in n0 days and with the help of c they could have mowed it in n1 days . how long would c take by himself ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a bag holds n1 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( n0 , n1 ) | choose ( const_2.0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a works twice as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work in :	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
if a student loses n0 kilograms , he will weigh twice as much as his sister . together they now weigh n1 kilograms . what is the student ' s present weight in kilograms ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | subtract ( n1 , #1 )
given f ( x ) = n4 x no_ascii_77 n1 , for what value of x does n4 * [ f ( x ) ] no_ascii_77 n3 = f ( x no_ascii_77 n4 ) ?	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
the lenght of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a sum was put at si at certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . find the sum	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
in the coordinate plane a slope of the line k is n0 / n1 times the x - intercept of the line k . what is the y - intercept of the line k ?	divide ( const_1 , n0 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
patrick purchased n3 pencils and sold them at a loss equal to the selling price of n1 pencils . the cost of n3 pencils is how many times the selling price of n3 pencils ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 )
n0 pig no_ascii_32 s and n1 hens are brought for rs . n2 . if the average price of a hen be rs . n3 . what is the average price of a pig .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
n0 men work n3 hours per day to complete the work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
a bag holds n1 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( n0 , n1 ) | choose ( const_2.0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the maximum number of student amoung them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
excluding stoppages , the speed of a bus is n0 km / hr and including stoppages , it is n1 km / hr . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
if n is a positive integer and the product of all the integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a lady builds n0 cm length , n1 cm width , and n2 cm height box using n3 cubic cm cubes . what is the minimum number of cubes required to build the box ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
data sufficiency question : if solution ( x ) with alcohol ( n0 % ) and solution ( y ) with alcohol ( n1 % ) mixed together to form n2 liters of mixture .	multiply ( n1 , const_0_25 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | add ( n1 , #2 ) | divide ( #3 , #1 )
a car travels uphill at n0 km / hr and downhill at n1 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
vlaudia can choose any two of n0 different candles and any n1 of n2 different flowers for a centerpiece arrangement . given these choices , how many candle + flower groupings can she select ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( const_2 , const_2 ) | divide ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , #5 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount had been offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
p software has coding line n0 % more than n , n software has coding line n1 / n2 more than m . m software has n3 lines of coding . find p lines .	divide ( n3 , n2 ) | add ( n3 , #0 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . what is the number of participants ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_2 , const_3 ) | subtract ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
a quiz has one mcq question with a , b and c as options . and two questions with true / false answers . what is the probability of giving all n0 answers correct ?	divide ( const_1 , const_2 ) | divide ( const_1 , const_3 ) | multiply ( #1 , #0 ) | multiply ( #0 , #2 )
the average weight of n0 girls increases by n1 kg when a new girl comes in place of one of them weighing n2 kg . what might be the weight of the new girl ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
on a test average ( arithmetic mean ) test score for n0 students is n1 . what must be n3 th student ' s score that average score for n3 students to be n4 ?	multiply ( n2 , n4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
a trailer carries n0 , n1 and n2 crates on a trip . each crate weighs no less than n3 kg . what is the maximum weight of the crates on a single trip ?	multiply ( n2 , n3 )
find the area of a triangle whose sides are n0 cm , n1 cm , n2 cm . also , find the length of the altitude corresponding to the largest side of the triangle .	triangle_area_three_edges ( n0 , n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 )
alex takes a loan of $ n0 , n1 to buy a used truck at the rate of n2 % simple interest . calculate the annual interest to be paid for the loan amount .	multiply ( n1 , const_100 ) | sqrt ( const_100 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 )
if john covers a certain distance in n0 hr . n1 min . by covering two third of the distance at n2 kmph and the rest at n3 kmph , then find the total distance	divide ( n1 , const_60 ) | divide ( const_2 , const_3 ) | add ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 )
how should we mix two rice packets to get one n2 kg packet priced at rs n1 when the prices of n2 kg packets of the two types are rs n3 and rs n4 .	subtract ( n4 , n1 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
a horse is tethered to one corner of a rectangular grassy field n0 m by n1 m with a rope n2 m long . over how much area of the field can it graze ?	power ( n2 , const_2 ) | multiply ( #0 , const_pi ) | divide ( #1 , const_4 )
two mba admissions committees are to be formed randomly from n0 second year mbas with n1 members each . what is the probability w that jane will be on the same committee as albert ?	choose ( const_4 , const_1 ) | choose ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | divide ( #3 , #1 ) | multiply ( #5 , #4 )
a works twice as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work is :	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
he average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average weight of n0 girls increases by n1 kg when a new girl comes in place of one of them weighing n2 kg . what might be the weight of the new girl ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the sides of the triangle are in the ratio n4 / n1 : n4 / n3 : n4 / n5 and its perimeter is n6 cm . the length of the longest side is ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( #5 , #2 )
the bankers discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
anne bought doughnuts for a class breakfast party . she bought n0 chocolate doughnuts , n1 coconut doughnuts , and n2 jam - filled doughnuts . how many doughnuts did anne buy in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
the price of a mobile was increased by n0 percent . the new price was then decreased by n1 percent . a single increase of what percent is equivalent to these two successive changes ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
caleb spends $ n0 on n1 hamburgers for the marching band . if single burgers cost $ n2 each and double burgers cost $ n3 each , how many double burgers did he buy ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 )
the area of a square garden is q square feet and the perimeter is p feet . if q = n0 p + n1 , what is the perimeter of the garden in feet ?	multiply ( n1 , const_2 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
if n0 men , working n1 hours a day , can reap a field in n2 days , in how many days will n3 men reap the field , working n4 hours a day ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a number x is multiplied with itself and then added to the product of n0 and x . if the result of these two operations is n1 , what is the value of x ?	power ( n1 , const_2 ) | divide ( #0 , n0 )
a is n0 times as fast as b . a alone can do the work in n1 days . if a and b working together in how many days will the work be completed ?	divide ( const_1 , n1 ) | divide ( #0 , n0 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the lenght of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
all the faces of a cube are painted with blue colour . then it is cut into n0 small equal cubes . how many small cubes will be formed having only one face coloured ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | subtract ( #1 , const_2 ) | power ( #2 , const_2 ) | multiply ( #3 , const_60 ) | divide ( #4 , const_10 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is :	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
the average weight of n0 boys in a class is n1 kg and that of the remaining n2 boys is n3 kg . find the average weights of all the boys in the class .	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
patrick purchased n3 pencils and sold them at a loss equal to the selling price of n1 pencils . the cost of n3 pencils is how many times the selling price of n3 pencils ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , n3 ) | divide ( #0 , #2 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the bankers discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a lady builds n0 cm length , n1 cm width , and n2 cm height box using n3 cubic cm cubes . what is the minimum number of cubes required to build the box ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a sum was put at simple interest at a certain rate for n0 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
a n0 month project had a total budget of $ n1 . after n2 months , the project had spent $ n3 . at this point , how much was the project under budget ?	divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 ) | multiply ( n2 , #3 )
if a takes x days to do a work then b takes n0 x days to do the same work then with in how many day ' s a will alone complete this work ?	multiply ( n0 , const_2 ) | multiply ( const_3 , const_3 ) | add ( #1 , #0 ) | multiply ( #1 , #0 ) | subtract ( #3 , #2 ) | add ( #0 , #4 )
n0 small identical cubes are used to form a large cube . how many more cubes are needed to add one top layer of small cube all over the surface of the large cube ?	cube_edge_by_volume ( n0 ) | add ( #0 , const_2 ) | volume_cube ( #1 ) | subtract ( #2 , n0 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the area of a square garden is q square feet and the perimeter is p feet . if q = n0 p + n1 , what is the perimeter of the garden in feet ?	multiply ( n1 , n0 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a sum of money amounts to rs . n0 after n1 years and rs . n2 after n3 years at the same rate of simple interest . the rate of interest per annum is :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
how many integers k greater than n0 and less than n1 are there such that if the hundreds and the unit digits of k are reversed , the resulting integer is k + n2 ?	subtract ( const_10 , const_2 ) | multiply ( #0 , const_10 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
if the numerator of a fraction be increased by n2 % and its denominator be diminished by n1 % , the value of the fraction is n2 / n3 . find the original fraction ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
a box contains n0 electric bulbs , out of which n1 are defective . two bulbs are chosen at random from this box . the probability that at least one of these is defective is	choose ( n0 , const_2 ) | subtract ( n0 , n1 ) | choose ( #1 , const_2 ) | divide ( #2 , #0 ) | subtract ( const_1 , #3 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the maximum number of student amoung them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , n3 ) | divide ( #0 , #2 )
patrick purchased n3 pencils and sold them at a loss equal to the selling price of n1 pencils . the cost of n3 pencils is how many times the selling price of n3 pencils ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
if n is a positive integer and the product of all the integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
if x and y are numbers such that ( x + n1 ) ( y - n1 ) = n2 , what is the smallest possible value of x ^ n4 + y ^ n4	power ( n0 , n3 )
a computer is programmed to multiply consecutive even integers n0 * n1 * n2 * n3 * no_ascii_6 * n until the product is divisible by n4 , what is the value of n ?	add ( const_1 , const_10 ) | divide ( n4 , #0 ) | divide ( #1 , const_3 ) | multiply ( n0 , #2 )
a company pays n0 % dividend to its investors . if an investor buys rs . n1 shares and gets n2 % on investment , at what price did the investor buy the shares ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 )
given f ( x ) = n4 x no_ascii_77 n1 , for what value of x does n2 * [ f ( x ) ] no_ascii_77 n3 = f ( n4 x no_ascii_77 n5 )	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
caleb spends $ n0 on n1 hamburgers for the marching band . if single burgers cost $ n2 each and double burgers cost $ n3 each , how many double burgers did he buy ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 )
what will be the cost of building a fence around a rectangular plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of elder person .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
in the coordinate plane , a circle centered on point ( - n0 , - n1 ) passes through point ( - n3 , n3 ) . what is the area of the circle ?	add ( n1 , n2 ) | subtract ( n0 , n2 ) | power ( #1 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #3 ) | sqrt ( #4 ) | circle_area ( #5 )
n0 women can complete a work in n1 days and n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much w does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
eight identical machines can produce n0 aluminum cans per hour . if all of the machines work at the same constant rate , how many cans could n2 such machines produce in n2 hours ?	add ( const_4 , const_4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #2 , #0 ) | multiply ( n2 , #3 ) | subtract ( #1 , #4 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
in a games hour n0 different types of players came to the ground ? cricket n1 , hokey n2 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 )
n5 women can complete a work in n1 days and n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of elder person .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
an plane covers a certain distance at a speed of n0 kmph in n2 hours . to cover the same distance in n2 / n3 hours , it must travel at a speed of ?	divide ( n1 , n3 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
two mba admissions committees are to be formed randomly from n0 second year mbas with n1 members each . what is the probability r that jane will be on the same committee as albert ?	choose ( const_4 , const_1 ) | choose ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | divide ( #3 , #1 ) | multiply ( #5 , #4 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
the population of a city increases by n0 % per year but due to migration it decrease by n1 % per years . what will be the percentage increase in population in n2 years ?	subtract ( n0 , n1 ) | add ( #0 , const_100 ) | multiply ( #1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #0 ) | add ( #4 , const_100 ) | multiply ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #4 , #7 )
the population of a city increases by n0 % per year but due to migration it decrease by n1 % per years . what will be the percentage increase in population in n2 years ?	subtract ( n0 , n1 ) | add ( #0 , const_100 ) | multiply ( #1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #0 ) | add ( #4 , const_100 ) | multiply ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #4 , #7 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the sped of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of $ n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the sum of the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive and the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	divide ( n1 , const_2 ) | divide ( n3 , const_2 ) | add ( #0 , #1 )
the area of square abcd above is n0 . the shaded region is the intersection of the square and a circular region centered at c . what is the area of the shaded region ?	divide ( n0 , const_4 ) | multiply ( #0 , const_pi ) | subtract ( n0 , #1 )
in a bag , there are n0 green , n1 black and n2 red pens . one pen is picked up randomly . what is the probability that it is neither red nor green ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n1 , #1 )
the profit obtained by selling an article for rs . n0 is the same as the loss obtained by selling it for rs . n1 . what is the cost price of the article ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a party every person shakes hands with every other person . if there were a total of n0 handshakes in the party then what is the number of persons present in the party ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
when positive integer w is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many such values are less than n4 ?	add ( n1 , n3 ) | multiply ( n0 , #0 ) | reminder ( #1 , n2 ) | subtract ( #2 , n1 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
if n2 / n1 of the air in a tank is removed with each stroke of a vacuum pump , what fraction of the original amount of air has been removed after n2 strokes ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , const_2 ) | divide ( #0 , #2 )
we bought n0 hats at the store . blue hats cost $ n1 and green hats cost $ n2 . the total price was $ n3 . how many green hats did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a sum of money amounts to rs . n0 after n1 years and rs . n2 after n3 years at the same rate of simple interest . the rate of interest per annum is ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much q does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
a trailer carries n0 , n1 and n2 crates on a trip . each crate weighs no less than n3 kg . what is the maximum weight of the crates on a single trip ?	multiply ( n2 , n3 )
anne bought doughnuts for a class breakfast party . she bought n0 chocolate doughnuts , n1 coconut doughnuts , and n2 jam - filled doughnuts . how many doughnuts did anne buy in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much r does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
calculate the time it will take for a train that is n0 meter long to pass a bridge of n1 meter length , if the speed of the train is n2 km / hour ?	add ( n0 , n1 ) | divide ( n2 , const_3_6 ) | divide ( #0 , #1 )
perimeter of an equilateral and isosceles is n0 and n1 respectively . at least one of the sides of isosceles is equal to the equilateral . what ' s the base of isosceles triangle ?	divide ( n0 , const_3 ) | multiply ( #0 , const_2 ) | subtract ( n1 , #1 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
the average age of n0 students in a class is n1 years . if the age of teacher is also included , the average becomes n2 years , find the age of the teacher .	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in a group of n0 people , n1 have visited iceland and n2 have visited norway . if n3 people have visited both iceland and norway , how many people have visited neither country ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
what is the ratio e of the surface area of a cube to the surface area of a rectangular solid identical to the cube in all ways except that its length has been doubled ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #4 , #5 ) | divide ( #3 , #6 )
if an average hard drive had a capacity of n0 tb in n1 , and average hard drive capacities double every n2 years , what will be the average hard drive capacity in n3 ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_2 ) | multiply ( #7 , const_2 ) | multiply ( #8 , const_2 ) | add ( n0 , #9 ) | multiply ( #10 , const_10 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
the length of a room is n0 m and width is n1 m . find the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if the numerator of a fraction be increased by n2 % and its denominator be diminished by n1 % , the value of the fraction is n2 / n3 . find the original fraction ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is :	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a trailer carries n0 , n1 and n2 crates on a trip . each crate weighs no less than n3 kg . what is the maximum weight of the crates on a single trip ?	multiply ( n2 , n3 )
if f ( x ) = ax ^ n0 no_ascii_77 n1 x ^ n3 + ax ^ n3 no_ascii_77 x , then f ( b ) no_ascii_77 f ( - b ) will equal :	multiply ( n2 , const_10 )
n0 women can complete a work in n1 days and n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
if n0 students in a class average n1 % on an english exam and n2 students average n3 % on the same exam , what is the average in percent for all n4 students ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n4 )
a searchlight on top of the watchtower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( n1 , const_3 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 )
alex takes a loan of $ n0 , n1 to buy a used truck at the rate of n2 % simple interest . calculate the annual interest to be paid for the loan amount .	multiply ( n1 , const_100 ) | sqrt ( const_100 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 )
two mba admissions committees are to be formed randomly from n0 second year mbas with n1 members each . what is the probability q that jane will be on the same committee as albert ?	choose ( const_4 , const_1 ) | choose ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | divide ( #3 , #1 ) | multiply ( #5 , #4 )
two mba admissions committees are to be formed randomly from n0 second year mbas with n1 members each . what is the probability e that jane will be on the same committee as albert ?	choose ( const_4 , const_1 ) | choose ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | divide ( #3 , #1 ) | multiply ( #5 , #4 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
a searchlight on top of the watchtower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( n1 , const_3 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 )
tickets numbered n0 to n1 are mixed up and then a ticket is drawn at random . what is the probability that the ticket drawn bears a number which is a multiple of n2 ?	divide ( n2 , const_10 )
he average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
n1 k n1 + k n2 - - - - - - - - n3 t n4 if k and t represent non - zero digits within the integers above , what is t ?	add ( n0 , const_1 ) | subtract ( n3 , #0 ) | subtract ( #1 , const_1 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
n0 = n8 , n2 = n16 , n4 = n5 , n6 = n7 , n8 = n9 , n10 = n11 , n12 = n13 , n14 = n15 then n16 = ?	add ( const_2 , const_4 ) | multiply ( #0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( n5 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
n2 kilograms of oranges contained n1 % of water . if the next day the concentration of water decreased by n2 % , what was the new weight of the oranges , in kilograms ?	multiply ( n0 , n0 )
on the number line , if x is halfway between - n0 and n1 , and if y is halfway between - n2 and n3 , what number is halfway between x and y ?	negate ( n0 ) | add ( n1 , #0 )
a certain meter records voltage between n0 and n1 volts inclusive . if the average value of n2 recordings on the meter was n3 volts , what was the smallest possible recording in volts ?	multiply ( n2 , n3 ) | subtract ( #0 , n1 )
a rope can make n0 rounds of the circumference of a cylinder whose radius of the base is n1 cm . how many times can it go round a cylinder having radius n2 cm ?	circumface ( n1 ) | circumface ( n2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
there are n0 red balls and n1 blue balls in a jar . if n3 balls are selected from the jar , what is the probability that all n3 balls selected are blue balls ?	add ( n0 , n1 ) | choose ( n1 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
a bag has n0 , n7 , n2 , n3 , n4 , n5 and n6 cm sticks . find the probability that they they will form a triangle if n7 sticks are drawn ?	choose ( n3 , n1 ) | permutation ( n1 , n3 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
when positive integer t is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many such values are less than n4 ?	add ( n1 , n3 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , #2 )
a certain machine produces n0 , n1 units of product p per hour . working continuously at this constant rate , this machine will produce how many units of product p in n2 days ?	multiply ( const_10 , const_4 )
a train traveling with constant speed crosses a n0 m long platform in n1 seconds and a n2 m long platform in n3 seconds . find the length of the train and its speed .	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
if n0 / n1 of the air in a tank is removed with each stroke of a vacuum pump , what fraction of the original amount of air has been removed after n2 strokes ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
in a games hour n0 different types of players came to the ground ? cricket n4 , hokey n2 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 )
the area of a square garden is q square feet and the perimeter is p feet . if q = n0 p + n1 , what is the perimeter of the garden in feet ?	multiply ( n1 , n0 )
two numbers are in the ratio of n0 : n1 . if n2 is subtracted from each number , they are in the ratio of n3 : n4 . what are the two numbers ?	divide ( const_3.0 , n0 ) | multiply ( const_4.0 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
a library has an average of n0 visitors on sunday and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | multiply ( #0 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n2 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
the average height of n0 girls out of a class of n1 is n2 cm . and that of the remaining girls is n3 cm . the average height of the whole class is :	multiply ( n0 , n2 ) | multiply ( n3 , const_10 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
given f ( x ) = n0 x no_ascii_77 n1 , for what value of x does n4 * [ f ( x ) ] no_ascii_77 n3 = f ( x no_ascii_77 n4 ) ?	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
calculate the time it will take for a train that is n0 meter long to pass a bridge of n1 meter length , if the speed of the train is n2 km / hour ?	add ( n0 , n1 ) | divide ( n2 , const_3_6 ) | divide ( #0 , #1 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of elder person .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
the maximum number of student amoung them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
on the number line , if x is halfway between - n0 and n2 , and if y is halfway between - n2 and n3 , what number is halfway between x and y ?	negate ( n0 ) | add ( n1 , #0 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
the perimeter of a rectangular yard is completely surrounded by a fence that measures n0 meters . what is the length of the yard if the area of the yard is n1 meters squared ?	subtract ( const_4 , const_3 )
the average height of n0 girls out of a class of n1 is n2 cm . and that of the remaining girls is n3 cm . the average height of the whole class is :	multiply ( n0 , n2 ) | multiply ( n3 , const_10 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , find the other .	multiply ( n0 , n2 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the average weight of n0 girls increases by n1 kg when a new girl comes in place of one of them weighing n2 kg . what might be the weight of the new girl ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
on the number line , if x is halfway between - n1 and n1 , and if y is halfway between - n2 and n3 , what number is halfway between x and y ?	negate ( n0 ) | add ( n1 , #0 )
n2 women can complete a work in n1 days and n2 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
patrick purchased n3 pencils and sold them at a loss equal to the selling price of n1 pencils . the cost of n3 pencils is how many times the selling price of n3 pencils ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 vote no_ascii_32 s majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
in a family n0 people eat only vegetarian , n1 people eat only non veg . , n2 people eat both veg and non veg . . how many people are in the family ?	add ( n0 , n2 )
a bus travels first half distance between two places with a speed of n0 kmph and the rest half distance with a speed of n1 kmph . the average speed of the bus is ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
a box contains n0 electric bulbs , out of which n1 are defective . two bulbs are chosen at random from this box . the probability that at least one of these is defective is	choose ( n0 , const_2 ) | subtract ( n0 , n1 ) | choose ( #1 , const_2 ) | divide ( #2 , #0 ) | subtract ( const_1 , #3 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a horse is tethered to one corner of a rectangular grassy field n0 m by n1 m with a rope n2 m long . over how much area of the field can it graze ?	power ( n2 , const_2 ) | multiply ( #0 , const_pi ) | divide ( #1 , const_4 )
on the number line , if x is halfway between - n0 and n1 , and if y is halfway between - n2 and n3 , what number is halfway between x and y ?	negate ( n0 ) | add ( n1 , #0 )
calculate the speed of a boat in still water ( in km / hr ) if in one hour , the boat goes n0 km / hr downstream and n1 km / hr upstream .	add ( n0 , n1 ) | divide ( #0 , const_2 )
what is the ratio of arun ' s monthly income in the year n0 , suman ' s monthly income in the year n1 and jyothi ' s monthly income in the year n2 ?	add ( const_10 , const_10 ) | add ( #0 , const_2 )
sakshi can do a piece of work in n1 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
rs . n0 is divided among a , b , c so that a receives half as much as b and b half as much as c . then c ' s share is :	add ( const_1 , const_2 ) | add ( #0 , const_4 ) | divide ( const_4 , #1 ) | multiply ( n0 , #2 )
in a n0 m race , the ratio of the speeds of two contestants a and b is n1 : n2 . a has a start of n3 m . then , a wins by	subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | subtract ( n0 , #2 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
p and q invested in a shop . the profits were divided in the ratio of n0 : n1 respectively . if p invested rs . n2 , the amount invested by q is :	divide ( n2 , n0 ) | multiply ( n1 , #0 )
the probability of two events a and b are n2 and n1 respectively . the probability that both a and b occur is n2 . the probability that neither a nor b occur is _________	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_1 , #1 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
the maximum number of student amoung them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
a company pays n0 % dividend to its investors . if an investor buys rs . n1 shares and gets n2 % on investment , at what price did the investor buy the shares ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 )
two persons start at the same point , walk in opposite directions with n0 km / hr and n1 km / hr respectively . what is the distance separated after n2 and half hrs ?	divide ( const_2 , const_4 ) | add ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the average height of n0 girls out of a class of n1 is n2 cm . and that of the remaining girls is n3 cm . the average height of the whole class is :	multiply ( n0 , n2 ) | multiply ( n3 , const_10 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
if x and y are numbers such that ( x + n1 ) ( y - n1 ) = n2 , what is the smallest possible value of x ^ n4 + y ^ n4	power ( n0 , n3 )
a computer is programmed to multiply consecutive even integers n0 * n1 * n2 * n3 * no_ascii_6 * n until the product is divisible by n4 , what is the value of n ?	add ( const_1 , const_10 ) | divide ( n4 , #0 ) | divide ( #1 , const_3 ) | multiply ( n0 , #2 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
calculate the speed of a boat in still water ( in km / hr ) if in one hour , the boat goes n0 km / hr downstream and n1 km / hr upstream .	add ( n0 , n1 ) | divide ( #0 , const_2 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
the length of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . what is the number of participants ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
the bankers discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is :	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the length of a room is n0 m and width is n1 m . find the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
in the coordinate plane a slope of the line k is n0 / n1 times the y - intercept of the line k . what is the x - intercept of the line k ?	divide ( const_1 , n0 )
a searchlight on top of the watchtower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( n1 , const_3 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 )
the angle of elevation of a ladder leaning against a wall is n0 no_ascii_56 and the foot of the ladder is n1 m away from the wall . the length of the ladder is :	multiply ( n1 , const_2 )
is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_2 , const_3 ) | subtract ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
a searchlight on top of the watchtower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( n1 , const_3 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 )
caleb spends $ n0 on n1 hamburgers for the marching band . if single burgers cost $ n2 each and double burgers cost $ n3 each , how many double burgers did he buy ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . what is the number of participants ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
tickets numbered n0 to n1 are mixed up and then a ticket is drawn at random . what is the probability that the ticket drawn bears a number which is a multiple of n2 ?	divide ( n2 , const_10 )
the average age of n0 students in a class is n1 years . if the age of teacher is also included , the average becomes n2 years , find the age of the teacher .	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
if x and y are numbers such that ( x + n1 ) ( y - n1 ) = n2 , what is the smallest possible value of x ^ n4 + y ^ n4	power ( n0 , n3 )
the perimeter of an equilateral triangle is n0 . if one of the side is the side of an isoceles triangle of perimeter n1 then what is the lenght of base of isoceles triangle .	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
a certain meter records voltage between n0 and n1 volts inclusive . if the average value of n2 recordings on the meter was n3 volts , what was the smallest possible recording in volts ?	multiply ( n2 , n3 ) | subtract ( #0 , n1 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
we bought n0 hats at the store . blue hats cost $ n1 and green hats cost $ n2 . the total price was $ n3 . how many green hats did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
a certain meter records voltage between n0 and n1 volts inclusive . if the average value of n2 recordings on the meter was n3 volts , what was the smallest possible recording in volts ?	multiply ( n2 , const_4.0 ) | subtract ( #0 , n1 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a van takes n0 hours to cover a distance of n1 km . what speed in kph should the van maintain to cover the same distance in n2 / n3 of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
if jake loses n0 pounds , he will weigh twice as much as his sister kendra . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
calculate the time it will take for a train that is n0 meter long to pass a bridge of n1 meter length , if the speed of the train is n2 km / hour ?	add ( n0 , n1 ) | divide ( n2 , const_3_6 ) | divide ( #0 , #1 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
there are n0 poles with a constant distance between each pole . a car takes n1 second to reach the n2 th pole . how much will it take to reach the last pole .	divide ( n1 , n2 ) | multiply ( n0 , #0 )
sakshi can do a piece of work in n0 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
caleb spends $ n0 on n1 hamburgers for the marching band . if single burgers cost $ n2 each and double burgers cost $ n3 each , how many double burgers did he buy ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
if n is a positive integer and the product of all the integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 )
in a party every person shakes hands with every other person . if there were a total of n0 handshakes in the party then what is the number of persons present in the party ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
caleb spends $ n0 on n1 hamburgers for the marching band . if single burgers cost $ n2 each and double burgers cost $ n3 each , how many double burgers did he buy ?	subtract ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
a bag holds n0 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( n0 , n1 ) | choose ( n0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
six bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 n4 and n5 seconds respectively . in n6 minutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
on a test average ( arithmetic mean ) test score for n0 students is n1 . what must be n3 th student ' s score that average score for n3 students to be n4 ?	multiply ( n2 , n4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
the population of a city increases by n0 % per year but due to migration it decrease by n1 % per years . what will be the percentage increase in population in n2 years ?	subtract ( n0 , n1 ) | add ( #0 , const_100 ) | multiply ( #1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #0 ) | add ( #4 , const_100 ) | multiply ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #4 , #7 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a clock shows the time as n0 a . m . if the minute hand gains n2 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , n2 ) | multiply ( n1 , #0 )
n0 small identical cubes are used to form a large cube . how many more cubes are needed to add one top layer of small cube all over the surface of the large cube ?	cube_edge_by_volume ( n0 ) | add ( #0 , const_2 ) | volume_cube ( #1 ) | subtract ( #2 , n0 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
a sum was put at simple interest at a certain rate for n0 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
a bag holds n1 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be green ?	add ( n0 , n1 ) | choose ( const_2.0 , n0 ) | choose ( #0 , const_2 ) | divide ( #1 , #2 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
p , q and r can do a work in n0 , n1 and n2 days respectively . they completed the work and got rs . n3 . what is the share of p ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( const_100 , const_100 ) | divide ( #1 , n0 ) | add ( n1 , #3 ) | add ( n2 , #4 ) | divide ( #0 , #5 ) | add ( #6 , #2 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
in a group of n0 people , n1 have visited iceland and n2 have visited norway . if n3 people have visited both iceland and norway , how many people have visited neither country ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the speed of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
p software has coding line n1 % more than n , n software has coding line n1 / n2 more than m . m software has n3 lines of coding . find p lines .	divide ( n3 , n2 ) | add ( n3 , #0 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
vishal invested n1 % more than trishul . trishul invested n1 % less than raghu . if the total sum of their investments is rs . n2 , how much amount did raghu invest ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #4 , const_1 ) | divide ( n2 , #5 )
in a group of n0 people , n1 have visited iceland and n2 have visited norway . if n3 people have visited both iceland and norway , how many people have visited neither country ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
the average height of n0 girls out of a class of n1 is n2 cm . and that of the remaining girls is n3 cm . the average height of the whole class is :	multiply ( n0 , n2 ) | multiply ( n3 , const_10 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the sped of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
two numbers are in the ratio of n0 : n1 . if n2 is subtracted from each number , they are in the ratio of n3 : n4 . what are the two numbers ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
tickets numbered n0 to n1 are mixed up and then a ticked is drawn at random . what is the probability that the ticket drawn bears a number which is a multiple of n2 ?	divide ( n2 , const_10 )
six bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 n4 and n5 seconds respectively . in n6 minutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
if n is a positive integer and the product of all the integers from n0 to n , inclusive , is a multiple of n1 , what is the least possible value of n ?	divide ( n1 , const_2 )
if the numerator of a fraction be increased by n2 % and its denominator be diminished by n1 % , the value of the fraction is n2 / n3 . find the original fraction .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
he average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the speed of a boat in still water is n0 kmph . if it can travel n2 km upstream in n2 hr , what time it would take to travel the same distance downstream ?	subtract ( n0 , n1 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , const_4 ) | multiply ( n1 , #0 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
if n = n2 * n1 * p where p is a prime number greater than n2 , how many different positive non - prime divisors does n have , excluding n3 and n ?	add ( n1 , n3 ) | multiply ( n0 , n1 ) | subtract ( #1 , #0 )
a computer is programmed to multiply consecutive even integers n0 * n1 * n2 * n3 * no_ascii_6 * n until the product is divisible by n4 , what is the value of n ?	add ( const_1 , const_10 ) | divide ( n4 , #0 ) | divide ( #1 , const_3 ) | multiply ( n0 , #2 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
n0 students represent x percent of the boys at a school . if the boys at the school make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
the edge of three cubes of metal is n0 dm , n1 dm and n2 dm . they are melted and formed into a single cube . find the edge of the new cube ?	multiply ( const_2 , const_3 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is :	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
excluding stoppages , the speed of a bus is n0 km / hr and including stoppages , it is n1 km / hr . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
given f ( x ) = n2 x no_ascii_77 n1 , for what value of x does n2 * [ f ( x ) ] no_ascii_77 n3 = f ( x no_ascii_77 n4 ) ?	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
the average age of n0 men increases by n1 years when two women are included in place of two men of ages n2 and n3 years . find the average age of the women ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the lenght of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
if n0 / n1 of the air in a tank is removed with each stroke of a vacuum pump , what fraction of the original amount of air has been removed after n2 strokes ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
of the n0 employees of the anvil factory , n1 / n2 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ?	divide ( n1 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #0 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | multiply ( #5 , const_3 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of $ n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
if the numerator of a fraction be increased by n0 % and its denominator decreased by n1 % the value of the fraction becomes n2 / n3 . thus , the original fraction is :	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n2 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
one fast typist type some matter in n0 hrs and another slow typist type the same matter in n1 hrs . if both do combine in how much time they will take to finish .	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_10 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
patrick purchased n3 pencils and sold them at a loss equal to the selling price of n1 pencils . the cost of n3 pencils is how many times the selling price of n3 pencils ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
n0 numbers are in the ratio n1 : n2 : n3 . the sum of its longest and smallest numbers equals the sum of the third number and n4 . find the third number ?	add ( n1 , n3 ) | subtract ( #0 , n2 ) | divide ( n4 , #1 ) | multiply ( n2 , #2 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
a library has an average of n0 visitors on sunday and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | multiply ( #0 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n2 )
n2 women can complete a work in n1 days and n2 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the length of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a rectangular box measures internally n0 m long , n1 m broad and n2 cm deep . the number of cubical blocks each of edge n3 cm that can be packed inside the box is	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | divide ( #1 , #0 ) | volume_rectangular_prism ( #2 , #3 , #4 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much e does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
a bag holds n0 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be green ?	add ( n0 , n1 ) | choose ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( #1 , #2 )
a can do a work in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is :	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a total of n0 chocolates were distributed among n1 boys and girls such that each boy received n2 chocolates and each girl received n3 chocolates . find the respective number of boys and girls ?	divide ( n0 , const_10 ) | multiply ( n1 , n3 ) | subtract ( #1 , #0 )
if a student loses n0 kilograms , he will weigh twice as much as his sister . together they now weigh n1 kilograms . what is the student ' s present weight in kilograms ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | subtract ( n1 , #1 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
a work can be completed by n3 boys in n1 days and n3 girls in n3 days . in how many days would the n5 boys and n5 girls working together complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | divide ( n4 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the average height of n0 girls out of a class of n1 is n2 cm . and that of the remaining girls is n3 cm . the average height of the whole class is :	multiply ( n0 , n2 ) | multiply ( n3 , const_10 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
if each digit in the set a = { n0 , n1 , n2 , n3 , n5 } is used exactly once , in how many ways can the n5 digits be arranged ?	factorial ( n5 )
jaya two digits age when appended with the two digits age of amitabh the n1 digits number formed is a perfect square . what is the the sum of the n1 digits no . ?	add ( const_1 , const_2 ) | add ( n0 , #0 )
pure milk costs n0 per litre . a milkman adds water to n1 litres of pure milk and sells the mixture at n2 per litre . how many litres of water does he add ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n2 )
n0 women can complete a work in n1 days and n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , n2 ) | multiply ( n1 , #0 )
for any real number x , the operatoris defined as : ( x ) = x ( n0 no_ascii_73 x ) if p + n2 = ( p + n2 ) , then p =	multiply ( n1 , const_2 ) | negate ( n0 ) | divide ( #1 , #0 ) | negate ( #2 )
a car travels uphill at n0 km / hr and downhill at n1 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
in a primary school , the ratio of the number of girls to boys is n0 : n1 . if there are n2 girls , the total number of students in the college is :	divide ( n2 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n0 , #0 ) | add ( #2 , #3 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the price of a mobile was increased by n0 percent . the new price was then decreased by n1 percent . a single increase of what percent is equivalent to these two successive changes ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of $ n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
a man ' s speed with the current is n0 km / hr and the speed of the current is n1 km / hr . the man ' s speed against the current is ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 )
if each participant of a chess tournament plays exactly one game with each of the remaining participants , then n0 games will be played during the tournament . what is the number of participants ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
what is the ratio g of the surface area of a cube to the surface area of a rectangular solid identical to the cube in all ways except that its length has been doubled ?	multiply ( const_2 , const_3 ) | multiply ( const_1 , const_2 ) | multiply ( const_1 , const_1 ) | multiply ( #1 , const_2 ) | add ( #3 , #2 ) | multiply ( #4 , const_2 ) | divide ( #0 , #5 )
if a number n is chosen at random from the set of two - digit integers whose digits are both prime numbers , what is the probability t that n is divisible by n0 ?	add ( n0 , const_2 ) | multiply ( const_4 , const_4 ) | divide ( #0 , #1 )
anne bought doughnuts for a class breakfast party . she bought n1 chocolate doughnuts , n1 coconut doughnuts , and n2 jam - filled doughnuts . how many doughnuts did anne buy in all ?	add ( n0 , n1 ) | add ( n2 , #0 )
there are n1 poles with a constant distance between each pole . a car takes n1 second to reach the n2 th pole . how much will it take to reach the last pole .	divide ( n1 , n2 ) | multiply ( n0 , #0 )
amar takes as much time in running n0 meters as a car takes in covering n1 meters . what will be the distance covered by amar during the time the car covers n2 km ?	multiply ( n2 , const_1000 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a lady builds n0 cm length , n1 cm width , and n3 cm height box using n3 cubic cm cubes . what is the minimum number of cubes required to build the box ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , n3 ) | divide ( #0 , #2 )
on a certain island , n0 % of the n1 inhabitants are one - legged and half of the others go barefooted . what is the least number of shoes needed in the island ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_1 ) | subtract ( n1 , #1 ) | divide ( #3 , const_2 ) | multiply ( #4 , const_2 ) | add ( #5 , #2 )
an amount of rs . n0 was divided among a , b and c in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of c ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
on the number line , if x is halfway between - n3 and n1 , and if y is halfway between - n2 and n3 , what number is halfway between x and y ?	negate ( n0 ) | add ( n1 , #0 )
a sum was put at simple interest at a certain rate for n0 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
if a number n is chosen at random from the set of two - digit integers whose digits are both prime numbers , what is the probability w that n is divisible by n0 ?	add ( n0 , const_2 ) | multiply ( const_4 , const_4 ) | divide ( #0 , #1 )
rs . n0 is divided among maya , annie , saiji so that maya receives half as much as annie and annie half as much as saiji . then saiji no_ascii_32 s share is :	divide ( n0 , const_100 ) | divide ( const_4 , #0 ) | multiply ( n0 , #1 )
given f ( x ) = n0 x no_ascii_77 n1 , for what value of x does n2 * [ f ( x ) ] no_ascii_77 n3 = f ( x no_ascii_77 n4 ) ?	multiply ( n1 , n2 ) | multiply ( n4 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the population of a city increases by n0 % per year but due to migration it decrease by n1 % per years . what will be the percentage increase in population in n2 years ?	subtract ( n0 , n1 ) | add ( #0 , const_100 ) | multiply ( #1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #0 ) | add ( #4 , const_100 ) | multiply ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #4 , #7 )
p software has coding line n0 % more than n , n software has coding line n1 / n2 more than m . m software has n3 lines of coding . find p lines .	divide ( n3 , n2 ) | add ( n3 , #0 )
the volumes of two cones are in the ratio n2 : n1 and the radii of the cones are in the ratio of n2 : n3 . what is the length of the wire ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | power ( #1 , n3 ) | divide ( #0 , #2 )
vishal invested n1 % more than trishul . trishul invested n1 % less than raghu . if the total sum of their investments is rs . n2 , how much amount did raghu invest ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #4 , const_1 ) | divide ( n2 , #5 )
is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_2 , const_3 ) | subtract ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
if the length of a rectangular field is n0 metres more than its breadth and the perimeter of the field is n1 metres , what is the area of the field in square metres ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | square_edge_by_perimeter ( #1 ) | add ( n0 , #2 ) | rectangle_area ( #3 , #2 )
what will be the cost of building a fence around a circular plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	divide ( n0 , const_pi ) | sqrt ( #0 ) | circumface ( #1 ) | multiply ( n1 , #2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
n0 small identical cubes are used to form a large cube . how many more cubes are needed to add one top layer of small cube all over the surface of the large cube ?	cube_edge_by_volume ( n0 ) | add ( #0 , const_2 ) | volume_cube ( #1 ) | subtract ( #2 , n0 )
n0 years ago , paula was n1 times as old as karl . in n2 years , paula will be twice as old as karl . what is the sum of their ages now ?	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #1 , n0 ) | negate ( #2 ) | add ( #4 , #3 ) | multiply ( #5 , n1 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
a sum of money amounts to rs . n0 after n1 years and rs . n2 after n3 years at the same rate of simple interest . the rate of interest per annum is ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
n0 small identical cubes are used to form a large cube . how many more cubes are needed to add one top layer of small cube all over the surface of the large cube ?	cube_edge_by_volume ( n0 ) | add ( #0 , const_2 ) | volume_cube ( #1 ) | subtract ( #2 , n0 )
a computer is programmed to multiply consecutive even integers n0 * n1 * n2 * n3 * no_ascii_6 * n until the product is divisible by n4 , what is the value of n ?	add ( const_1 , const_10 ) | divide ( n4 , #0 ) | divide ( #1 , const_3 ) | multiply ( n0 , #2 )
entry fee in an examination was re . n0 . later , this was reduced by n1 % which increased the sale by n2 % . the percentage increase in the number of visitors is	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | add ( #2 , const_100 ) | divide ( #4 , #3 ) | subtract ( #5 , const_100 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they taken , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a pump can fill a tank with water in n0 hours . because of a leak , it took n1 hours to fill the tank . the leak can drain all the water in ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
two numbers are in the ratio of n0 : n2 . if n2 is subtracted from each number , they are in the ratio of n3 : n4 . what are the two numbers ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a can do a job in n0 days and b in n1 days . if they work on it together for n2 days , then the fraction of the work that is left is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a jar contains n0 black and n1 white balls . if you pick two balls at the same time , what ' s the probability that one ball is black and one is white ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
a company pays n0 % dividend to its investors . if an investor buys rs . n1 shares and gets n2 % on investment , at what price did the investor buy the shares ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 )
a person want to give his money of $ n0 to his n1 children a , b , c in the ratio n2 : n3 : n4 what is the a + b share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the speed of boat in still water is n0 km / hr . if it travels n1 km downstream and n2 km upstream in same time , what is the speed of the stream ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
a is twice as good a workman as b and together they finish a piece of work in n0 days . the number of days taken by a alone to finish the work is :	add ( const_1 , const_2 ) | multiply ( n0 , #0 )
a computer is programmed to multiply consecutive even integers n0 * n1 * n2 * n3 * no_ascii_6 * n until the product is divisible by n4 , what is the value of n ?	add ( const_1 , const_10 ) | divide ( n4 , #0 ) | divide ( #1 , const_3 ) | multiply ( n0 , #2 )
the probability of two events a and b are n0 and n1 respectively . the probability that both a and b occur is n2 . the probability that neither a nor b occur is _________	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_1 , #1 )
if a number n is chosen at random from the set of two - digit integers whose digits are both prime numbers , what is the probability q that n is divisible by n0 ?	add ( n0 , const_2 ) | multiply ( const_4 , const_4 ) | divide ( #0 , #1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
a train running at a speed of n0 km / h passes an electric pole in n1 seconds . in how many seconds will the whole train pass a n2 - meter long platform ?	multiply ( n0 , const_0_2778 ) | multiply ( n1 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
a bag holds n0 red marbles and n1 green marbles . if you removed two randomly selected marbles from the bag , without replacement , what is the probability that both would be red ?	add ( const_2.0 , const_3.0 ) | choose ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( #1 , #2 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with square tiles . find the least number of square tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
he average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
a jar contains n0 black and n1 white balls . if you pick two balls at the same time , what ' s the probability that one ball is black and one is white ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then b + c =	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
the value of a machine depreciates at the rate of n0 % every year . it was purchased n1 years ago . if its present value is rs . n2 , its purchase price was	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the diagonal of a square is the height in an equilateral triangle . if the side of the square is x , what is the side of the equilateral triangle in terms of x ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | power ( const_3 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #3 )
given a spinner with n0 sections of equal size labeled e , b , c , and d , what is the probability of not getting an e after spinning the spinner two times ?	divide ( const_3 , n0 ) | power ( #0 , const_2 )
the average weight of n0 girls in a class is n1 kg and that of the remaining n2 girls is n3 kg . find the average weights of all the girls in the class .	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a sum was put at simple interest at a certain rate for n1 years had it been put at n1 % higher rate , it would have fetched n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
what profit percent is made by selling an article at a certain price , if by selling at n0 / n1 rd of that price , there would be a loss of n2 % ?	divide ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_100 )
a room of n0 m n1 cm long and n2 m n3 cm broad is to be paved with squre tiles . find the least number of squre tiles required to cover the floor .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | power ( const_2 , const_4 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | divide ( #3 , #2 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | divide ( #6 , #7 )
a man buys rs . n0 shares paying n1 % dividend . the man wants to have an interest of n2 % on his money . what is the market value of each share ?	divide ( const_100 , n2 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount had been offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
the perimeter of one square is n0 cm and that of another is n1 cm . find the perimeter and the diagonal of a square which is equal in area to these two combined ?	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | multiply ( #4 , const_2 ) | sqrt ( #5 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
in a group of n0 people , n1 have visited iceland and n2 have visited norway . if n3 people have visited both iceland and norway , how many people have visited neither country ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
if n0 / n2 of the air in a tank is removed with each stroke of a vacuum pump , what fraction of the original amount of air has been removed after n2 strokes ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
the average age of n0 students in a class is n1 years . if the age of teacher is also included , the average becomes n2 years , find the age of the teacher .	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #0 )
two numbers are in the ratio of n3 : n1 . if n2 is subtracted from each number , they are in the ratio of n3 : n4 . what are the two numbers ?	divide ( const_3.0 , n0 ) | multiply ( const_4.0 , n4 ) | multiply ( const_4.0 , n3 ) | subtract ( #1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #0 , #4 ) | subtract ( #5 , #4 )
a car travels uphill at n0 km / hr and downhill at n1 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a lady builds n0 cm length , n1 cm width , and n2 cm height box using n3 cubic cm cubes . what is the minimum number of cubes required to build the box ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
jill invests $ n0 in an account that pays an annual rate of n1 % , compounding semi - annually . approximately how much t does she have in her account after two years ?	divide ( n1 , const_100 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 ) | power ( #2 , const_4 ) | multiply ( n0 , #3 )
a can do a work in n0 days . he works for n1 days and later b alone completes the work in n2 days . in what time will they together complete the work ?	add ( n2 , const_10 ) | inverse ( n0 ) | inverse ( #0 ) | add ( #2 , #1 ) | inverse ( #3 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the l . c . m of two numbers is n0 and their h . c . f is n1 . if the sum of the numbers is n2 , then their difference is :	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a secret can be told only n2 persons in n1 minutes . the same person tells to n2 more persons and so on . how long will take to tell it to n3 persons ?	add ( n0 , n1 ) | multiply ( n1 , #0 )
the profit obtained by selling an article for rs . n0 is the same as the loss obtained by selling it for rs . n1 . what is the cost price of the article ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
n3 bells commence tolling together and toll at intervals of n1 , n2 , n3 , n4 n5 and n6 seconds respectively . in n7 minutes , how many times do they toll together ?	lcm ( n5 , n6 ) | multiply ( n7 , const_60 ) | lcm ( n4 , #0 ) | divide ( #1 , #2 ) | add ( #3 , const_1 )
eight identical machines can produce n0 aluminum cans per hour . if all of the machines work at the same constant rate , how many cans could n1 such machines produce in n2 hours ?	add ( const_4 , const_4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #2 , #0 ) | multiply ( n2 , #3 ) | subtract ( #1 , #4 )
n0 students represent x percent of the boys at a school . if the boys at the school make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
alex takes a loan of $ n0 , n1 to buy a used truck at the rate of n2 % simple interest . calculate the annual interest to be paid for the loan amount .	multiply ( n1 , const_100 ) | sqrt ( const_100 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 )
a van takes n0 hours to cover a distance of n1 km . what speed in kph should the van maintain to cover the same distance in n2 / n3 of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
in a games hour n0 different types of players came to the ground ? cricket n1 , hokey n2 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 )
is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_2 , const_3 ) | subtract ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a box contains n0 electric bulbs , out of which n1 are defective . two bulbs are chosen at random from this box . the probability that at least one of these is defective is	choose ( n0 , const_2 ) | subtract ( n0 , n1 ) | choose ( #1 , const_2 ) | divide ( #2 , #0 ) | subtract ( const_1 , #3 )
n5 women can complete a work in n1 days & n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | multiply ( n4 , #2 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | inverse ( #6 )
there are n0 students in a school . the ratio of boys and girls in this school is n1 : n2 . find the total of girls & boys are there in this school ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 vote no_ascii_32 s majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount had been offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , n2 ) | multiply ( n1 , #0 )
a man can row downstream at the rate of n0 km / hr and upstream at n1 km / hr . find man ' s rate in still water and the rate of current ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the least number of members who are homeowners ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | divide ( #1 , n1 ) | multiply ( n1 , #0 ) | multiply ( #3 , #3 ) | add ( #2 , #4 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of elder person .	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
the length of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a circle in the coordinate plane passes through points ( - n0 , - n1 ) and ( - n2 , - n3 ) . what is the smallest possible area of that circle ?	add ( n0 , n2 ) | add ( n1 , n3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | add ( #2 , #3 ) | sqrt ( #4 ) | divide ( #5 , const_2 ) | square_area ( #6 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
in one hour , a boat goes n0 km along the steram and n1 km against the stream . the speed of the boat in still waer ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a total of n0 chocolates were distributed among n1 boys and girls such that each boy received n2 chocolates and each girl received n3 chocolates . find the respective number of boys and girls ?	divide ( n0 , const_10 ) | multiply ( n1 , n3 ) | subtract ( #1 , #0 )
the length of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the height of two right circular cones are in the ratio n0 : n1 and their perimeters of their bases are in the ratio n2 : n3 , the ratio of their volume is ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
if n0 / n1 of the air in a tank is removed with each stroke of a vacuum pump , what fraction of the original amount of air has been removed after n2 strokes ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
the population of a bacteria colony doubles every day . if it was started n0 days ago with n1 bacteria and each bacteria lives for n2 days , how large is the colony today ?	add ( n0 , const_1 ) | power ( n1 , #0 ) | subtract ( #1 , const_1 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
let f ( x ) = x ^ n3 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then b + c =	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
the ages of n0 persons differ by n1 years . if n2 years ago the elder one be n3 times as old as the younger one , find the present age of younger person .	multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | subtract ( #3 , n0 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
two poles of height n0 meters and n1 meters stand on a plane ground . if the distance between their feet is n2 meters then find the difference in the distance between their tops :	power ( n2 , const_2 ) | subtract ( n1 , n0 ) | power ( #1 , const_2 ) | add ( #0 , #2 ) | sqrt ( #3 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
excluding stoppages , the speed of a bus is n0 km / hr and including stoppages , it is n1 km / hr . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
the average weight of n0 girls increases by n1 kg when a new girl comes in place of one of them weighing n2 kg . what might be the weight of the new girl ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if an average hard drive had a capacity of n0 tb in n1 , and average hard drive capacities double every n2 years , what will be the average hard drive capacity in n3 ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_2 ) | multiply ( #7 , const_2 ) | multiply ( #8 , const_2 ) | add ( n0 , #9 ) | multiply ( #10 , const_10 )
n0 small identical cubes are used to form a large cube . how many more cubes are needed to add one top layer of small cube all over the surface of the large cube ?	cube_edge_by_volume ( n0 ) | add ( #0 , const_2 ) | volume_cube ( #1 ) | subtract ( #2 , n0 )
how many integers k greater than n0 and less than n1 are there such that if the hundreds and the unit digits of k are reversed , the resulting integer is k + n2 ?	subtract ( const_10 , const_2 ) | multiply ( #0 , const_10 )
n0 cow no_ascii_32 s and n1 goats are brought for rs . n2 . if the average price of a goat be rs . n3 . what is the average price of a cow .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
if it is assumed that n0 percent of those who receive a questionnaire by mail will respond and n1 responses are needed , what is the minimum number of questionnaires that should be mailed ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
given f ( x ) = n4 x no_ascii_77 n3 , for what value of x does n2 * [ f ( x ) ] + n3 = f ( n4 x no_ascii_77 n5 )	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
a jar contains n0 black and n1 white balls . if you pick two balls at the same time , what ' s the probability that one ball is black and one is white ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 )
a clock shows the time as n0 a . m . if the minute hand gains n1 minutes every hour , how many minutes will the clock gain by n2 p . m . ?	add ( const_3 , n2 ) | multiply ( n1 , #0 )
for what values of k will the pair of equations n0 x + n1 y = n3 and ( kx + n3 y ) / n4 = n5 does not have a unique solution ?	multiply ( n1 , n4 ) | divide ( #0 , n0 )
the perimeter of a rectangular yard is completely surrounded by a fence that measures n0 meters . what is the length of the yard if the area of the yard is n1 meters squared ?	subtract ( const_4 , const_3 )
kamal was n0 times as old as his son n2 years ago . after n2 years , kamal will be twice as old as his son . find out the present age of kamal .	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 )
the perimeter of a rectangular yard is completely surrounded by a fence that measures n0 meters . what is the length of the yard if the area of the yard is n1 meters squared ?	subtract ( const_4 , const_3 )
a car travels uphill at n0 km / hr and downhill at n1 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
jerry bought a bottle of perfume for a gift for his wife . the perfume cost $ n0 before tax . if the total price including tax was $ n1 , find the tax rate	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
the average weight of a class of n0 students is n1 kg . if the weight of the teacher be included , the average rises by n2 g . the weight of the teacher is	add ( n0 , const_1 ) | divide ( n2 , const_1000 ) | multiply ( n0 , n1 ) | add ( n1 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , #2 )
a van takes n0 hours to cover a distance of n1 km . what speed in kph should the van maintain to cover the same distance in n2 / n3 of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
if an average hard drive had a capacity of n0 tb in n1 , and average hard drive capacities double every n2 years , what will be the average hard drive capacity in n3 ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_2 ) | multiply ( #7 , const_2 ) | multiply ( #8 , const_2 ) | add ( n0 , #9 ) | multiply ( #10 , const_10 )
what number is that , to which if n0 , n1 , and n2 , be severally added , the first sum shall be to the second , as the second to the third ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | subtract ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #3 ) | subtract ( #4 , #1 ) | divide ( #5 , #2 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
for what value of k will the two equations n4 x + n2 = n2 ( x - n4 ) and - x + k = n4 x - n5 have the same solution ?	add ( n1 , const_3 ) | add ( #0 , const_10 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of $ n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a man can row n0 kmph is still water . if the river is running at n1 kmph it takes n2 min to row to a place and back . how far is the place	add ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | inverse ( #0 ) | inverse ( #2 ) | add ( #3 , #4 ) | divide ( #1 , #5 )
six women can do a work in n0 days . ten men can complete the same work in n1 days . what is the ratio between the capacity of a man and a woman ?	multiply ( n0 , n1 ) | multiply ( n1 , const_10 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | divide ( #2 , #3 )
the length of a rectangle is n0 cm more than the width of the rectangle . the perimeter of the rectangle is n1 cm . find the length and the width of the rectangle .	divide ( n1 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | add ( n0 , #2 )
in a party every person shakes hands with every other person . if there were a total of n0 handshakes in the party then what is the number of persons present in the party ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 )
a train running at n0 / n1 of its own speed reached a place in n2 hours . how much time could be saved if the train would have run at its own speed ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
in n0 , richard was n1 times as old as robert . in n2 , richard was n3 times as old as robert . in which year was richard n4 as old as robert ?	add ( const_3 , const_4 ) | add ( n4 , #0 ) | add ( n0 , #1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
eight women can do a work in n0 days . ten men can complete the same work in n1 days . what is the ratio between the capacity of a man and a woman ?	multiply ( n0 , n1 ) | multiply ( n1 , const_10 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | divide ( #2 , #3 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
we bought n0 hats at the store . blue hats cost $ n1 and green hats cost $ n2 . the total price was $ n3 . how many green hats did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
he average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
two pipes a and b can fill a tank in n0 and n1 minutes respectively . if both the pipes are used together , then how long will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
( n4 ) ( power n3 ) - ( n7 ) ( power n3 ) / ( n4 ) ( power n8 ) + n6 + ( n7 ) ( power n8 ) is :	power ( n0 , n1 ) | power ( n2 , n1 ) | power ( n0 , n5 ) | power ( n2 , n5 ) | add ( n6 , #2 ) | subtract ( #0 , #1 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
if jake loses n0 pounds , he will weigh twice as much as his sister kendra . together they now weigh n1 pounds . what is jake no_ascii_32 s present weight , in pounds ?	subtract ( n1 , n0 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( n0 , #2 )
a works twice as fast as b . if b can complete a work in n0 days independently , the number of days in which a and b can together finish the work is :	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 ) | inverse ( #2 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 vote no_ascii_32 s majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
the average age of a class of n0 students is n1 years . the average increased by n2 when the teacher ' s age also included . what is the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in a games hour n0 different types of players came to the ground ? cricket n1 , hokey n2 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a n0 cm long wire is to be cut into two pieces so that one piece will be n1 / n2 th of the other , how many centimeters will the shorter piece be ?	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
when positive integer e is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many such values are less than n4 ?	add ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #1 , #0 )
the maximum number of students among them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount had been offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
n0 men complete a work in n1 days . after they have worked for n3 days , n3 more men join them . how many days will they take to complete the remaining work ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
the price of a cycle is reduced by n0 per cent . the new price is reduced by a further n1 per cent . the two reductions together are equal to a single reduction of	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_100 , #3 )
the denominator of a fraction is n1 less than twice the numerator . if the numerator and denominator are both increased by n1 , the fraction becomes n2 / n3 . find the fraction ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #2 , #3 )
a can do a work in n0 days b in n1 days and c in n2 days . if they work on it together then in how many days required to complete the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 )
in one hour , a boat goes n0 km along the stream and n1 km against the stream . the sped of the boat in still water ( in km / hr ) is :	add ( n0 , n1 ) | divide ( #0 , const_2 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
vishal invested n1 % more than trishul . trishul invested n1 % less than raghu . if the total sum of their investments is rs . n2 , how much amount did raghu invest ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #4 , const_1 ) | divide ( n2 , #5 )
the h . c . f . of two numbers is n2 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
the average weight of n0 persons increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and other n1 % in deficit . find the error percentage in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a library has an average of n0 visitors on sundays and n1 on other days . the average number of visitors per day in a month of n2 days beginning with a sunday is :	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a library has an average of n0 visitors on sundays and n1 on other days . the avearge number of visitors per day in a month of n2 days beginning with a sunday is ?	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
n0 students represent x percent of the boys at a school . if the boys at the school make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
a + b + c + d = d + e + f + g = g + h + i = n0 given a = n1 . find value of g and h ?	multiply ( n0 , const_3 ) | multiply ( const_3 , const_3 ) | add ( #1 , const_1 ) | divide ( #2 , const_2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 ) | subtract ( #5 , const_1 ) | add ( n1 , #6 ) | add ( #7 , const_10 )
there are n0 red balls and n1 blue balls in a jar . if n3 balls are selected from the jar , what is the probability that all n3 balls selected are red balls ?	add ( n0 , n1 ) | choose ( n1 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
n0 students represent x percent of the boys at a school . if the boys at the school make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
a pipe takes a hours to fill the tank . but because of a leakage it took n0 times of its original time . find the time taken by the leakage to empty the tank	multiply ( n0 , const_1 ) | multiply ( #0 , const_10 )
n0 cow no_ascii_32 s and n1 goats are brought for rs . n2 . if the average price of a goat be rs . n3 . what is the average price of a cow .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a car travels uphill at n0 km / hr and downhill at n3 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the speed of a boat in still water is n0 kmph . if it can travel n1 km upstream in n2 hr , what time it would take to travel the same distance downstream ?	subtract ( n0 , n1 )
in the new budget , the price of kerosene oil rose by n0 % . by how much percent must a person reduce his consumption so that his expenditure on it does not increase ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_1 )
a horse is tethered to one corner of a rectangular grassy field n0 m by n1 m with a rope n2 m long . over how much area of the field can it graze ?	power ( n2 , const_2 ) | multiply ( #0 , const_pi ) | divide ( #1 , const_4 )
there are n0 poles with a constant distance between each pole . a car takes n1 second to reach the n2 th pole . how much will it take to reach the last pole .	divide ( n1 , n2 ) | multiply ( n0 , #0 )
the lenght of a room is n0 m and width is n1 m . find the cost of paving the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
a car travels uphill at n0 km / hr and downhill at n1 km / hr . it goes n2 km uphill and n3 km downhill . find the average speed of the car ?	add ( n2 , n3 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
sakshi can do a piece of work in n0 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a shopkeeper sold an article offering a discount of n0 % and earned a profit of n1 % . what would have been the percentage of profit earned if no discount had been offered ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( #3 , const_100 )
n0 goats no_ascii_32 s and n1 hens are brought for rs . n2 . if the average price of a hen be rs . n3 . what is the average price of a goat .	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 )
if an average hard drive had a capacity of n0 tb in n1 , and average hard drive capacities double every n2 years , what will be the average hard drive capacity in n3 ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_2 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_2 ) | multiply ( #7 , const_2 ) | multiply ( #8 , const_2 ) | add ( n0 , #9 ) | multiply ( #10 , const_10 )
what will be the cost of building a fence around a square plot with area equal to n0 sq ft , if the price per foot of building the fence is rs . n1 ?	sqrt ( n0 ) | square_perimeter ( #0 ) | multiply ( n1 , #1 )
a company pays n0 % dividend to its investors . if an investor buys rs . n1 shares and gets n2 % on investment , at what price did the investor buy the shares ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 )
excluding stoppages , the speed of a bus is n0 km / hr and including stoppages , it is n1 km / hr . for how many minutes does the bus stop per hour ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
we bought n0 hats at the store . blue hats cost $ n1 and green hats cost $ n2 . the total price was $ n3 . how many green hats did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
the probability of two events a and b are n0 and n1 respectively . the probability that both a and b occur is n2 . the probability that neither a nor b occur is _________	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_1 , #1 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then b + c =	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
twenty - one dots are evenly spaced on the circumference of a circle . how many combinations of three dots can we make from these n0 dots that do not form an equilateral triangle ?	add ( const_3 , const_4 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | subtract ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( #4 , const_3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #0 )
the average of runs of a cricket player of n0 innings was n1 . how many runs must he make in his next innings so as to increase his average of runs by n2 ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the number is n2 , find the other ?	multiply ( n0 , n2 )
a number x is multiplied with itself and then added to the product of n0 and x . if the result of these two operations is n1 , what is the value of x ?	power ( n1 , const_2 ) | divide ( #0 , n0 )
given f ( x ) = n4 x no_ascii_77 n1 , for what value of x does n2 * [ f ( x ) ] no_ascii_77 n3 = f ( n4 x no_ascii_77 n5 )	multiply ( n1 , n2 ) | multiply ( n4 , n0 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
a searchlight on top of the watchtower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( n1 , const_3 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 vote no_ascii_32 s majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
the maximum number of student amoung them n0 pens and n1 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is :	gcd ( n0 , n1 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
two mba admissions committees are to be formed randomly from n0 second year mbas with n1 members each . what is the probability v that jane will be on the same committee as albert ?	choose ( const_4 , const_1 ) | choose ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | divide ( #3 , #1 ) | multiply ( #5 , #4 )
a rectangular plot n0 m no_ascii_62 n1 m , has a path of grass outside it . if the area of grassy pathway is n2 m n3 , find the width of the path .	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , const_4 ) | power ( #1 , const_2 ) | add ( n2 , #2 ) | sqrt ( #3 ) | subtract ( #4 , #1 )
if x and y are numbers such that ( x + n1 ) ( y - n1 ) = n2 , what is the smallest possible value of x ^ n4 + y ^ n4	power ( n0 , n3 )
n5 women can complete a work in n1 days and n5 children take n3 days to complete the work . how many days will n4 women and n5 children take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then b + c =	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
n0 * n12 + n12 * n12 ^ n12 + n7 * n12 ^ n7 + n10 * n12 ^ n10 no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 + n13 * n12 ^ n13	add ( n11 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n11 , #1 )
in a family n0 people eat only vegetarian , n1 people eat only non veg . , n2 people eat both veg and non veg . . how many people eat veg in the family ?	add ( n0 , n2 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
the average runs scored by a batsman in n2 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
a rectangular plot measuring n0 metres by n1 metres is to be enclosed by wire fencing . if the poles of the fence are kept n2 metres apart , how many poles will be needed ?	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , n2 )
the area of a rhombus is equal to the area of a square whose side length is n0 cm . if one of the diagonals is n1 cm what is the length of other diagonal ?	square_area ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 )
in a group of n0 readers who read science fiction or literacy works or both , n1 read science fiction and n2 read literacy works . how many read both science fiction and literacy works ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
an iron cube of side n0 cm is hammered into a rectangular sheet of thickness n1 cm . if the sides of the sheet are in the ratio n2 : n3 , the sides are :	volume_cube ( n0 ) | divide ( #0 , n1 ) | divide ( #1 , n3 ) | sqrt ( #2 )
two trains are moving at n0 kmph and n1 kmph in opposite directions . their lengths are n2 m and n3 m respectively . the time they will take to pass each other completely is ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a school having roll strength n0 , the ratio of boys and girls is n1 : n2 . if n3 more girls get admitted into the school , the ratio of boys and girls becomes	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | divide ( #2 , #4 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
what will be the ratio between the area of a rectangle and the area of a triangle with one of the sides of rectangle as base and a vertex on the opposite side of rectangle .	rectangle_area ( const_1 , const_1 ) | triangle_area ( #0 , #0 ) | divide ( #0 , #1 )
find large number from below question the difference of two no . is n0 . on dividing the larger no . by the smaller , we get n1 as quotient and the n2 as remainder ?	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
bruce purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
andrew purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
if x + y = n2 x - n2 z , x - n2 y = n3 z and x + y + z = n4 , what is the value of z / y ?	multiply ( n0 , n4 )
in a n0 m race , the ratio of the speeds of two contestants a and b is n1 : n2 . a has a start of n3 m . then , a wins by :	subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | subtract ( n0 , #2 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
compound x contains elements a and b at an approximate ratio , by weight , of n0 : n1 . approximately how many grams of element b are there in n2 grams of compound x ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a trader sells n3 metres of cloth for rs . n1 at a profit of rs . n2 per metre of cloth . how much profit will the trder earn on n3 metres of cloth ?	multiply ( n0 , n2 )
the standard deviation of a normal distribution of data is n0 , and n1 standard deviations below the mean is greater than n2 . what is a possible value for the mean of the distribution ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( #1 , const_1 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
there are n0 poles with a constant distance between each pole . a car takes n1 seconds to reach the n2 th pole . how much time will it take to reach the last pole ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
find the numbers which are in the ratio n0 : n1 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( n2 , n0 ) | divide ( #0 , n0 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a rectangular plot measuring n0 metres by n1 metres is to be enclosed by wire fencing . if the poles of the fence are kept n2 metres apart , how many poles will be needed ?	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , n2 )
a soft drink company had n0 small and n1 big bottles in storage . if n2 % of small n3 % of big bottles have been sold , then the total bottles remaining in storage is	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 )
an urn contains n0 red , n1 blue and n2 green balls . n3 balls are randomly selected from the urn , find the probability that the drawn ball are n4 blue and n5 red ?	add ( n0 , n1 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n2 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n3 ) | divide ( #4 , #5 )
n0 pumps , working n1 hours a day , can empty a tank in n2 days . how many hours a day should n3 pumps work in order to empty the tank in n4 day ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the cost of an article was rs . n0 . the cost was first increased by n2 % and later on it was reduced by n2 % . the present cost of the article is :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 ) | multiply ( #3 , #2 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a cylinder is being filled with sand weighing n0 kg per cubic foot . the cylinder has a diameter of n1 foot and is n2 feet tall . how much sand is being used ? ?	divide ( n1 , const_2 ) | volume_cylinder ( #0 , n2 ) | multiply ( n0 , #1 )
a person walking at n3 kmph reaches his office n3 minutes late . if he walks at n2 kmph , he reaches there n3 minutes earlier . how far is the office from his house ?	divide ( n0 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | add ( #2 , #3 ) | divide ( #4 , #1 ) | add ( #5 , #0 ) | multiply ( n0 , #6 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
if x + y = n3 x + n3 z , x - n3 y = n3 z and x + y + z = n4 , what is the value of y / z ?	divide ( n4 , const_10 )
the ratio between x and y is n0 / n1 ; x is increased by n3 and y is decreased by n3 , what is the ratio between the new values of x and y ?	multiply ( n0 , n1 ) | divide ( #0 , #0 )
compound x contains elements a and b at an approximate ratio , by weight , of n0 : n1 . approximately how many grams of element b are there in n2 grams of compound x ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a taxi company charges $ n0 for the first quarter of a mile and fifteen cents for each additional quarter of a mile . what is the maximum distance someone could travel with $ n1 ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_3 ) | divide ( #2 , const_4 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if n0 % of a number is subtracted from a second number , the second number reduces to its n1 - sixth . what is the ratio of the first number to the second number ?	divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | divide ( n1 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #0 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a monkey ascends a greased pole n0 metres high . he ascends n1 metres in first minute and slips down n2 metre in the alternate minute . in which minute , he reaches the top ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
the greatest common divisor of ( b - n0 ) ! , ( b + n1 ) ! , and ( b + n2 ) ! is n3 . what is the value of b ?	add ( n2 , n2 ) | add ( n1 , #0 )
two identical circles intersect such that their centers and the points at which they intersect form a square of side n0 cm . what is the area of the region where the two circles intersect ?	multiply ( const_3 , const_pi ) | divide ( #0 , const_2 ) | add ( n0 , #1 )
the n3 digits of a number add up to n1 . the number is divisible by n2 . the leftmost digit is double the middle digit . what is the product of the n3 digits ?	subtract ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_2 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
point ( m , n ) is on the circle represented by m ^ n1 + n ^ n1 = n2 , and m , n are integers . how many such points are possible ?	power ( n0 , n0 ) | multiply ( n0 , #0 )
a soft drink company had n0 small and n1 big bottles in storage . if n2 % of small n3 % of big bottles have been sold , then the total bottles remaining in storage is	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 )
the area of rectangular field of length n0 meters and breadth n1 meters is equal to the area of a square plot . what will be the length of the diagonal of the square plot ?	rectangle_area ( n0 , n1 ) | square_edge_by_area ( #0 ) | diagonal ( #1 , #1 )
sakshi can do a piece of work in n0 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work is ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a retailer sold n4 houses at each $ n1 . on n2 st house he got n3 % profit and on n4 nd house he loss n5 % then find his net profit or loss ?	divide ( n5 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #0 ) | multiply ( n5 , #3 )
a can do a work in n0 days , b in n1 days . a alone start the work after n2 days he left work . in how many days b can finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
a tap can fill a tank in n0 hours . after half the tank is filled , n1 more similar taps are opened . what is the total time taken to fill the tank completely ?	add ( n1 , n1 ) | subtract ( n0 , #0 )
a trader sells n3 metres of cloth for rs . n1 at a profit of rs . n2 per metre of cloth . how much profit will the trder earn on n3 metres of cloth ?	multiply ( n0 , n2 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
an amount of rs . n0 was divided among a , b and c , in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of c ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
mangoes , oranges and apples in a fruit shop are in the ratio of n0 : n1 : n2 . if there are n3 mangoes , the number of apples in the shop is : .	divide ( n3 , n0 ) | multiply ( n2 , #0 )
n0 students represent x percent of the boys at jones elementary school . if the boys at jones elementary make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
steve traveled the first n2 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many values less than n4 can n take ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
pencils , pens and exercise books in a shop are in the ratio of n0 : n1 : n2 . if there are n3 pencils , the number of exercise books in the shop is :	divide ( n3 , n0 ) | multiply ( n2 , #0 )
the height of the wall is n0 times its width and lenght of the wall is n1 times its height . if the volume of the wall be n2 cu . m . its width is	divide ( const_1 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | power ( #3 , #0 )
a set consists of n0 numbers , all are even or multiple of n4 . if n2 numbers are even and n5 numbers are multiple of n4 , how many numbers is multiple of n5 ?	subtract ( n0 , n3 )
integer m has n0 different prime factors and n has n1 different prime factors . if m and n has the greatest common factor of n2 , how many different prime factors does mn have ?	add ( n0 , const_1 )
a taxi company charges $ n0 for the first quarter of a mile and fifteen cents for each additional quarter of a mile . what is the maximum distance someone could travel with $ n1 ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_3 ) | divide ( #2 , const_4 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
a person want to give his money of $ n0 to his n3 children a , b , c in the ratio n2 : n3 : n4 . what is the b ' s share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
find the numbers which are in the ratio n0 : n2 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( const_4.0 , n0 ) | divide ( #0 , n0 )
a girl was asked to multiply a certain number by n0 . she multiplied it by n1 and got his answer less than the correct one by n2 . find the number to be multiplied .	subtract ( n0 , n1 ) | divide ( n2 , #0 )
in an examination , n1 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
if n is an integer from n2 to n1 ( inclusive ) , what is the probability for n * ( n + n2 ) * ( n + n3 ) being divisible by n4 ?	add ( n1 , n3 ) | add ( n0 , n0 ) | add ( #0 , #1 ) | multiply ( #2 , #1 ) | divide ( #3 , n4 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
a is twice as good a work man as b and together they finish a piece of work in n0 days . the number of days taken by a alone to finish the work is :	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
a box contains n1 red balls and n1 black balls . one by one , every ball is selected at random without replacement . what is the probability that the fourth ball selected is black ?	add ( n0 , n1 ) | divide ( #0 , n1 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 sq . cm , what is the width of the rectangle ?	divide ( n2 , const_10 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
if a man buys n0 liter of milk for n1 rs . and mixes it with n2 % water and sells it for n3 rs then what is the % age of gain . . .	divide ( n2 , const_100 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , n1 ) | multiply ( #4 , const_100 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
n2 women can complete a work in n1 days and n2 children take n3 days to complete the work . how many days will n4 women and n5 children together take to complete the work ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | divide ( n4 , #0 ) | divide ( n5 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average one number , namely n2 was wrongly read as n3 . the correct average is :	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
the ratio between x and y is n0 / n1 ; x is increased by n3 and y is multiplied by n3 , what is the ratio between the new values of x and y ?	multiply ( n0 , n1 ) | divide ( #0 , #0 )
some of n0 % - intensity red paint is replaced with n2 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
if the price of gasoline increases by n0 % and ron intends to spend only n1 % more on gasoline , by how much percent should he reduce the quantity of gasoline that he buys ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a cistern is normally filled in n0 hours but takes two hours longer to fill because of a leak in its bottom . if the cistern is full , the leak will empty it in ?	add ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers be selected from among n1 managers , if n2 managers will not attend the meeting together ?	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
andrew purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a can do a piece of work in n0 days and b can do a piece of work in n1 days how many days will the work be completed if both of them work together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
fog + fog + fog + fog = n0 . if f , o and g are digits in a n1 - digit number in the preceding equation the f + o + g = ?	multiply ( const_2 , const_3 ) | add ( n1 , #0 ) | add ( #1 , #0 )
a is thrice as good a work man as b and together they finish a piece of work in n0 days . the number of days taken by a alone to finish the work is :	add ( const_1 , const_3 ) | divide ( n0 , const_3 ) | multiply ( #0 , #1 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
ashley paid n0 dollars for n2 notebook and n2 pencil . if both prices were integers , how many pencils did ashley buy if she paid n3 dollars for the pencils and for n4 notebooks ?	add ( n0 , n4 ) | add ( #0 , const_1 )
the difference between c . i . and s . i . on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	sqrt ( n2 )
a monkey start climbing up a tree n0 ft tall . each hour it hops n1 ft and slips back n2 ft . how much time would it take the monkey to reach the top .	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the standard deviation of a normal distribution of data is n0 , and n1 standard deviations below the mean is greater than n2 . what is a possible value for the mean of the distribution ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( #1 , const_1 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a and b together have $ n0 . if n1 / n2 of a ' s amount is equal to n3 / n4 of b ' s amount , how much amount does b have ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
mary can do a piece of work in n0 days . rosy is n1 % more efficient than mary . the number of days taken by rosy to do the same piece of work is ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses the slower train in n2 seconds . find the length of the faster train in meters .	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
n ^ ( n / n3 ) = n3 is true when n = n3 in the same way what is the value of n if n ^ ( n / n3 ) = n4 ?	power ( n4 , n0 ) | divide ( #0 , n4 )
a box contains n0 red balls and n1 black balls . one by one , every ball is selected at random without replacement . what is the probability that the fourth ball selected is black ?	add ( n0 , n1 ) | divide ( #0 , const_4 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a person want to give his money of $ n0 to his n4 children a , b , c in the ratio n2 : n3 : n4 . what is the b + c share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
a can do a work in n0 days , b in n1 days . a alone start the work after n2 days he left work . in how many days b can finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n2 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the average runs scored by a batsman in n3 matches is n4 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a circular wire of radius n0 cm is cut and bent into the form of a rectangle whose sides are in the ratio of n1 : n2 . the smaller side of the rectangle is :	add ( n1 , n2 ) | circumface ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 )
two pipes a and b can fill a tank in n0 and n1 hours respectively . if they are turned up alternately for one hour each , the time taken to fill the tank is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , const_100 ) | add ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | multiply ( n0 , #5 ) | multiply ( #6 , const_60 ) | add ( #2 , #7 )
a monkey start climbing up a tree n0 ft tall . each hour it hops n1 ft and slips back n2 ft . how much time would it take the monkey to reach the top .	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
a boy multiplied n0 by a certain number and obtained n1 as his answer . if in the answer both n2 are wrong and other digits are correct , then the correct answer would be :	divide ( n1 , n0 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_0_33 ) | multiply ( n0 , #2 )
running at the same constant rate , n0 identical machines can produce a total of n1 shirt per minute . at this rate , how many shirt could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
tom purchased n0 kg of apples at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a cistern is normally filled in n0 hrs , but takes n1 hrs longer to fill because of a leak on its bottom , if cistern is full , how much time citern would empty ?	add ( n0 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a rectangular plot measuring n0 metres by n1 metres is to be enclosed by wire fencing . if the poles of the fence are kept n2 metres apart , how many poles will be needed ?	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , n2 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
approximately what percentage of the world no_ascii_32 s forested area is represented by finland given that finland has n0 million hectares of forested land of the world no_ascii_32 s n1 billion hectares of forested land .	divide ( n0 , const_3 ) | subtract ( const_10 , const_1 ) | divide ( #0 , const_3 ) | divide ( #2 , #1 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
a fold density is n0 times greater than the water and for copper it is n1 times . at what ratio you can mix gold and copper to get n2 times denser than water . ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
in a group of n0 readers who read science fiction or literacy works or both , n1 read science fiction and n2 read literacy works . how many read both science fiction and literacy works ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
two motor bikes cover the same distance at the speed of n0 and n1 kmps respectively . find the distance traveled by them if the slower bike takes n2 hour more than the faster bike ?	subtract ( n1 , n0 ) | divide ( n0 , #0 ) | add ( n2 , #1 ) | multiply ( n0 , #2 )
if the range w of the n0 numbers n1 , n2 , n3 and x is n4 , what is the difference between the greatest possible value of x and least possible value of x ?	add ( n4 , const_3 ) | add ( n1 , const_10 ) | subtract ( #1 , n4 ) | subtract ( #0 , #2 )
one ton has n0 pounds , and one pound has n2 ounces . how many packets containing wheat weighing n2 pounds and n3 ounces each would totally fill a gunny bag of capacity n4 tons ?	multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | add ( n3 , #1 ) | multiply ( n1 , #0 ) | divide ( #3 , #2 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers be selected from among n1 managers , if n2 managers will not attend the meeting together ?	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
sakshi can do a piece of work in n0 days . tanya is n1 % more efficient than sakshi . the number of days taken by tanya to do the same piece of work is :	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
there are n1 red books and n1 blue books on a shelf . if n2 books are selected at random from the shelf , what is the probability that both books selected are red books ?	add ( n0 , n0 ) | subtract ( n0 , const_1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #3 ) | multiply ( #2 , #4 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
tom purchased n0 kg of apples at the rate of n3 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
there are n2 different travelers who each have a choice of vacationing at one of n1 different destinations . what is the probability that all n2 travelers will end up vacationing at the same destination ?	permutation ( n1 , n0 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
ramesh , xyz and rajeev put a partnership . profit is n0 , if ramesh and xyz ratio is n1 : n2 and xyz and rajeev n3 : n4 . find rajeev ' s share .	multiply ( n1 , n3 ) | divide ( #0 , n2 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( n4 , #3 ) | multiply ( n0 , #4 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a monkey start climbing up a tree n0 ft tall . each hour it hops n1 ft and slips back n2 ft . how much time would it take the monkey to reach the top .	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
in a stream running at n0 kmph , a motor boat goes n1 km upstream and back again to the starting point in n2 minutes . find the speed of motor boat in still water ?	add ( n1 , n1 ) | divide ( n2 , const_60 ) | divide ( #0 , #1 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
if each digit in the set a = { n0 , n1 , n2 , n3 , n4 , n5 } is used exactly once , in how many ways can the digits be arranged ?	factorial ( n5 )
a train travelling n0 kmph to pass through a tunnel of n1 km at n4 : n3 am . the train leaves the tunnel at n4 : n5 am . find the length of train ?	divide ( n1 , const_10 ) | subtract ( n5 , n3 ) | divide ( #1 , const_60 ) | multiply ( n0 , #2 ) | subtract ( #3 , #0 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
when magnified n0 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n1 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , n0 )
andrew purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 . his capital is	divide ( const_4 , n3 ) | divide ( n4 , #0 )
a monkey start climbing up a tree n0 ft tall . each hour it hops n1 ft and slips back n2 ft . how much time would it take the monkey to reach the top .	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
what is the sum of all possible n0 - digit numbers that can be constructed using the digits n1 , n2 , and n3 if each digit can be used only once in each number ?	add ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #1 , const_10 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | multiply ( #5 , const_2 )
running at the same constant rate , n0 identical machines can produce a total of n1 bags per minute . at this rate , how many bags could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a man two flats for $ n0 each . on one he gains n2 % while on the other he loses n2 % . how much does he gain or lose in the whole transaction ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( const_100 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #7 ) | multiply ( #9 , const_100 )
if a monkey can climb n0 meter & slip down n1 meter in alternate minutes , than how much time can be taken by the monkey to climb up to a height of n2 meter .	divide ( n1 , const_2 ) | subtract ( n2 , n0 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
a can do a piece of work in n0 days . he worked for n1 days and then b completed the remaining work in n2 days . both of them together will finish it in .	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
in a stream running at n0 kmph , a motor boat goes n1 km upstream and back again to the starting point in n2 minutes . find the speed of motor boat in still water ?	add ( n1 , n1 ) | divide ( n2 , const_60 ) | divide ( #0 , #1 )
the standard deviation of a normal distribution of data is n0 , and n1 standard deviations below the mean is greater than n2 . what is a possible value for the mean of the distribution ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( #1 , const_1 )
two trains of length n0 meter and n1 meter crosses a stationary man in n2 and n3 seconds respectively . in what time they will cross each other when they are moving in same direction .	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n1 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
an amount of rs . n0 was divided among a , b and c , in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of c ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and there by decreases his average by n3 . the number of wickets taken by him before his last match is ?	floor ( n0 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #3 , #2 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
a box contains n1 red balls and n1 black balls . one by one , every ball is selected at random without replacement . what is the probability that the fourth ball selected is black ?	add ( n0 , n1 ) | divide ( #0 , n1 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
a making a cube with dimension n2 * n2 * n2 using n5 * n5 * n5 cubes . what is the number of cubes needed to make hollow cube looking of the same shape .	multiply ( n0 , n0 ) | subtract ( n0 , const_2 ) | multiply ( n0 , #0 ) | multiply ( #1 , #1 ) | multiply ( #3 , const_3 ) | subtract ( #2 , #4 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n3 , the remainder is n3 . how many values less than n4 can n take ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
what is the sum of all possible n2 - digit numbers that can be constructed using the digits n1 , n2 , and n3 if each digit can be used only once in each number ?	add ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #1 , const_10 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | multiply ( #5 , const_2 )
n ^ ( n / n3 ) = n2 is true when n = n2 in the same way what is the value of n if n ^ ( n / n3 ) = n4 ?	power ( n4 , n0 ) | divide ( #0 , n4 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . meter .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
of the four - digit positive integers that have no digits equal to zero , how many have two digits that are equal to each other and the remaining digit different from the other two ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
n ^ ( n / n3 ) = n2 is true when n = n2 in the same way what is the value of n if n ^ ( n / n3 ) = n4 ?	power ( n4 , n0 ) | divide ( #0 , n4 )
a soft drink company had n0 small and n1 big bottles in storage . if n2 % of small n3 % of big bottles have been sold , then the total bottles remaining in storage is	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 )
a rectangular field has a length n0 meters more than it is width . if the area of the field is n1 , what is the length ( in meters ) of the rectangular field ?	divide ( n1 , n0 ) | divide ( #0 , const_2 ) | add ( #1 , const_0_33 ) | add ( #2 , const_0_25 ) | add ( n0 , #3 )
tom purchased n0 kg of apples at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the salary of a typist was at first raised by n0 % and then the same was reduced by n1 % . if he presently draws rs . n2 . what was his original salary ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
one ton has n0 pounds , and one pound has n2 ounces . how many packets containing wheat weighing n2 pounds and n3 ounces each would totally fill a gunny bag of capacity n4 tons ?	multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | add ( n3 , #1 ) | multiply ( n1 , #0 ) | divide ( #3 , #2 )
if x is a positive integer , then the least value of x for which x ! is divisible by n0 , n1 is ? can someone please explain intuitively what the question is asking ?	divide ( const_10 , const_2 ) | multiply ( #0 , const_4 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
a family travelled for n0 hours . they covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by the family ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #1 , const_1 ) | multiply ( #0 , const_1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
the difference between c . i . and s . i . on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	sqrt ( n2 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
nancy obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in american literature , history , home economics , physical education and art . calculate her average marks ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
a monkey start climbing up a tree n0 ft tall . each hour it hops n1 ft and slips back n2 ft . how much time would it take the monkey to reach the top .	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
certain stocks in january were n0 % less than they were in february and n1 % greater than they were in march . what was the percentage decrease in the stocks from february to march ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | divide ( const_100 , #2 ) | divide ( const_100 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
a soft drink company had n0 small and n1 big bottles in storage . if n2 % of small n3 % of big bottles have been sold , then the total bottles remaining in storage is	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
in a family n0 people eat only vegetarian , n1 people eat only non veg . , n2 people eat both veg and non veg . . how many people eat veg in the family ?	add ( n0 , n2 )
if a ( k ) = ( n0 k + n1 ) ^ k , and k = n2 , what is the value of a ( a ( a ( k ) ) ) ?	multiply ( n0 , n2 ) | add ( n1 , #0 ) | power ( #1 , n2 ) | multiply ( n0 , #2 ) | add ( n1 , #3 ) | power ( #4 , n1 ) | multiply ( n0 , #5 ) | add ( n1 , #6 ) | power ( #7 , #5 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
in a n0 m race , the ratio of the speeds of two contestants a and b is n1 : n2 . a has a start of n3 m . then , a wins by :	subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | subtract ( n0 , #2 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to the average marks for the class got increased by half . the number of pupils in the class is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is :	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
in a group of n0 readers who read science fiction or literacy works or both , n1 read science fiction and n2 read literacy works . how many read both science fiction and literacy works ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
if john covers a certain distance in n0 hr . n1 min . by covering two third of the distance at n2 kmph and the rest at n3 kmph , then find the total distance .	divide ( n1 , const_60 ) | divide ( const_2 , const_3 ) | add ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #2 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
tom purchased n0 kg of apples at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a meal cost $ n0 adn there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
the area of a square garden is a square feet and the perimeter is p feet . if a = n0 p + n1 , what is the perimeter of the garden , in feet ?	multiply ( n0 , n1 ) | add ( #0 , const_10 ) | subtract ( #1 , const_0_25 ) | subtract ( #2 , const_0_25 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 . his capital is	divide ( const_4 , n3 ) | divide ( n4 , #0 )
calculate the speed of a boat in still water ( in km / hr ) if in one hour , the boat goes at n0 km / hr downstream and n1 km / hr upstream .	add ( n0 , n1 ) | divide ( #0 , const_2 )
the sum of n3 numbers is n1 . if the ratio between first and second be n2 : n3 and that between second and third be n4 : n5 , then the second number is ?	divide ( n2 , n0 ) | divide ( n5 , n4 ) | add ( #0 , const_1 ) | add ( #2 , #1 ) | divide ( n1 , #3 )
the perimeter of one square is n0 m & that of another is n1 m . perimeter of a square whose area is equal to the sum of the areas of the n2 squares will be	divide ( n0 , const_4 ) | divide ( n1 , const_4 ) | square_area ( #0 ) | square_area ( #1 ) | add ( #2 , #3 ) | sqrt ( #4 ) | multiply ( #5 , const_4 )
a cistern is normally filled in n1 hrs , but takes n1 hrs longer to fill because of a leak on its bottom , if cistern is full , how much time citern would empty ?	add ( n0 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
in the rectangular coordinate system , points ( n2 , n3 ) and ( no_ascii_77 n2 , n3 ) both lie on circle c . what is the maximum possible value of the radius of c	power ( n0 , const_2 ) | sqrt ( #0 )
find the numbers which are in the ratio n0 : n1 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( n2 , n0 ) | divide ( #0 , n0 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
scott ' s average ( arithmetic mean ) golf score on his first n0 rounds was n1 . what score does he need on his fifth round to drop his average score by n2 points ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
the difference between compound and simple interest on a particular sum of money for n3 years at n1 and n2 / n3 % p . a is rs . n4 . what is the sum ?	multiply ( n0 , n4 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , n2 ) | subtract ( #4 , const_1000 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
running at the same constant rate , n0 identical machines can produce a total of n1 pens per minute . at this rate , how many pens could n3 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
how much time will a train of length n0 m moving at a speed of n1 kmph take to cross another train of length n2 m , moving at n3 kmph in the same direction ?	add ( n0 , n2 ) | subtract ( n1 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
n4 men work n1 hours per day to complete the work in n3 days . to complete the same work in n3 days , working n4 hours a day , the number of men required ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
in n0 , richard was n1 times as old as robert . in n2 , richard was n3 times as old as robert . in which year was richard n4 times as old as robert ?	add ( n3 , n1 ) | add ( n4 , #0 ) | add ( n0 , #1 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is :	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
the h . c . f of two numbers is n0 and the other two factors of their l . c . m are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
two sides of a triangle have lengths x and t and meet at a right angle . if the perimeter of the triangle is n0 x , what is the ratio of x to t ?	divide ( const_3 , n0 )
a student , after his teacher ' s question , chose a number , multiplied it by n0 , then subtracted n1 from the result and got n2 . what was the number he chose ?	add ( n1 , n2 ) | divide ( #0 , n0 )
in the list n0 , n1 , n2 , n3 , n7 , n7 , n7 , n7 , n8 , n9 , n10 , what fraction of the data is less than the mode ?	divide ( n3 , n9 )
a soft drink company had n0 small and n1 big bottles in storage . if n2 % of small n3 % of big bottles have been sold , then the total bottles remaining in storage is	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | subtract ( #0 , #5 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
all the faces of cubes are painted with red colour . it is then cut into n0 equal small cubes . find how many small cubes are there whose two adjacent faces are coloured red ?	divide ( n0 , const_4 ) | divide ( #0 , const_2 )
in a n0 m race , the ratio of the speeds of two contestants a and b is n1 : n2 . a has a start of n3 m . then , a wins by :	subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | subtract ( n0 , #2 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
a box contains n0 red balls and n1 black balls . one by one , every ball is selected at random without replacement . what is the probability that the fourth ball selected is black ?	add ( n0 , n1 ) | divide ( #0 , n1 )
if there are n0 laborers in a crew , and on a certain day , n1 were present . calculate the percentage that showed up for work ? ( round to the nearest tenth ) .	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
how many n2 - digit numbers can be formed from the digits n1 , n2 , n7 , n4 , n5 and n6 , which are divisible by n7 and if the repetition is allowed ?	multiply ( n3 , const_4 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
the ages of two persons differ by n0 years . n1 years ago , the elder one was n2 times as old as the younger one . what are their present ages of the elder person	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n0 , #3 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
a box contains n0 red balls and n1 black balls . one by one , every ball is selected at random without replacement . what is the probability that the fourth ball selected is black ?	add ( n0 , n1 ) | divide ( #0 , n1 )
the area of a square garden is a square feet and the perimeter is p feet . if a = n0 p + n1 , what is the perimeter of the garden , in feet ?	multiply ( n0 , n1 ) | add ( #0 , const_10 ) | subtract ( #1 , const_0_25 ) | subtract ( #2 , const_0_25 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half . the number of pupils in the class is	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
the speed of a boat in still water is n0 kmph . what is the speed of the stream if the boat can cover n1 km downstream or n2 km upstream in the same time ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
a man two flats for $ n0 each . on one he gains n2 % while on the other he loses n2 % . how much does he gain or lose in the whole transaction ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( const_100 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #7 ) | multiply ( #9 , const_100 )
a , b , c are positive numbers such that they are in increasing geometric progression then how many such numbers are there in ( loga + logb + logc ) / n1 = log n1	divide ( const_1 , const_2 ) | log ( n0 ) | add ( #1 , const_2 ) | subtract ( #2 , #0 )
of the five - digit positive integers that have no digits equal to zero , how many have two digits that are equal to each other and the remaining digit different from the other two ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a salesman sold twice as much pears in the afternoon than in the morning . if he sold $ n0 kilograms of pears that day , how many kilograms did he sell in the afternoon ?	divide ( n0 , const_3 ) | multiply ( #0 , const_2 )
if a mixture is n0 no_ascii_39 n3 alcohol by volume and n2 no_ascii_39 n3 water by volume , what is the ratio of the volume of alcohol to the volume of water in this mixture ?	divide ( const_2.0 , n1 ) | divide ( n2 , n1 ) | divide ( #0 , #1 )
the average age of one class strength n0 students is n1 yrs . if the staff ' s age is also included , the average increases by one year . find the age of the staff	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the base of a triangular field is three times its altitude . if the cost of cultivating the field at rs . n0 per hectare be rs . n1 , find its base and height .	divide ( n1 , n0 ) | divide ( const_3 , const_2 ) | multiply ( #0 , const_1000 ) | divide ( #2 , const_3 ) | divide ( #3 , const_10 ) | divide ( #4 , #1 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the height of the wall is n0 times its width and length of the wall is n1 times its height . if the volume of the wall be n2 cu . m . its width is	divide ( const_1 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | power ( #3 , #0 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , const_3 ) | multiply ( #0 , const_2 ) | add ( #2 , const_3 ) | add ( #3 , #1 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
a rectangular field has a length n0 meters more than it is width . if the area of the field is n1 , what is the length ( in meters ) of the rectangular field ?	divide ( n1 , n0 ) | divide ( #0 , const_2 ) | add ( #1 , const_0_33 ) | add ( #2 , const_0_25 ) | add ( n0 , #3 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
a girl was asked to multiply a certain number by n0 . she multiplied it by n1 and got his answer less than the correct one by n2 . find the number to be multiplied .	subtract ( n0 , n1 ) | divide ( n2 , #0 )
martins made a part payment of $ n0 toward buying a brand new washing machine , which represents n1 % of the total cost of the washing machine , how much remains to be paid ?	divide ( n1 , const_100 ) | divide ( n0 , #0 ) | subtract ( #1 , n0 )
n0 identical machines , working alone and at their constant rates , take n1 hours to complete a job lot . how long would it take for n2 such machines to perform the same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
in the list n1 , n1 , n3 , n3 , n7 , n7 , n7 , n7 , n8 , n9 , n10 , what fraction of the data is less than the mode ?	divide ( n2 , n9 )
the average runs scored by a batsman in n0 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and there by decreases his average by n3 . the number of wickets taken by him before his last match is ?	floor ( n0 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #3 , #2 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
a person want to give his money of $ n0 to his n3 children a , b , c in the ratio n2 : n3 : n4 . what is the b ' s share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
the standard deviation of a normal distribution of data is n0 , and n1 standard deviations below the mean is greater than n2 . what is a possible value for the mean of the distribution ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( #1 , const_1 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
in n0 , richard was n1 times as old as robert . in n2 , richard was n3 times as old as robert . in which year was richard n4 times as old as robert ?	add ( n3 , n1 ) | add ( n4 , #0 ) | add ( n0 , #1 )
a person want to give his money of $ n0 to his n1 children a , b , c in the ratio n2 : n3 : n4 . what is the a + c share ?	add ( n1 , const_2.0 ) | add ( const_4.0 , #0 ) | divide ( n3 , #1 ) | multiply ( n0 , #2 )
the probability of a student possessing a ball point pen in exam is n3 / n1 & possessing an ink pen is n2 / n3 . find his probability of possessing at least one of them	add ( const_1 , const_12 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
pencils , pens and exercise books in a shop are in the ratio of n0 : n1 : n2 . if there are n3 pencils , the number of exercise books in the shop is :	divide ( n3 , n0 ) | multiply ( n2 , #0 )
find the numbers which are in the ratio n0 : n1 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( n2 , const_3 ) | divide ( #0 , const_3 )
n0 men work n1 hours per day to complete the work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
a set consists of n0 numbers , all are even or multiple of n4 . if n2 numbers are even and n3 numbers are multiple of n4 , how many numbers is multiple of n5 ?	subtract ( n0 , n3 )
a cistern is normally filled in n0 hours but takes two hours longer to fill because of a leak in its bottom . if the cistern is full , the leak will empty it in ?	add ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
n0 identical machines , working alone and at their constant rates , take n1 hours to complete a job lot . how long would it take for n2 such machines to perform the same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if n0 / n1 of a pencil is green , n2 / n3 of the remaining is gold and the remaining n4 / n5 is white , what is the total length of the pencil ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 )
the height of the wall is n0 times its width and length of the wall is n1 times its height . if the volume of the wall be n2 cu . m . its width is	divide ( const_1 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | power ( #3 , #0 )
in n0 , richard was n1 times as old as robert . in n2 , richard was n3 times as old as robert . in which year was richard n4 times as old as robert ?	add ( n3 , n1 ) | add ( n4 , #0 ) | add ( n0 , #1 )
if the difference between compound interest ( interest compounded yearly ) and simple interest on a sum for n0 years at n1 % p . a . is rs . n2 , then the sum is	multiply ( n1 , n2 ) | multiply ( n1 , #0 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
n0 ants can move n1 sugar cubes of n2 grams each to their home in n4 hours . then how many sugar cubes of n4 grams each , will n5 ants move in n6 hours ?	multiply ( n1 , n2 ) | divide ( #0 , n3 ) | divide ( #1 , n0 ) | multiply ( n5 , #2 ) | multiply ( n6 , #3 ) | divide ( #4 , n3 )
a is thrice as good a work man as b and together they finish a piece of work in n0 days . the number of days taken by b alone to finish the work is :	add ( const_1 , const_3 ) | divide ( n0 , const_3 ) | multiply ( #0 , #1 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
danny can divide his herd into n0 equal parts and also to n1 equal parts , but not to n2 equal parts . what could be the number of cows danny has in his herd ?	multiply ( n0 , const_4 ) | add ( #0 , const_100 )
andrew purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find b ' s shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
a rectangular plot measuring n0 metres by n1 metres is to be enclosed by wire fencing . if the poles of the fence are kept n2 metres apart , how many poles will be needed ?	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , n2 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
two pipes a and b can fill a tank in n0 hour and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
n0 years ago amith was n1 times as old as his daughter and n2 years hence , he will be two times as old as his daughter . then amith no_ascii_32 s current age is ,	multiply ( n0 , n1 ) | add ( n0 , #0 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a and b together can do a piece of work in n0 days . if a alone can do the same work in n1 days , then b alone can do the same work in ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a girl was asked to multiply a certain number by n0 . she multiplied it by n1 and got his answer less than the correct one by n2 . find the number to be multiplied .	subtract ( n0 , n1 ) | divide ( n2 , #0 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
bruce purchased n2 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
into a bag there are n0 honey and n1 cherry candies . if a boy pick only two candies simultaneous and randomly , what is the probability that he picks one candy of each flavor ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , const_2 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
one ton has n0 pounds , and one pound has n2 ounces . how many packets containing wheat weighing n2 pounds and n3 ounces each would totally fill a gunny bag of capacity n4 tons ?	multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | add ( n3 , #1 ) | multiply ( n1 , #0 ) | divide ( #3 , #2 )
a cistern is normally filled in n0 hours but takes two hours longer to fill because of a leak in its bottom . if the cistern is full , the leak will empty it in ?	add ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a man two flats for $ n0 each . on one he gains n2 % while on the other he loses n2 % . how much does he gain or lose in the whole transaction ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( const_100 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #7 ) | multiply ( #9 , const_100 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
an amount of rs . n0 was divided among a , b and c , in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of c ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 )
average of n0 numbers comes out to be n1 . average of two of the numbers is n2 while the average of other two is n3 . determine the average of the two numbers left .	divide ( const_2 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 ) | subtract ( n1 , #3 ) | divide ( #4 , #0 )
if x + y = n2 x - n2 z , x - n2 y = n3 z and x + y + z = n4 , what is the value of y / z ?	multiply ( n0 , n4 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
a circular logo is enlarged to fit the lid of a jar . the new diameter is n0 per cent larger than the original . by what percentage has the area of the logo increased ?	multiply ( n0 , const_2 ) | divide ( #0 , const_1000 ) | add ( #1 , const_3 ) | power ( #2 , const_2 ) | subtract ( #3 , const_4 ) | divide ( #4 , const_4 ) | multiply ( #5 , const_100 )
if ' a ' and ' b ' are non - zero numbers such that their sum is n0 times the product , what is the value of n2 / a + n2 / b ?	divide ( n0 , n1 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
n ^ ( n / n3 ) = n2 is true when n = n2 in the same way what is the value of n if n ^ ( n / n3 ) = n4 ?	power ( n4 , n0 ) | divide ( #0 , n4 )
i walk a certain distance and ride back taking a total time of n0 minutes . i could walk both ways in n1 minutes . how long would it take me to ride both ways ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | subtract ( #2 , #1 )
in a stream running at n0 kmph , a motor boat goes n1 km upstream and back again to the starting point in n2 minutes . find the speed of the motorboat in still water .	add ( n1 , n1 ) | divide ( n2 , const_60 ) | divide ( #0 , #1 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
a cistern is normally filled in n0 hours but takes two hours longer to fill because of a leak in its bottom . if the cistern is full , the leak will empty it in ?	add ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a set consists of n0 numbers , all are even or multiple of n4 . if n2 numbers are even and n3 numbers are multiple of n4 , how many numbers is multiple of n5 ?	subtract ( n0 , n3 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
a man spends n2 % of his income on food , n1 % on children education and n2 % of the remaining on house rent . what percent of his income he is left with ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | subtract ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , const_100 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
find the numbers which are in the ratio n0 : n1 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( n2 , n0 ) | divide ( #0 , n0 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the number of positive integers valued pairs ( x , y ) satisfying n0 x - n1 y = n2 and x < = n4 ( x is less than or equal to n4 ) is	multiply ( n0 , n3 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 ) | floor ( #2 ) | add ( #3 , n2 ) | divide ( #4 , const_2 ) | divide ( #5 , const_2 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many values less than n4 can n take ?	reminder ( const_4.0 , n2 ) | subtract ( n4 , #0 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
a and b together can do a piece of work in n0 days . if a alone can do the same work in n1 days , then b alone can do the same work in ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a cistern is normally filled in n0 hrs , but takes n1 hrs longer to fill because of a leak on its bottom , if cistern is full , how much time citern would empty ?	add ( n0 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
the area of a square is added to one of its sides , and the perimeter is then subtracted from this total , the result is n0 . what is the length of one side ?	divide ( n0 , const_2 ) | power ( #0 , const_2 )
two trains are moving at n0 kmph and n1 kmph in opposite directions . their lengths are n2 m and n3 m respectively . the time they will take to pass each other completely is ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a man travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by the man ?	divide ( n0 , const_3 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | add ( #1 , #2 )
find the numbers which are in the ratio n2 : n1 : n2 such that the sum of the first and the second added to the difference of the third and the second is n3 ?	multiply ( n2 , n0 ) | divide ( #0 , n0 )
a library has an average of n0 visitors on sundays and n1 on other days . what is the average number of visitors per day in a month of n2 days beginning with a sunday ?	add ( const_3 , const_4 ) | divide ( n2 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #3 ) | multiply ( n1 , #5 ) | add ( #4 , #6 ) | divide ( #7 , n2 )
a rectangular plot measuring n0 metres by n1 metres is to be enclosed by wire fencing . if the poles of the fence are kept n2 metres apart , how many poles will be needed ?	rectangle_perimeter ( n0 , n1 ) | divide ( #0 , n2 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both pipe open together in tank , then how much time it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers be selected from among n1 managers , if n2 managers will not attend the meeting together ?	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
n0 pieces of wood have an average length of n1 cm and a median length of n2 cm . what is the maximum possible length , in cm , of the shortest piece of wood ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
the salary of a typist was at first raised by n0 % and then the same was reduced by n1 % . if he presently draws rs . n2 . what was his original salary ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
compound x contains elements a and b at an approximate ratio , by weight , of n0 : n1 . approximately how many grams of element b are there in n2 grams of compound x ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
what is the sum of all possible n2 - digit numbers that can be constructed using the digits n1 , n2 , and n3 if each digit can be used only once in each number ?	add ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #1 , const_10 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | multiply ( #5 , const_2 )
one ton has n0 pounds , and one pound has n2 ounces . how many packets containing wheat weighing n2 pounds and n3 ounces each would totally fill a gunny bag of capacity n4 tons ?	multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | add ( n3 , #1 ) | multiply ( n1 , #0 ) | divide ( #3 , #2 )
a cistern is normally filled in n0 hrs , but takes n1 hrs longer to fill because of a leak on its bottom , if cistern is full , how much time citern would empty ?	add ( n0 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a number x is multiplied with itself and then added to the product of n0 and x . if the result of these two operations is - n1 , what is the value of x ?	power ( n1 , const_2 ) | divide ( #0 , n0 )
find the compound interest accrued on an amount of rs . n0 , n1 at n2 % p . a at the end of two years . ( round off your answer to nearest integer ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #5 , const_100 ) | power ( #3 , const_2 ) | subtract ( #5 , const_2 ) | multiply ( #4 , #6 ) | multiply ( #8 , const_100 ) | subtract ( #7 , const_1 ) | add ( #9 , #10 ) | multiply ( #12 , #11 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and there by decreases his average by n3 . the number of wickets taken by him before his last match is ?	floor ( n0 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #3 , #2 )
consider a square of diagonal length d . let another square be formed with d as its side . find the ratio of the area of the bigger square to that of the smaller square .	add ( const_1 , const_1 ) | power ( const_1 , const_2 ) | divide ( const_1 , #0 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | divide ( #1 , #4 )
a trader sells n3 metres of cloth for rs . n1 at a profit of rs . n2 per metre of cloth . how much profit will the trder earn on n3 metres of cloth ?	multiply ( n0 , n2 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
bruce purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
if you keep rolling a pair of dice together till a sum of n2 or n3 is obtained , then what is the probability that a sum of n2 comes before a sum of n3 ?	add ( const_4 , const_6 ) | divide ( const_4 , #0 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to the average marks for the class got increased by half . the number of pupils in the class is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
a monkey ascends a greased pole n0 metres high . he ascends n1 metres in first minute and slips down n2 metre in the alternate minute . in which minute , he reaches the top ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
due to a reduction of n0 / n1 % in the price of sugar , a man is able to buy n2 kg more for rs . n3 . find the original rate of sugar .	divide ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_100 , #0 ) | divide ( #2 , const_100 ) | multiply ( n3 , #1 ) | divide ( #4 , #3 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
if there are n0 laborers in a crew , and on a certain day , n1 were present . calculate the percentage that showed up for work ? ( round to the nearest tenth ) .	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
in a n0 - sided polygon xqrstv no_ascii_33 x measures n1 no_ascii_75 less than the average ( arithmetic mean ) of the remaining n2 angles . what does no_ascii_33 x equal to , in degrees ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
the average ( arithmetic mean ) of the even integers from n0 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a trader sells n3 metres of cloth for rs . n1 at a profit of rs . n2 per metre of cloth . how much profit will the trder earn on n3 metres of cloth ?	multiply ( n0 , n2 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a meal cost $ n0 adn there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
how many differently shaped triangles exist in which no two sides are of the same length , each side is of integral unit length and the perimeter of the triangle is less than n0 units ?	power ( const_3 , const_2 ) | subtract ( n0 , #0 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 sq . cm , what is the length of the rectangle ?	divide ( n2 , const_10 )
a and b together can do a piece of work in n0 days . if a alone can do the same work in n1 days , then b alone can do the same work in ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
two sides of a triangle have lengths x and w and meet at a right angle . if the perimeter of the triangle is n0 x , what is the ratio of x to w ?	subtract ( n0 , const_1 ) | multiply ( #0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #3 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a person p takes n0 hrs time to complete a job and q takes n1 hrs to complete the same job if they work together how much time will they require to complete the job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a meal cost $ n0 adn there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
compound x contains elements a and b at an approximate ratio , by weight , of n0 : n1 . approximately how many grams of element b are there in n2 grams of compound x ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
a cistern is normally filled in n0 hours but takes two hours longer to fill because of a leak in its bottom . if the cistern is full , the leak will empty it in ?	add ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
n0 students represent x percent of the boys at jones elementary school . if the boys at jones elementary make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
a hollow iron pipe is n0 cm long and its external diameter is n1 cm . if the thickness of the pipe is n2 cm and iron weighs , then the weight of the pipe is	add ( n0 , const_1 ) | add ( const_3 , const_4 ) | power ( const_4 , const_2 ) | power ( const_3 , const_2 ) | divide ( #0 , #1 ) | subtract ( #2 , #3 ) | multiply ( #4 , #5 ) | multiply ( n0 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , const_1000 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
n0 x + y = n2 | y | < = n2 for how many ordered pairs ( x , y ) that are solutions of the system above are x and y both integers ?	add ( n1 , n1 ) | divide ( #0 , const_2 ) | add ( #1 , const_1 )
sam invested $ n0 @ n1 % per annum for one year . if the interest is compounded half yearly , then the amount received by sam at the end of the year will be ?	add ( const_1 , const_4 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | multiply ( #2 , #3 )
a is twice as good a work man as b and together they finish a piece of work in n0 days . the number of days taken by a alone to finish the work is :	add ( const_1 , const_2 ) | inverse ( n0 ) | divide ( #1 , #0 ) | inverse ( #2 )
the salary of a typist was at first raised by n0 % and then the same was reduced by n1 % . if he presently draws rs . n2 . what was his original salary ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
andrew purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the speed of a boat in still water is n0 kmph . what is the speed of the stream if the boat can cover n1 km downstream or n2 km upstream in the same time ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a vantakes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
what is the area of the square with the following coordinates : ( x , y ) , ( n2 , n2 ) , ( n2 , n4 ) , ( x , n4 ) ?	subtract ( n0 , n3 ) | square_area ( #0 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
an amount of rs . n0 was divided among a , b and c , in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of a ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
the sum of n0 th and n1 th term of a . p . is equal to the sum of n2 th , n3 th and n4 th term . find the term which is n5	add ( n2 , n3 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | subtract ( #2 , #1 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
at present the ratio between the ages of arun and deepak is n0 : n1 . after n2 years arun ' s age will be n3 years . what is the age of the deepak ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a certain rectangular window is ( n0 / n1 ) times as long as it is wide . if its perimeter is n2 feet , what are its dimensions in terms of length by width ?	add ( n0 , const_10 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and there by decreases his average by n3 . the number of wickets taken by him before his last match is ?	floor ( n0 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #3 , #2 )
the difference between c . i . and s . i . on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	sqrt ( n2 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
the speed of a boat in still water is n0 kmph . what is the speed of the stream if the boat can cover n1 km downstream or n2 km upstream in the same time ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do a job . how long should it take both a and b , working together to do same job	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a certain candy manufacturer reduced the weight of candy bar m by n0 percent buy left the price unchanged . what was the resulting percent increase in the price per ounce of candy bar m ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( const_1 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_100 )
a salesman sold twice as much pears in the afternoon than in the morning . if he sold $ n0 kilograms of pears that day , how many kilograms did he sell in the afternoon ?	divide ( n0 , const_3 ) | multiply ( #0 , const_2 )
two pipes a and b can fill a tank in n0 hour and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
n0 men and n1 women finish a job in n2 days , while n3 men and n4 women finish it in n6 days . in how many days will n6 women working together finish it ?	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , #2 ) | add ( #7 , #1 ) | divide ( #8 , n5 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
mary can do a piece of work in n0 days . rosy is n1 % more efficient than mary . the number of days taken by rosy to do the same piece of work is ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a cistern is normally filled in n0 hrs , but takes n1 hrs longer to fill because of a leak on its bottom , if cistern is full , how much time citern would empty ?	add ( n0 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
a constructor estimates that n3 people can repair mr rohan ' s house in n2 days . if he uses n2 people instead of n3 , how long will they take to complete the job ?	multiply ( n0 , n1 ) | divide ( #0 , n1 )
n0 liters of a n1 percent solution of alcohol in water are mixed with n2 liters of a n3 percent alcohol in water solution . what is the percentage of alcohol in the new solution ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #2 , #3 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is :	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
an amount of rs . n0 was divided among a , b and c , in the ratio n5 / n2 : n5 / n4 : n5 / n6 . find the share of b ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
a invested $ n0 in a business after n1 months b invested $ n2 in the business . end of the year if they got $ n3 as profit . find b ' s shares ?	divide ( n2 , const_2 ) | add ( n0 , #0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #3 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
n0 students represent x percent of the boys at jones elementary school . if the boys at jones elementary make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
the average runs scored by a batsman in n0 matches is n4 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
gold is n0 times as heavy as water and copper is n1 times heavy . in what ratio must these metals be mixed so that the mixture may be n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
in a family n0 people eat only vegetarian , n1 people eat only non veg . , n2 people eat both veg and non veg . . how many people eat veg in the family ?	add ( n0 , n2 )
of the six - digit positive integers that have no digits equal to zero , how many have two digits that are equal to each other and the remaining digit different from the other two ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1 )
a and b together can do a piece of work in n0 days . if a alone can do the same work in n1 days , then b alone can do the same work in ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a bell curve ( normal distribution ) has a mean of no_ascii_73 n1 and a standard deviation of n1 / n2 . how many integer values z are within n3 standard deviations of the mean ?	subtract ( n0 , n0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and the other n1 % in deficit . find the error per cent in area calculated from the measurement ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
if the price of gasoline increases by n0 % and ron intends to spend only n1 % more on gasoline , by how much % should he reduce the quantity of gasoline that he buys ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a cistern is fille in n0 hours and it takes n1 hours when there is a leak in its bottom . if the cistern is full , in what time shall the leak empty it ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if a mixture is n0 no_ascii_39 n3 alcohol by volume and n2 no_ascii_39 n3 water by volume , what is the ratio of the volume of alcohol to the volume of water in this mixture ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | divide ( #0 , #1 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a man two flats for $ n0 each . on one he gains n2 % while on the other he loses n2 % . how much does he gain or lose in the whole transaction ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( const_100 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #7 ) | multiply ( #9 , const_100 )
the average ( arithmetic mean ) of the even integers from n0 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
of the two - digit positive integers that have no digits equal to zero , how many have two digits that are equal to each other and the remaining digit different from the other two ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1 )
the length of a rectangular garden is n0 feet longer than n1 times its width . if the perimeter of the garden is n2 feet , find the width and the length of the garden .	multiply ( n0 , const_4 ) | subtract ( n2 , const_4 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | add ( n0 , #3 )
a rectangular plot measuring n0 meters by n1 meters is to be enclosed by wire fencing . if the poles of the fence are kept n2 meters apart . how many poles will be needed ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
harkamal purchased n2 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the difference between c . i . and s . i . on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	sqrt ( n2 )
the average runs scored by a batsman in n0 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
n0 students represent x percent of the boys at jones elementary school . if the boys at jones elementary make up n1 % of the total school population of x students , what is x ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | sqrt ( #2 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a rectangular field has a length n0 meters more than it is width . if the area of the field is n1 , what is the length ( in meters ) of the rectangular field ?	divide ( n1 , n0 ) | divide ( #0 , const_2 ) | add ( #1 , const_0_33 ) | add ( #2 , const_0_25 ) | add ( n0 , #3 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 sq . cm , what is the width of the rectangle ?	divide ( n2 , const_10 )
one cutting machine cuts n0 metal bars in n2 minutes . another machine does the same job in n2 seconds . what time will it take if both machines are put on the same work ?	divide ( const_1 , n1 ) | multiply ( n1 , const_60 ) | divide ( const_1 , #1 ) | add ( #2 , #0 ) | divide ( const_1 , #3 )
the sum of n0 th and n1 th term of a . p . is equal to the sum of n2 th , n3 th and n4 th term . find the term which is n5	add ( n2 , n3 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | subtract ( #2 , #1 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
if a randomly selected positive single digit multiple of n0 is multiplied by a randomly selected prime number less than n1 , what is the probability that this product will be a multiple of n2 ?	add ( n1 , const_4 ) | divide ( const_1 , #0 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , const_3 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a meal cost $ n0 adn there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n4 men work n3 hours per day to complete the work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required ?	multiply ( n0 , n2 ) | multiply ( n3 , n4 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
a girl was asked to multiply a certain number by n0 . she multiplied it by n1 and got his answer less than the correct one by n2 . find the number to be multiplied .	subtract ( n0 , n1 ) | divide ( n2 , #0 )
a car travels first n2 km at n1 km / hr and the next n2 km at n3 km / hr . what is the average speed for the first n4 km of the tour ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n4 , #3 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
n0 persons can complete the work in n1 days . after working for n2 days , n3 more persons added to complete the work fast . in how many days they will complete the work ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
one ton has n0 pounds , and one pound has n2 ounces . how many packets containing wheat weighing n2 pounds and n3 ounces each would totally fill a gunny bag of capacity n4 tons ?	multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | add ( n3 , #1 ) | multiply ( n1 , #0 ) | divide ( #3 , #2 )
if taxi fares were $ n0 for the first n4 / n5 mile and $ n3 for each n4 / n5 mile there after , then the taxi fare for a n6 - mile ride was	divide ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , const_1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
the average ( arithmetic mean ) of the even integers from n2 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
when positive integer n is divided by n1 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many values less than n4 can n take ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
a certain candy manufacturer reduced the weight of candy bar m by n0 percent buy left the price unchanged . what was the resulting percent increase in the price per ounce of candy bar m ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( const_1 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_100 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
the manufacturing cost of a shoe is rs . n0 and the transportation lost is rs . n1 for n2 shoes . what will be the selling price if it is sold at n3 % gains	divide ( n1 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | add ( #2 , #3 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , the how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the h . c . f of two numbers is n0 and the other two factors of their l . c . m are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
the height of the wall is n0 times its width and length of the wall is n1 times its height . if the volume of the wall be n2 cu . m . its width is	divide ( const_1 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | power ( #3 , #0 )
if a mixture is n0 no_ascii_39 n3 alcohol by volume and n2 no_ascii_39 n3 water by volume , what is the ratio of the volume of alcohol to the volume of water in this mixture ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | divide ( #0 , #1 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a and b together have $ n0 . if n1 / n2 of a ' s amount is equal to n3 / n4 of b ' s amount , how much amount does b have ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
tom purchased n0 kg of apples at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
of the three - digit positive integers that have no digits equal to zero , how many have two digits that are equal to each other and the remaining digit different from the other two ?	subtract ( const_10 , const_1 ) | subtract ( const_10 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1 )
in a group of n0 readers who read science fiction or literacy works or both , n1 read science fiction and n2 read literacy works . how many read both science fiction and literacy works ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n2 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a monkey ascends a greased pole n0 metres high . he ascends n1 metres in first minute and slips down n2 metre in the alternate minute . in which minute , he reaches the top ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
when a natural number n is successively divided by n0 , n1 the remainders are n2 , n3 . what will be the sum of the remainders if the order of the division is reversed ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
n0 identical machines , working alone and at their constant rates , take n2 hours to complete a job lot . how long would it take for n2 such machines to perform the same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
a sum of money lent out at s . i . amounts to rs . n0 after n1 years and to rs . n2 after a further period of n3 years . the sum is ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
in a family n0 people eat only vegetarian , n1 people eat only non veg . , n2 people eat both veg and non veg . . how many people eat veg in the family ?	add ( n0 , n2 )
peter can cover a certain distance in n0 hr . n1 min . by covering two - third of the distance at n2 kmph and the rest at n3 kmph . find the total distance .	divide ( n0 , const_3 ) | divide ( const_2 , const_3 ) | multiply ( const_10 , const_4 ) | divide ( #0 , n3 ) | divide ( #1 , const_4 ) | subtract ( const_100 , #2 ) | add ( #3 , #4 ) | divide ( n1 , #5 ) | add ( n0 , #7 ) | divide ( #8 , #6 )
the average ( arithmetic mean ) of the even integers from n3 to n1 inclusive is how much greater than the average ( arithmetic mean ) of the even integers from n2 to n3 inclusive ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a retailer sold n4 houses at each $ n1 . on n2 st house he got n3 % profit and on n4 nd house he loss n5 % then find his net profit or loss ?	divide ( n5 , const_100 ) | subtract ( n2 , #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #0 ) | multiply ( n5 , #3 )
a meal cost $ n0 adn there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
a taxi company charges $ n0 for the first quarter of a mile and fifteen cents for each additional quarter of a mile . what is the maximum distance someone could travel with $ n1 ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_3 ) | divide ( #2 , const_4 )
a box contains n0 electric bulbs , out of which n1 are defective . two bulbs are chosen at random form this box . the probability that at least one of these is defective is :	choose ( n0 , const_2 ) | subtract ( n0 , n1 ) | choose ( #1 , const_2 ) | divide ( #2 , #0 ) | subtract ( const_1 , #3 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and there by decreases his average by n3 . the number of wickets taken by him before his last match is ?	floor ( n0 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #3 , #2 )
what is the greatest n9 - digit number when divided by n9 , n10 , n3 , n4 , and n5 leaves a remainder of n6 , n7 , n8 , n9 and n10 respectively ?	multiply ( const_1000 , const_1000 ) | divide ( #0 , n5 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
bruce purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
for a certain exam , a score of n0 was n1 standard deviations above mean and a score of n2 was n3 standard deviations above mean . what was the mean score for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( const_2.0 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers be selected from among n1 managers , if n2 managers will not attend the meeting together ?	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
a chemist mixes one liter of pure water with x liters of a n0 % salt solution , and the resulting mixture is a n1 % salt solution . what is the value of x ?	subtract ( n0 , n1 ) | divide ( n1 , #0 )
if n0 x ^ n1 + x - n2 = ( ax + b ) ( cx + d ) , then | a | + | b | + | c | + | d	add ( n1 , const_3 ) | add ( const_3 , const_4 ) | add ( #0 , #1 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
bruce purchased n2 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the h . c . f of two numbers is n0 and the other two factors of their l . c . m are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
bruce purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
sam invested $ n0 @ n1 % per annum for one year . if the interest is compounded half yearly , then the amount received by sam at the end of the year will be ?	add ( const_1 , const_4 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | multiply ( #2 , #3 )
a dog travelled for n0 hours . he covered the first half of the distance at n1 kmph and remaining half of the distance at n2 kmph . find the distance travelled by the dog ?	multiply ( n0 , n1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
perimeter of the back wheel = n0 feet , front wheel = n1 feet on a certain distance , the front wheel gets n2 revolutions more than the back wheel . what is the distance ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 sq . cm , what is the length of the rectangle ?	divide ( n2 , const_10 )
a and b together can do a piece of work in n0 days . if a alone can do the same work in n1 days , then b alone can do the same work in ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the difference between the ages of two persons is n0 years . ten years ago , the elder one was twice as old as the younger one . the present age of the elder person is	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
if ( a + b ) = n0 , ( b + c ) = n1 and ( c + d ) = n2 , what is the value of ( a + d ) ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 . his capital is	divide ( const_4 , n3 ) | divide ( n4 , #0 )
if n3 bulls can plough n1 identical fields in n2 days working n3 hours a day , then in how many days can n4 bulls plough n5 same identical fields working n6 hours a day ?	multiply ( n0 , n0 ) | multiply ( n4 , n6 ) | multiply ( n2 , #0 ) | multiply ( n1 , #1 ) | multiply ( n5 , #2 ) | divide ( #4 , #3 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a fort had provision of food for n0 men for n1 days . after n2 days , n3 men left the fort . find out the number of days for which the remaining food will last	add ( n2 , n3 ) | subtract ( n0 , n3 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a man two flats for $ n0 each . on one he gains n2 % while on the other he loses n2 % . how much does he gain or lose in the whole transaction ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #0 ) | divide ( const_100 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #7 ) | multiply ( #9 , const_100 )
a tank is n0 m long , n1 m wide and n2 m deep . what is the cost of plastering its walls and bottom at the rate of n3 paise per sq . m ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | multiply ( #5 , #1 )
n0 identical machines , working alone and at their constant rates , take n1 hours to complete a job lot . how long would it take for n2 such machines to perform the same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
how much time will a train of length n0 m moving at a speed of n1 kmph take to cross another train of length n2 m , moving at n3 kmph in the same direction ?	add ( n0 , n2 ) | subtract ( n1 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the sum of the present ages of two persons a and b is n0 . if the age of a is twice that of b , find the sum of their ages n1 years hence ?	divide ( n0 , n1 ) | add ( #0 , n1 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | add ( #3 , #1 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers be selected from among n1 managers , if n2 managers will not attend the meeting together ?	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 pumps , working n1 hours a day , can empty a tank in n2 days . how many hours a day should n3 pumps work in order to empty the tank in n4 day ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 )
n ^ ( n / n3 ) = n2 is true when n = n2 in the same way what is the value of n if n ^ ( n / n3 ) = n4 ?	power ( n4 , n0 ) | divide ( #0 , n4 )
n0 liters of a n1 percent solution of alcohol in water are mixed with n2 liters of an n3 percent alcohol in water solution . what is the percentage of alcohol in the new solution ?	add ( n0 , const_2.0 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #2 , #3 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
n0 liters of a n1 percent solution of alcohol in water are mixed with n2 liters of a n3 percent alcohol in water solution . what is the percentage of alcohol in the new solution ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #2 , #3 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if both the pipes are opened simultaneously , how much time will be taken to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a and b can do a piece of work in n0 days , b and c in n1 days , c and a in n2 days . how long will c take to do it ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , const_2 ) | subtract ( #6 , #1 ) | divide ( #0 , #7 )
in how many ways can n0 different rings be worn in n1 particular fingers ? ( some fingers may get more than one ring and some may get no rings . ) can somebody explain ?	add ( const_2 , const_4 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #5 )
running at the same constant rate , n0 identical machines can produce a total of n1 bottles per minute . at this rate , how many bottles could n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
in the first n2 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the salary of a typist was at first raised by n0 % and then the same was reduced by n1 % . if he presently draws rs . n2 . what was his original salary ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
jim is now twice as old as fred , who is n0 years older than sam . n1 years ago , jim was n2 times as old as sam . how old is jim now ?	multiply ( n0 , const_2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , n1 ) | add ( #0 , #3 ) | divide ( #4 , #2 ) | add ( n0 , #5 ) | multiply ( #6 , const_2 )
in a box , there are n0 orange , n1 black and n2 white balls . if one ball is picked up randomly . what is the probability that it is neither orange nor white ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 )
certain stocks in january were n0 % less than they were in february and n1 % greater than they were in march . what was the percentage decrease in the stocks from february to march ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | divide ( const_100 , #2 ) | divide ( const_100 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
two trains are moving at n0 kmph and n1 kmph in opposite directions . their lengths are n2 m and n3 m respectively . the time they will take to pass each other completely is ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
how much time will a train of length n0 m moving at a speed of n1 kmph take to cross another train of length n2 m , moving at n3 kmph in the same direction ?	add ( n0 , n2 ) | subtract ( n1 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
tom purchased n0 kg of apples at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
certain stocks in january were n0 % less than they were in february and n1 % greater than they were in march . what was the percentage decrease in the stocks from february to march ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | divide ( const_100 , #2 ) | divide ( const_100 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
the average runs scored by a batsman in n3 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
how much time will a train of length n0 m moving at a speed of n1 kmph take to cross another train of length n2 m , moving at n3 kmph in the same direction ?	add ( n0 , n2 ) | subtract ( n1 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
six bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 , n4 and n5 seconds respectively . in n6 minutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
a certain candy manufacturer reduced the weight of candy bar m by n0 percent buy left the price unchanged . what was the resulting percent increase in the price per ounce of candy bar m ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( const_1 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_100 )
the difference between the ages of two persons is n0 years . fifteen years ago , the elder one was twice as old as the younger one . the present age of the elder person is	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
the ratio between the perimeter and the breadth of a rectangle is n0 : n1 . if the area of the rectangle is n2 sq . cm , what is the length of the rectangle ?	divide ( const_3 , const_2 ) | multiply ( n2 , #0 ) | sqrt ( #1 )
the average weight of n0 sailors in a boat is increased by n1 kg if one of them weighing n2 kg is replaced by a new sailor . the weight of the new sailor is ?	add ( n0 , n2 )
gold is n0 times as heavy as water and copper is n1 times as heavy as water . in what ratio should these be mixed to get an alloy n2 times as heavy as water ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 identical machines , working alone and at their constant rates , take n1 hours to complete a job lot . how long would it take for n2 such machines to perform the same job ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is :	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
if there are n0 workers in a factory , and on a certain day , n1 were present . calculate the percentage that showed up for work ? ( round to the nearest tenth ) .	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
two trains are moving at n0 kmph and n1 kmph in opposite directions . their lengths are n2 m and n3 m respectively . the time they will take to pass each other completely is ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
if there are n0 laborers in a crew , and on a certain day , n1 were present . calculate the percentage that showed up for work ? ( round to the nearest tenth ) .	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
the average runs scored by a batsman in n0 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
steve traveled the first n0 hours of his journey at n1 mph and the last n2 hours of his journey at n3 mph . what is his average speed of travel for the entire journey ?	add ( n0 , n2 ) | divide ( const_100 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #2 , #3 ) | subtract ( #1 , const_0_33 ) | divide ( #4 , #0 ) | add ( #6 , #5 )
a monkey ascends a greased pole n0 metres high . he ascends n1 metres in first minute and slips down n2 metre in the alternate minute . in which minute , he reaches the top ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
compound x contains elements a and b at an approximate ratio , by weight , of n0 : n1 . approximately how many grams of element b are there in n2 grams of compound x ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
what is the sum of all possible n0 - digit numbers that can be constructed using the digits n1 , n2 , and n3 if each digit can be used only once in each number ?	add ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #1 , const_10 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | multiply ( #5 , const_2 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a taxi company charges $ n0 for the first quarter of a mile and fifteen cents for each additional quarter of a mile . what is the maximum distance someone could travel with $ n1 ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_3 ) | divide ( #2 , const_4 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n2 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
if a man walks to his office at no_ascii_14 of his usual rate , he reaches office n0 / n1 of an hour late than usual . what is his usual time to reach office ?	divide ( n1 , const_4 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | divide ( #2 , #3 )
the average runs scored by a batsman in n4 matches is n1 . in the next n2 matches the batsman scored an average of n3 runs . find his average in all the n4 matches ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the speed of a boat in still water is n0 kmph . what is the speed of the stream if the boat can cover n1 km downstream or n2 km upstream in the same time ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . how many values less than n4 can n take ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
in a n0 m race , the ratio of the speeds of two contestants a and b is n1 : n2 . a has a start of n3 m . then , a wins by :	subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | subtract ( n0 , #2 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
a number x is multiplied with itself and then added to the product of n0 and x . if the result of these two operations is - n1 , what is the value of x ?	power ( const_3 , const_2 ) | divide ( #0 , n0 )
the heights of a wall is n0 times its width and the length of the wall is n1 times its height . if volume of the wall be n2 cu . m , its width is	multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | sqrt ( #2 ) | divide ( #3 , const_2 )
doughnuts , cookies and muffins in a pastry shop are in the ratio of n0 : n1 : n2 . if there are n3 doughnuts , the number of muffins in the shop is : .	divide ( n3 , n0 )
some of n0 % - intensity red paint is replaced with n1 % solution of red paint such that the new paint intensity is n2 % . what fraction of the original paint was replaced ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a monkey ascends a greased pole n0 metres high . he ascends n1 metres in first minute and slips down n2 metre in the alternate minute . in which minute , he reaches the top ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
carrie likes to buy t - shirts at the local clothing store . they cost $ n0 each . one day , she bought n1 t - shirts . how much money did she spend ?	multiply ( n0 , n1 ) | floor ( #0 )
two trains n0 m and n1 m long run at the speed of n2 kmph and n3 kmph in opposite directions in parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
if a , b and c together can finish a piece of work in n0 days . a alone in n1 days and b in n2 days , then c alone can do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( const_0_25 , #0 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
the salary of a typist was at first raised by n0 % and then the same was reduced by n1 % . if he presently draws rs . n2 . what was his original salary ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
find the compound interest accrued on an amount of rs . n0 , n1 at n2 % p . a at the end of two years . ( round off your answer to nearest integer )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #5 , const_100 ) | power ( #3 , const_2 ) | subtract ( #5 , const_2 ) | multiply ( #4 , #6 ) | multiply ( #8 , const_100 ) | subtract ( #7 , const_1 ) | add ( #9 , #10 ) | multiply ( #12 , #11 )
the speed of a boat in still water is n0 kmph . what is the speed of the stream if the boat can cover n1 km downstream or n2 km upstream in the same time ?	add ( const_1 , const_2 ) | divide ( n0 , #0 )
a is two years older than b who is twice as old as c . if the total of the ages of a , b and c be n0 , then how old is b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a girl was asked to multiply a certain number by n0 . she multiplied it by n1 and got his answer less than the correct one by n2 . find the number to be multiplied .	subtract ( n0 , n1 ) | divide ( n2 , #0 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
a and b can do a piece of work in n0 days . with the help of c they finish the work in n1 days . c alone can do that piece of work in ?	divide ( n1 , n0 ) | subtract ( n1 , #0 ) | inverse ( #1 )
a set consists of n0 numbers , all are even or multiple of n4 . if n2 numbers are even and n3 numbers are multiple of n4 , how many numbers is multiple of n5 ?	subtract ( n0 , n3 )
at present the ratio between the ages of arun and deepak is n0 : n1 . after n2 years arun ' s age will be n3 years . what is the age of the deepak ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
the h . c . f . of two numbers is n0 and their l . c . m . is n1 . if one of the numbers is n2 , then the other is :	multiply ( n0 , n2 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively and they cross each other in n2 seconds . the ratio of their speeds is :	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
a circular plate with a diameter of n0 inches is kept on another plate of n1 inches diameter . what fraction of the big plate ' s surface is not covered by the small plate ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what is the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
two persons a and b can complete a piece of work in n0 days and n1 days respectively . if they work together , what part of the work will be completed in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 )
harkamal purchased n0 kg of grapes at the rate of n1 per kg and n2 kg of mangoes at the rate of n3 per kg . how much amount did he pay to the shopkeeper ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
a man spends n0 % of his income on food , n1 % on children education and n2 % of the remaining on house rent . what percent of his income he is left with ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | subtract ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , const_100 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the difference between c . i . and s . i . on an amount of $ n0 , n1 for n2 years is $ n3 . what is the rate of interest per annum ?	sqrt ( n2 )
ashley and betty start a business with $ n0 each , and after n1 months , betty adds another $ n2 . how should they share the profits at the end of the n3 months ?	add ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( #0 , #3 ) | add ( #2 , #4 ) | divide ( #1 , #5 )
in an examination , n2 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
an aeroplane covers a certain distance at a speed of n0 kmph in n3 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
the length of a room is n0 m and width is n1 m . what is the cost of paying the floor by slabs at the rate of rs . n2 per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
a person want to give his money of $ n0 to his n3 children a , b , c in the ratio n2 : n3 : n4 . what is the b ' s share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n1 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
in the first n2 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
in a mixture n0 litres , the ratio of milk and water n4 : n3 . if this ratio is to be n3 : n4 , then the quanity of water to be further added is	add ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( n1 , #2 ) | subtract ( #3 , #1 )
a meal cost $ n0 and there was no tax . if the tip was more than n1 pc but less than n2 pc of the price , then the total amount paid should be :	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to the average marks for the class got increased by half . the number of pupils in the class is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
in an examination , n0 % of total students failed in hindi , n1 % failed in english and n2 % in both . the percentage of these who passed in both the subjects is :	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( const_100 , #1 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
two numbers are such that the square of one is n0 less than n1 times the square of the other . if the numbers be in the ratio of n2 : n3 , the numbers are	power ( n2 , const_2 ) | power ( n3 , const_2 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #3 , #1 ) | gcd ( #2 , #4 ) | divide ( #2 , #5 ) | sqrt ( #6 )
the ratio of expenditure and savings is n0 : n1 . if the income increases by n2 % and the savings increases by n3 % , then by how much percent should his expenditure increases ?	multiply ( n0 , n2 ) | subtract ( n2 , n3 ) | multiply ( n1 , #1 ) | add ( #2 , #0 ) | divide ( #3 , const_3 )
how much time will a train of length n0 m moving at a speed of n1 kmph take to cross another train of length n2 m , moving at n3 kmph in the same direction ?	add ( n0 , n2 ) | subtract ( n1 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , one number namely n2 was wrongly read as n3 . the correct average is ?	subtract ( n2 , n3 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a and b started a business investing rs . n0 , n3 and rs n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between a and b respectively ?	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
v is the volume of a cylinder ; the radius of the cylinder is n0 . the height of the cylinder is n1 % more than the radius . which of the following is true ?	divide ( n1 , const_100 ) | power ( n0 , const_2 ) | multiply ( #1 , const_pi ) | multiply ( n0 , #0 ) | multiply ( #2 , #3 )
a person want to give his money of $ n0 to his n3 children a , b , c in the ratio n2 : n3 : n4 . what is the b ' s share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
the number of positive integers valued pairs ( x , y ) ssatisfying n0 x - n1 y = n2 and x < = n4 ( x is less than or equal to n4 ) is	multiply ( n0 , n3 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 ) | floor ( #2 ) | add ( #3 , const_1 ) | divide ( #4 , const_2 ) | divide ( #5 , const_2 )
a taxi company charges $ n0 for the first quarter of a mile and fifteen cents for each additional quarter of a mile . what is the maximum distance someone could travel with $ n1 ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_3 ) | divide ( #2 , const_4 )
the value of a machine depreciates at the rate of n0 % every year . it was purchased n1 years ago . if its present value is rs . n2 , its purchase price was :	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance is ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a person want to give his money of $ n0 to his n3 children a , b , c in the ratio n2 : n3 : n4 . what is the b ' s share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
by selling an article at rs . n0 , a shopkeeper makes a profit of n2 % . at what price should he sell the article so as to make a loss of n2 % ?	add ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
an aeroplane covers a certain distance at a speed of n0 kmph in n1 hours . to cover the same distance in n2 n3 / n4 hours , it must travel at a speed of :	divide ( const_2 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
in the above number , a and b represent the tens and units digits , respectively . if the above number is divisible by n0 , what is the greatest possible value of b x a ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( #0 , #1 )
a fort had provision of food for n0 men for n1 days . after n2 days , n3 men left the fort . the number of days for which the remaining food will last , is :	add ( n2 , n3 ) | subtract ( n0 , n3 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a watch was sold at a loss of n2 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container in liters ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
of the n0 , n1 employees of the anvil factory , n2 / n3 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ?	divide ( n1 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #0 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | multiply ( #5 , const_3 )
if n is an integer , f ( n ) = f ( n - n0 ) - n and f ( n1 ) = n2 . what is the value of f ( n3 ) ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #1 , n3 )
a n0 gallon solution of salt and water is n1 % salt . how many gallons of water must be added to the solution in order to decrease the salt to n2 % of the volume ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a work can be finished in n0 days by ten women . the same work can be finished in fifteen days by ten men . the ratio between the capacity of a man and a woman is	add ( n0 , const_2 ) | multiply ( n0 , const_10 ) | divide ( const_1 , #1 ) | multiply ( #0 , const_10 ) | divide ( const_1 , #3 ) | divide ( #4 , #2 )
{ n6 , n1 , n2 , n3 , n4 } if we want to get the median value of the set to be n5 which value should be inserted in the set of n6 values ?	add ( n0 , n1 ) | subtract ( #0 , n5 ) | add ( #1 , const_1 ) | add ( #2 , #1 ) | add ( #3 , #1 ) | add ( #4 , #1 ) | add ( #5 , #1 ) | add ( #6 , #1 )
a train is moving at a speed of n0 km / hour . if the length of the train is n1 meters , how long will it take to cross a railway platform n2 meters long .	add ( n1 , n2 ) | multiply ( n0 , const_0_2778 ) | divide ( #0 , #1 )
shreehari has n0 pencils . there are n1 students are studying in his class . he would like to give each student the same amount of pencils , how much should he give to each student ?	divide ( n0 , n1 )
the price of a coat in a certain store is $ n0 . if the price of the coat is to be reduced by $ n1 , by what percent is the price to be reduced ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
if the personal income tax rate is lowered from n0 % to n1 % , what is the differential savings for a tax payer having an annual income before tax to the tune of $ n2 ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
in what ratio mental a at rs . n0 per kg be mixed with another metal at rs . n1 per kg so that cost of alloy ( mixture ) is rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the positive integers s and t leave remainders of n0 and n1 , respectively , when divided by n3 . s > t . what is the remainder when s no_ascii_77 t is divided by n3 ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a n0 gallon solution of salt and water is n1 % salt . how many gallons of water must be added to the solution in order to decrease the salt to n2 % of the volume ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
a group of n0 children and n2 adults are going to the zoo . child tickets cost $ n2 , and adult tickets cost $ n3 . how much will the zoo tickets cost in all ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( #0 , #1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
jeff has n0 ounces of peanut butter in n1 , n2 . and n3 ounce jars . he has an equal number of each sized jar . how many jars of peanut butter does jeff have ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
in the first n0 overs of a cricket game , the run rate was only n1 . what should be the run rate in the remaining n2 n3 vers to reach the target of n4 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
calculate how many seconds it eill take for n0 bells to toll together again , given that they begin to toll together respectively at the intervals of n1 , n2 , n3 and n4 seconds . ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_3 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of a + b ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
the difference between the ages of two persons is n0 years . fifteen years ago , the elder one was twice as old as the younger one . the present age of the younger person is ?	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_68 no_ascii_15 = n3 no_ascii_21 no_ascii_66 no_ascii_18 n4 )	divide ( n0 , n1 ) | divide ( n3 , n4 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a train covers a distance of n0 km in n1 hour . if its speed is decreased by n2 km / hr , the time taken by the car to cover the same distance will be ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
f ( n1 ) = n1 , where f ( x + y ) = f ( x ) + f ( y ) + n2 xy - n3 . then f ( n4 ) = ?	add ( n0 , n0 ) | add ( const_2 , const_3 ) | add ( const_3 , const_3 ) | multiply ( n2 , const_2 ) | multiply ( n2 , const_3 ) | multiply ( n2 , const_4 ) | add ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n2 , #2 ) | subtract ( #6 , n3 ) | add ( n0 , #9 ) | add ( #10 , #3 ) | subtract ( #11 , n3 ) | add ( n0 , #12 ) | add ( #13 , #4 ) | subtract ( #14 , n3 ) | add ( n0 , #15 ) | add ( #16 , #5 ) | subtract ( #17 , n3 ) | add ( n0 , #18 ) | add ( #19 , #7 ) | subtract ( #20 , n3 ) | add ( n0 , #21 ) | add ( #22 , #8 ) | subtract ( #23 , n3 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the overall ages of kumar , hathim and rahul is n0 years . n1 decade ago , the ratio of their ages was n2 : n3 : n4 . what is the current age of rahul ?	divide ( n0 , n3 ) | divide ( #0 , n2 ) | add ( #0 , #1 ) | subtract ( #2 , const_10 )
when x is even , [ x ] = x / n2 + n3 , when x is odd [ x ] = n2 x + n3 then [ n4 ] * [ n5 ] = ?	divide ( n4 , n0 ) | multiply ( n0 , n5 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #3 )
if a trader sold two cars each at rs . n0 and gains n2 % on the first and loses n2 % on the second , then his profit or loss percent on the whole is ?	multiply ( n1 , n1 ) | divide ( #0 , const_100 )
in the number n0 ab , a and b represent the tens and units digits , respectively . if n1 ab is divisible by n2 , what is the greatest possible value of b no_ascii_62 a ?	divide ( n1 , const_10 ) | divide ( n2 , #0 ) | subtract ( #1 , const_2 ) | multiply ( #1 , #2 )
the cost of a one - family home was $ n0 in n1 . in n2 , the price had increased to $ n3 . what was the percent increase in the cost of the home ?	divide ( n3 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
rs . n0 were divided among n1 person p , q , r so that p : q = n2 : n3 and q : r = n4 : n5 . then r gets the amount .	divide ( n2 , n3 ) | divide ( n5 , n4 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | multiply ( #4 , #1 )
if a randomly selected positive single digit multiple of n0 is multiplied by a randomly selected prime number less than n1 , what is the probability t that this product will be a multiple of n2 ?	add ( n1 , const_4 ) | divide ( const_1 , #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
the volume of a wall , n0 times as high as it is broad and n1 times as long as it is high , is n2 cu . meters . find the breadth of the wall .	divide ( const_4 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n0 , #1 ) | divide ( n2 , #2 ) | divide ( #3 , #0 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
a sum of money is sufficient to pay x ' s wages for n0 days and y ' s wages for n1 days . the same money is sufficient to pay the wages of both for ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a van takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
in a mixture n0 litres , the ratio of milk and water n4 : n3 . if this ratio is to be n3 : n4 , then the quanity of water to be further added is :	add ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( n1 , #2 ) | subtract ( #3 , #1 )
the area of the house of a hall is n0 m n5 that of a longer wall n2 m n5 and of the shorter wall n4 m n5 , find the edge of the new cube ?	multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the difference between simple and compound interests compounded annually on a certain sum of money for n0 years at n1 % per annum is re . n2 . the sum ( in rs . ) is ?	divide ( n1 , const_100 ) | power ( #0 , n0 ) | multiply ( n2 , #1 ) | inverse ( #2 )
if the personal income tax rate is lowered from n0 % to n1 % , what is the differential savings for a tax payer having an annual income before tax to the tune of $ n2 ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
the positive integers a and b leave remainders of n0 and n1 , respectively , when divided by n3 . a > b . what is the remainder when a no_ascii_77 b is divided by n3 ?	reminder ( n0 , n2 ) | reminder ( n1 , n2 ) | add ( #0 , #1 )
if a , b , c , d , e and f are integers and ( ab + cdef ) < n0 , then what is the maximum number w of integers that can be negative ?	divide ( const_10 , const_2 ) | add ( n0 , #0 )
a boat running downstream covers a distance of n0 km in n1 hours while for covering the same distance upstream , it takes n2 hours . what is the speed of the boat in still water ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
renu can do a piece of work in n0 days , but with the help of her friend suma , she can do it in n1 days . in what time suma can do it alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
x and y started a business by investing rs . n0 / - and rs . n1 / - respectively . find the x no_ascii_32 s share out of a total profit of rs . n2 :	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
two cylinders are of the same height . their radii are in the ratio n0 : n1 . if the volume of the first cylinder is n2 cc . find the volume of the second cylinder ?	multiply ( n1 , n1 ) | multiply ( n2 , #0 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
if n2 liters of chemical x are added to n3 liters of a mixture that is n2 % chemical x and n3 % chemical y , then what percentage of the resulting mixture is chemical x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | add ( n0 , #1 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , const_4 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how many days will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if a , b , c , d , e and f are integers and ( ab + cdef ) < n0 , then what is the maximum number e of integers that can be negative ?	divide ( const_10 , const_2 ) | add ( n0 , #0 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
zoey won the lottery and got $ n0 , n1 . she wants to split it among herself and n2 friends evenly . how much money must she add if she wants to split it evenly ?	add ( n2 , const_1 ) | multiply ( const_1000 , const_1000 ) | multiply ( n0 , #1 ) | add ( n1 , #2 ) | reminder ( #3 , #0 ) | subtract ( #4 , const_1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
renu can do a piece of work in n0 days , but with the help of her friend suma , she can do it in n1 days . in what time suma can do it alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
at a certain zoo , the ratio of sea lions to penguins is n0 to n1 . if there are n2 more penguins than sea lions at the zoo , how many sea lions are there ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | divide ( n2 , #1 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a train passes a man standing on a platform in n0 seconds and also crosses the platform which is n1 metres long in n2 seconds . the length of the train ( in metres ) is :	subtract ( n2 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
$ n0 , n1 is deposited in a savings account that pays n2 % annual interest compounded semiannually . to the nearest dollar , how much is in the account at the end of the year ?	multiply ( const_100 , const_100 )
a jeep takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
the ages of two person differ by n0 years . if n1 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n2 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n0 , #4 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
an amount at compound interest sums to rs . n0 / - in n1 years and to rs . n2 / - in n3 years at the same rate of interest . find the rate percentage ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the average weight of n0 men is increased by n1 no_ascii_49 kg when one of the men who weighs n2 kg is replaced by a new man . what is the weight of the new man ?	divide ( const_1 , const_2 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #2 )
if a trader sold two cars each at rs . n0 and gains n2 % on the first and loses n2 % on the second , then his profit or loss percent on the whole is ?	multiply ( n1 , n1 ) | divide ( #0 , const_100 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
what is the minimum percentage increase in the mean of set f { - n0 , - n1 , n2 , n3 , n4 } if its two smallest elements are replaced with two different primes ?	add ( const_2 , const_3 ) | add ( n0 , n1 ) | negate ( n0 ) | negate ( n1 ) | add ( n3 , #0 ) | add ( #2 , #3 ) | add ( n4 , #4 ) | add ( n3 , #5 ) | add ( n4 , #7 ) | divide ( #6 , #1 ) | divide ( #8 , #1 ) | subtract ( #9 , #10 ) | divide ( #11 , #10 ) | multiply ( #12 , const_100 )
an italian sausage is n1 inches long . how many pieces of sausage can be cut from the n1 - inch piece of sausage if each piece is to be n2 / n3 of an inch ?	divide ( n2 , n3 ) | divide ( n0 , #0 )
a man can do a piece of work in n0 days , but with the help of his son he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
in x game of billiards , x can give y n0 points in n3 and he can give z n2 points in n3 . how many points can y give z in x game of n4 ?	subtract ( n1 , n0 ) | subtract ( n1 , n2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | subtract ( #2 , #3 )
in a garden , n0 trees are planted at equal distances along a yard n1 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
mahesh can do a piece of work in n0 days . he works at it for n1 days and then rajesh finished it in n2 days . how long will y take to complete the work ?	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , n2 ) | divide ( const_1 , #3 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container in liters ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
if the product of the integers w , x , y and z is n0 , and if n1 < w < x < y < z , what is the value of w + z ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | subtract ( #5 , const_1 ) | subtract ( #6 , const_1 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_1 ) | subtract ( #9 , const_1 ) | subtract ( #10 , const_1 ) | subtract ( #11 , const_1 ) | subtract ( #12 , const_1 )
if x / n3 years ago roger was n1 years old and x / n3 years from now he will be n3 x years old , how old will he be n4 x years from now ?	multiply ( n0 , n4 ) | subtract ( n1 , const_1 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #3 , #2 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half . the number of pupils in the class is :	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
when x is even , [ x ] = x / n2 + n3 , when x is odd [ x ] = n2 x + n3 then [ n4 ] * [ n5 ] = ?	divide ( n4 , n0 ) | multiply ( n0 , n5 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #3 )
a farmer used n0 , n1 acres of land for beans , wheat , and corn in the ratio of n2 : n3 : n4 , respectively . how many r acres were used for corn ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( const_1 , const_1000 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( n3 , #6 )
a fort had provision of food for n0 men for n1 days . after n2 days , n3 men left the fort . the number of days for which the remaining food will last , is :	add ( n2 , n3 ) | subtract ( n0 , n3 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the length of a rectangular plot is thrice its width . if the area of the rectangular plot is n0 sq meters , then what is the width ( in meters ) of the rectangular plot ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
if the sum of two numbers is n0 and the l . c . m and sum of the reciprocal of the numbers are n3 and n2 / n3 then hcf of numbers is equal to :	divide ( n0 , n2 ) | floor ( #0 ) | add ( #1 , const_1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in a garden , n0 trees are planted at equal distances along a yard n1 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
a train covers a distance of n0 km in n1 hour . if its speed is decreased by n2 km / hr , the time taken by the car to cover the same distance will be ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
if a car had traveled n0 kmh faster than it actually did , the trip would have lasted n1 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a work can be finished in n2 days by n1 women . the same work can be finished in fifteen days by n2 men . the ratio between the capacity of a man and a woman is	add ( n0 , const_2 ) | multiply ( n0 , const_10 ) | divide ( const_1 , #1 ) | multiply ( #0 , const_10 ) | divide ( const_1 , #3 ) | divide ( #4 , #2 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how many days will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 last year . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
the area of a rectangular field is n0 m n4 . if the length had been n2 metres more , the area would have been n3 m n4 more . the original length of the field is	add ( n0 , n3 ) | multiply ( n0 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , #2 )
what is the greatest n7 - digit number when divided by n8 , n9 , n3 , n10 , and n5 leaves a remainder of n6 , n7 , n8 , n9 , and n10 respectively ?	multiply ( const_1000 , const_1000 ) | divide ( #0 , const_10 )
f ( x ) is a function such that f ( x ) + n0 f ( n1 - x ) = x for all real numbers x . find the value of f ( n2 )	multiply ( n0 , n0 ) | multiply ( #0 , n2 ) | subtract ( const_1 , #0 ) | subtract ( n2 , #1 ) | divide ( #3 , #2 )
the price ratio of oranges to lemons is n0 : n2 . the price ratio of grapefruits to lemons is n2 : n3 . what is the ratio , by price , of grapefruit to oranges ?	divide ( n1 , n3 ) | divide ( const_2 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_3 ) | divide ( #2 , #3 )
david has $ n0 at the beginning of his trip , after spending money , he still has exactly $ n1 less than he spent on the trip . how much money does john still have ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
ram sold two bicycles , each for rs . n0 . if he made n2 % profit on the first and n2 % loss on the second , what is the total cost of both bicycles ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
a and b can do a piece of work in n1 days and n1 days respectively . they work together for n2 days and b leaves . in how many days the whole work is completed ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , #0 )
the average age of a class of n0 students is n1 years . if the age of the teacher be included , then the average increases by n2 months . find the age of the teacher .	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half . the number of pupils in the class is :	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
a work can be finished in n1 days by n1 women . the same work can be finished in fifteen days by n2 men . the ratio between the capacity of a man and a woman is	add ( n0 , const_2 ) | multiply ( n0 , const_10 ) | divide ( const_1 , #1 ) | multiply ( #0 , const_10 ) | divide ( const_1 , #3 ) | divide ( #4 , #2 )
if n is an integer , f ( n ) = f ( n - n0 ) - n and f ( n1 ) = n2 . what is the value of f ( n3 ) ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #1 , n3 )
raja and ram can together complete a piece of work in n0 days . if raja alone can complete the same work in n1 days , in how many days can ram alone complete that work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
fresh grapes contain n0 % water by weight and raisins obtained by drying fresh grapes contain n1 % water by weight . how many kgs of fresh grapes are needed to get n2 kgs of raisins ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( n0 , #2 )
a and b together can complete a piece of work in n0 days . if a alone can complete the same work in n1 days , in how many days can b alone complete that work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , n0 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
the ratio of length to width of a rectangular showroom window is n0 to n1 . if the width of the window is n2 feet , what is the approximate length of the display in feet ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is	multiply ( n0 , n2 )
the average of n0 number is n1 . the average of two of them is n2 , while the average of the other two is n3 . what is the average of the remaining two number ?	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
roses can be purchased individually for $ n0 , one dozen for $ n1 , or two dozen for $ n2 . what is the greatest number of roses that can be purchased for $ n3 ?	divide ( n3 , n2 ) | multiply ( const_12 , const_2 ) | floor ( #0 ) | multiply ( n2 , #2 ) | multiply ( #2 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , n0 ) | floor ( #6 ) | add ( #7 , #4 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , n0 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
a boat running downstream covers a distance of n0 km in n1 hours while for covering the same distance upstream , it takes n2 hours . what is the speed of the boat in still water ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
two concentric circles form a ring . the inner and outer circumferences of ring are ( n0 / n3 ) m and ( n2 / n3 ) m respectively . find the width of the ring .	divide ( n2 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_pi ) | divide ( #3 , const_pi ) | subtract ( #4 , #5 )
mahesh can do a piece of work in n0 days . he works at it for n1 days and then rajesh finished it in n2 days . how long will y take to complete the work ?	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , n2 ) | divide ( const_1 , #3 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
tickets numbered n0 to n1 are mixed up and then a ticket is drawn at random . what is the probability that the ticket drawn has a number which is a multiple of n2 or n3 ?	divide ( n2 , const_10 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a searchlight on top of the watch - tower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( const_1 , const_60 ) | divide ( #0 , n0 ) | divide ( n1 , #1 ) | subtract ( const_1 , #2 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( const_2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a jeep takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
the difference between the ages of two persons is n0 years . fifteen years ago , the elder one was twice as old as the younger one . the present age of the younger person is ?	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score q for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
of the n0 , n1 employees of the anvil factory , n2 / n3 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ?	divide ( n1 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #0 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | multiply ( #5 , const_3 )
a car traveled from san diego to san francisco at an average speed of n0 miles per hour . if the journey back took twice as long , what was the average speed of the trip ?	inverse ( n0 ) | divide ( #0 , const_2 ) | add ( #1 , #0 ) | inverse ( #2 )
all the students of class are told to sit in circle shape . here the boy at the n0 th position is exactly opposite to n1 th boy . total number of boys in the class ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
a certain protective additive increases from n0 days to n1 days the time between required maintenance checks on an industrial vehicle . by what percent is the time between maintenance checks increased by using the additive ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
fresh grapes contain n0 % water by weight and raisins obtained by drying fresh grapes contain n1 % water by weight . how many kgs of fresh grapes are needed to get n2 kgs of raisins ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( n0 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a certain number of men can do a work in n0 days . if there were n2 men more it could be finished in n2 days less . how many men were there in the beginning ?	add ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
a can run n0 times as fast as b and gives b a start of n1 m . how long should the race course be so that a and b might reach in the same time ?	divide ( n1 , n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 )
the average of n0 numbers is n1 . if one of the numbers is multiplied by a factor of n4 , the average of the numbers increases to n3 . what number is multiplied by n4 ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
if a * b * c = ( no_ascii_67 ( a + n0 ) ( b + n1 ) ) / ( c + n2 ) , find the value of n3 * n4 * n5 .	add ( n0 , n3 ) | add ( n1 , n4 ) | add ( n2 , n5 ) | multiply ( #0 , #1 ) | sqrt ( #3 ) | divide ( #4 , #2 )
if n is an integer , f ( n ) = f ( n - n0 ) - n and f ( n1 ) = n2 . what is the value of f ( n3 ) ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #1 , n3 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets into it . the mass of the man is ?	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
if q = { n0 , n1 , n2 , n3 , n4 , n5 } , how much less is the mean of the numbers in q than the median of the numbers in q ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | add ( n2 , #1 ) | divide ( #0 , const_2 ) | add ( n3 , #3 ) | add ( n4 , #5 ) | add ( n5 , #6 ) | divide ( #7 , #2 ) | subtract ( #4 , #8 )
a sum of money is sufficient to pay p ' s wages for n0 days and q ' s wages for n1 days . the same money is sufficient to pay the wages of both for ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
in the rectangular coordinate system , points ( n2 , n3 ) and ( no_ascii_77 n2 , n3 ) both lie on circle c . what is the maximum possible value of the radius of c ?	power ( n0 , const_2 ) | sqrt ( #0 )
a tree is n0 m tall and casts an an n1 m long shadow . at the same time , a flag pole caste a n2 m long shadow . how long is the flag pole ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
if a ^ n5 + b ^ n5 = n2 and ab = n3 , what is the value of the expression ( a - b ) ^ n5 + ( a + b ) ^ n5	sqrt ( n2 ) | multiply ( #0 , const_10 ) | add ( #1 , const_3 )
a , b , c together can earn $ n0 per day . while a and c together earn $ n1 and b and c together can earn $ n2 . the daily earnings of c ?	subtract ( n0 , n1 ) | subtract ( n2 , #0 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
in a garden , n0 trees are planted at equal distances along a yard n1 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
at a certain zoo , the ratio of sea horse to penguins is n0 to n1 . if there are n2 more penguins than sea horses at the zoo , how many sea horses are there ?	add ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | floor ( #2 )
the ages of two persons differ by n0 years . n1 years ago , the elder one was n2 times as old as the younger one . what are their present ages of the elder person ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | add ( n0 , #3 )
if in one hour , a canoe rows at n0 km / hr downstream and n1 km / hr upstream , calculate the speed of a boat in still water ( in km / hr ) .	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n2 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a alone can complete a work in n0 days and b alone can do in n1 days . star no_ascii_72 ng with a , they work on alternate days . the total work will be completed in	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 )
a boat running downstream covers a distance of n0 km in n1 hours while for covering the same distance upstream , it takes n2 hours . what is the speed of the boat in still water ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
a certain protective additive increases from n0 days to n1 days the time between required maintenance checks on an industrial vehicle . by what percent is the time between maintenance checks increased by using the additive ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of a - b ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
a can do a work in n0 days . b can do the same work in n1 days . if both a & b are working together in how many days they will finish the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
$ n0 , n1 is deposited in a savings account that pays n2 % annual interest compounded semiannually . to the nearest dollar , how much is in the account at the end of the year ?	multiply ( const_100 , const_100 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the price of n0 chairs is equal to that of n1 tables . the price of n2 chairs and n3 tables together is rs . n4 . the total price of n5 chairs and n6 tables is	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n6 , #3 ) | multiply ( #0 , #3 ) | multiply ( n5 , #5 ) | add ( #4 , #6 )
jose completes a piece of work in n0 days , raju completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 )
n5 men and n1 boys finish a piece of work in n2 days , n3 men and n4 boys do it in n5 days . the ratio between the efficiencies of a man and boy is ?	multiply ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
a jeep takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
in x game of billiards , x can give y n0 points in n3 and he can give z n2 points in n3 . how many points can y give z in x game of n4 ?	subtract ( n1 , n0 ) | subtract ( n1 , n2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | subtract ( #2 , #3 )
neha ' s mother was n0 times her age n2 years ago . she will be twice as old as neha n2 years from now . what is the present age of neha ' s mother ?	add ( n1 , n1 ) | subtract ( n0 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 ) | add ( n1 , #5 )
a van takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n2 ) / n1 . what is the sum of all the integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a searchlight on top of the watch - tower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( const_1 , const_60 ) | divide ( #0 , n0 ) | divide ( n1 , #1 ) | subtract ( const_1 , #2 )
the average age of a group of n0 students is n1 years . if n2 more students join the group , the average age increases by n3 year . the average age of the new students is	add ( n1 , n3 ) | multiply ( n0 , n1 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
renu can do a piece of work in n0 days , but with the help of her friend suma , she can do it in n1 days . in what time suma can do it alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
when f is divided by n4 , the remainder is n1 . when y is divided by n4 , the remainder is n3 . what is the remainder when f + y is divided by n4 ?	add ( n1 , n3 ) | reminder ( #0 , n0 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
in the above number , a and b represent the tens and units digits , respectively . if the above number is divisible by n0 , what is the greatest possible value of b x a ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( #0 , #1 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
ratio between length and breath of a rectangle is n0 : n1 . the area of the rectangle is same with a square whose side is n2 . find the breadth and length of the rectangle ?	multiply ( n0 , n1 ) | square_area ( n2 ) | divide ( #1 , #0 ) | sqrt ( #2 ) | multiply ( n1 , #3 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_1000 ) | add ( #6 , #5 )
in a mixture n0 litres , the ratio of milk and water n4 : n3 . if the this ratio is to be n3 : n4 , then the quanity of water to be further added is	add ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( n1 , #2 ) | subtract ( #3 , #1 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
a man can do a piece of work in n0 days , but with the help of his son he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if h = { n0 , n1 , n2 , n3 , n4 , n5 } , how much less is the mean of the numbers in h than the median of the numbers in h ?	add ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n4 , #1 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 last year . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
two students appeared at an examination . one of them secured n0 marks more than the other and his marks was n1 % of the sum of their marks . the marks obtained by them are :	multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n1 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n0 , #5 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a ( n0 , w ^ n2 ) is the ( x , y ) coordinate of point located on the parabola y = x ^ n2 + n3 . what is the value of w ?	divide ( n3 , n0 ) | power ( n0 , n2 ) | subtract ( #1 , n3 ) | power ( #2 , #0 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
the ratio of the present age of two brothers is n3 : n1 and n5 years back , the ratio was n3 : n4 . what will be the ratio of their ages after n5 years ?	multiply ( n2 , n4 ) | subtract ( #0 , n2 ) | add ( n2 , #1 ) | multiply ( n1 , #1 ) | add ( n2 , #3 ) | divide ( #2 , #4 )
in a garden , n0 trees are planted at equal distances along a yard n1 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
a can do a work in n0 days . b can do the same work in n1 days . if both a & b are working together in how many days they will finish the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , n0 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
if the sample interest on a sum of money n0 % per annum for n1 years is $ n2 , find the compound interest on the same sum for the same period at the same rate ?	multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | multiply ( n0 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
how many n2 - digit numbers can be formed from the digits n1 , n2 , n7 , n4 , n5 and n6 , which are divisible by n7 and none of the digits is repeated ?	multiply ( n3 , const_4 )
a man invests some money partly in n0 % stock at n1 and partly in n2 % stock at n3 . to obtain equal dividends from both , he must invest the money in the ratio .	multiply ( n1 , const_2 ) | multiply ( n3 , const_3 ) | divide ( #0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
rs . n0 is divided so that n1 times the first share , twice the n2 nd share and twice the third share amount to the same . what is the value of the first share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
a can run n0 times as fast as b and gives b a start of n1 m . how long should the race course be so that a and b might reach in the same time ?	divide ( n1 , n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a n0 gallon solution of salt and water is n1 % salt . how many gallons of water must be added to the solution in order to decrease the salt to n2 % of the volume ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a person started from point a to point b and returned back to a with a speed of n0 kmh . if the distance between a and b is n1 km , calculate the time he travelled	multiply ( n1 , const_2 ) | divide ( #0 , n0 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_68 no_ascii_15 = n3 no_ascii_21 no_ascii_66 no_ascii_18 n4 )	divide ( n0 , n1 ) | divide ( n3 , n4 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the ages of two person differ by n0 years . if n1 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n2 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n0 , #4 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
a sum of money is sufficient to pay a ' s wages for n0 days and b ' s wages for n1 days . the same money is sufficient to pay the wages of both for ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a box contains n0 white , n3 red and n2 white marbles . n3 marbles are drawn from the box at random . what is the probability that both the marbles are of the same color ?	add ( n0 , n1 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( n2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | divide ( #2 , #2 ) | factorial ( #4 ) | add ( #6 , #7 ) | factorial ( #5 ) | multiply ( #8 , #2 ) | subtract ( #5 , n1 ) | divide ( #3 , #11 ) | factorial ( #12 ) | add ( #9 , #13 ) | multiply ( #2 , #14 ) | divide ( #10 , #16 ) | divide ( #15 , #17 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n2 ) | divide ( #3 , const_0_2778 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
girl and boy together can complete a piece of work in n0 days while girl alone can complete the same work in n1 days . boy alone will be able to complete the same working in :	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 ) | subtract ( #3 , const_10 )
a and b can do a piece of work in n1 days and n1 days respectively . they work together for n2 days and b leaves . in how many days the whole work is completed ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , #0 )
all the students of class are told to sit in circle shape . here the boy at the n0 th position is exactly opposite to n1 th boy . total number of boys in the class ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of a - b ?	add ( n2 , n3 ) | divide ( n1 , const_2 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , const_2 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
if a * b * c = ( no_ascii_67 ( a + n0 ) ( b + n5 ) ) / ( c + n2 ) , find the value of n3 * n4 * n5 .	add ( n0 , n3 ) | add ( n1 , n4 ) | add ( n2 , n5 ) | multiply ( #0 , #1 ) | sqrt ( #3 ) | divide ( #4 , #2 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of a - b ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how much time will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
all the students of class are told to sit in circle shape . here the boy at the n0 th position is exactly opposite to n1 th boy . total number of boys in the class ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers may be selected from among n1 managers , if n2 managers will not attend the meeting together .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
in a class of n0 students , n1 play hockey and n2 play basketball . if there are n3 students who play neither sport , determine the number of students who play both hockey and basketball ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
the speed of a car increases by n0 kms after every one hour . if the distance travelling in the first one hour was n1 kms . what was the total distance travelled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #1 , #3 ) | multiply ( #4 , #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a certain protective additive increases from n0 days to n1 days the time between required maintenance checks on an industrial vehicle . by what percent is the time between maintenance checks increased by using the additive ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
when x is even , [ x ] = x / n2 + n3 , when x is odd [ x ] = n2 x + n3 then [ n4 ] * [ n5 ] = ?	divide ( n4 , n0 ) | multiply ( n0 , n5 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #3 )
a man can do a piece of work in n0 days , but with the help of his son he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
renu can do a piece of work in n0 days , but with the help of her friend suma , she can do it in n1 days . in what time suma can do it alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a baseball card decreased in value n1 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
the annual birth and death rate in a country per n0 are n1 and n2 respectively . the number of years k in which the population would be doubled assuming there is no emigration or immigration is	multiply ( const_10 , const_3 ) | subtract ( n1 , n2 ) | divide ( #1 , n0 ) | subtract ( const_100 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #4 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a box contains n0 black , n1 red and n2 green marbles . n3 marbles are drawn from the box at random . what is the probability that both the marbles are of the same color ?	add ( n1 , n2 ) | add ( n1 , n3 ) | add ( const_10 , const_3 ) | add ( #1 , const_10 ) | multiply ( n2 , #2 ) | add ( #0 , #3 ) | divide ( #5 , #4 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
a ( n0 , w ^ n2 ) is the ( x , y ) coordinate of point located on the parabola y = x ^ n2 + n3 . what is the value of w ?	divide ( n3 , n0 ) | power ( n0 , n2 ) | subtract ( #1 , n3 ) | power ( #2 , #0 )
a cricketer whose bowling average is n0 runs per wicket takes n1 wickets for n2 runs and thereby decreases his average by n3 . the number of wickets taken by him till the last match was :	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
a number of n0 marbles is to be divided and contain with boxes . if each box is to contain n1 , n2 , or n3 marbles , what is the largest possible number of boxes ?	divide ( n0 , n1 )
n2 men and n1 boys finish a piece of work in n2 days , n3 men and n4 boys do it in n5 days . the ratio between the efficiencies of a man and boy is ?	multiply ( n1 , n2 ) | multiply ( n5 , n4 ) | multiply ( n5 , n3 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
a farmer used n0 , n1 acres of land for beans , wheat , and corn in the ratio of n2 : n3 : n4 , respectively . how many e acres were used for corn ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( const_1 , const_1000 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( n3 , #6 )
a baseball card decreased in value n0 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
of the n0 , n1 employees of the anvil factory , n2 / n3 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ?	divide ( n1 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #0 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | multiply ( #5 , const_3 )
a and b can do a piece of work in n0 days and n1 days respectively . they work together for n2 days and b leaves . in how many days the whole work is completed ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , #0 )
a van takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
an equilateral triangle and three squares are combined as shown above , forming a shape of area n0 + n1 no_ascii_67 n2 . what is the perimeter of the shape formed by the triangle and squares ?	power ( n2 , const_2 ) | multiply ( n1 , #0 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
if a trader sold two cars each at rs . n0 and gains n2 % on the first and loses n2 % on the second , then his profit or loss percent on the whole is ?	multiply ( n1 , n1 ) | divide ( #0 , const_100 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is	multiply ( n0 , n2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
plot abcd is as shown in figure , where af = n0 m , ce = n1 m , ed = n2 m , ae = n3 m . find the area of the plot abcd ?	subtract ( n3 , n0 ) | triangle_area ( n0 , n1 ) | triangle_area ( n2 , n3 ) | add ( #1 , #2 ) | multiply ( n1 , #0 ) | add ( #3 , #4 )
two pipes can fill the cistern in n0 hr and n1 hr respectively , while the third empty it in n2 hr . if all pipes are opened simultaneously , then the cistern will be filled in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
the ages of two person differ by n0 years . if n1 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n2 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n0 , #4 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 last year . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
the ratio of the present ages of two friends is n0 : n4 and n2 years back , the ratio was n3 : n4 . what will be the ratio of their ages after n5 years ?	divide ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( const_1 , const_3 ) | multiply ( #0 , #2 ) | subtract ( #1 , n2 ) | subtract ( #3 , n3 ) | divide ( #4 , #5 ) | add ( n5 , #6 ) | multiply ( #0 , #6 ) | add ( n5 , #8 ) | divide ( #9 , #7 )
the speed of a bus increases by n0 km after every one hour . if the distance travelling in the first one hour was n1 km . what was the total distance travelled in n2 hours ?	divide ( n2 , n0 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #1 ) | add ( n1 , #2 ) | add ( n1 , #3 ) | multiply ( #4 , #0 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score e for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a ( n0 , w ^ n1 ) is the ( x , y ) coordinate of point located on the parabola y = x ^ n3 + n3 . what is the value of w ?	divide ( n3 , n0 ) | power ( n0 , n2 ) | subtract ( #1 , n3 ) | power ( #2 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
water is leaking out from a cylinder container at the rate of n0 m ^ n1 per minute . after n2 minutes , the water level decreases n3 meters . what is value of the radius ?	multiply ( n0 , n2 ) | divide ( #0 , n3 )
if a * b * c = ( no_ascii_67 ( a + n0 ) ( b + n1 ) ) / ( c + n2 ) , find the value of n3 * n4 * n5 .	add ( n0 , n3 ) | add ( n1 , n4 ) | add ( n2 , n5 ) | multiply ( #0 , #1 ) | sqrt ( #3 ) | divide ( #4 , #2 )
the ages of two person differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n2 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n0 , #4 )
the average weight of n0 men is increased by n1 no_ascii_49 kg when one of the men who weighs n2 kg is replaced by a new man . what is the weight of the new man ?	divide ( const_1 , n1 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
roses can be purchased individually for $ n0 , one dozen for $ n1 , or two dozen for $ n2 . what is the greatest number of roses that can be purchased for $ n3 ?	divide ( n3 , n2 ) | multiply ( const_12 , const_2 ) | floor ( #0 ) | multiply ( n2 , #2 ) | multiply ( #2 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , n0 ) | floor ( #6 ) | add ( #7 , #4 )
the area of the floor of a room is n0 m n5 that of a longer wall n2 m n5 and of the shorter wall n4 m n5 , find the edge of the new cube ?	sqrt ( n2 ) | sqrt ( n4 ) | sqrt ( n0 ) | volume_rectangular_prism ( #0 , #1 , #2 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how many days will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container in liters ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
in the above number , a and b represent the tens and units digits , respectively . if the above number is divisible by n0 , what is the greatest possible value of b x a ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( #0 , #1 )
in track last week , the boys ran n0 laps . the girls ran n1 more laps . each lap is a n2 - fourth of a mile . how many miles did the girls run ?	add ( n0 , n1 ) | divide ( n2 , const_4 ) | multiply ( #0 , #1 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
renu can do a piece of work in n0 days , but with the help of her friend suma , she can do it in n1 days . in what time suma can do it alone ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_68 no_ascii_15 = n3 no_ascii_21 no_ascii_66 no_ascii_18 n4 )	divide ( n0 , n1 ) | divide ( n3 , n4 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a number of n0 marbles is to be divided and contain with boxes . if each box is to contain n1 , n2 , or n3 marbles , what is the largest possible number of boxes ?	divide ( n0 , n1 )
the price of n0 apples is equal to that of n1 oranges . the price of n2 apples and n3 oranges together is rs . n4 . the total price of n5 apples and n6 oranges is	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | add ( n2 , #1 ) | divide ( n4 , #2 ) | multiply ( n5 , #3 ) | multiply ( #3 , #0 ) | multiply ( n6 , #5 ) | add ( #4 , #6 )
the average of n0 numbers is n1 . if one of the numbers is multiplied by a factor of n4 , the average of the numbers increases to n3 . what number is multiplied by n4 ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
a number of n0 marbles is to be divided and contain with boxes . if each box is to contain n1 , n2 , or n3 marbles , what is the largest possible number of boxes ?	divide ( n0 , n1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
if it is n0 : n1 in the evening on a certain day , what time in the morning was it exactly n2 , n3 minutes earlier ? ( assume standard time in one location . )	multiply ( n2 , const_1000 ) | multiply ( #0 , const_1000 ) | add ( n3 , #1 ) | reminder ( #2 , const_60 ) | subtract ( n1 , #3 ) | add ( #4 , const_60 ) | divide ( n0 , #5 )
a car traveled from san diego to san francisco at an average speed of n0 miles per hour . if the journey back took twice as long , what was the average speed of the trip ?	inverse ( n0 ) | divide ( #0 , const_2 ) | add ( #1 , #0 ) | inverse ( #2 )
a n0 - digit combination lock on a safe has zero exactly n3 times , does not have the digit n2 at all . what is the probability that exactly n3 of its digits are odd ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_68 no_ascii_15 = n3 no_ascii_21 no_ascii_66 no_ascii_18 n4 )	divide ( n0 , n1 ) | divide ( n3 , n4 ) | multiply ( #1 , n1 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of b - a ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
the ratio of type of pen and type of notebook is n0 : n1 . and in n2 ways one can start writing . tell me the no . of pen and no . of notebook .	multiply ( n0 , n2 ) | divide ( #0 , n1 ) | divide ( #1 , const_10 )
if a car had traveled n0 kmh faster than it actually did , the trip would have lasted n1 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a baseball card decreased in value n0 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
rajat , vikas and abhishek are submitting questions in the ratio n0 : n1 : n2 . if total number of questions submitted by them is n3 . find the number of questions submitted by vikas .	divide ( n3 , const_4 )
two pipes can fill the cistern in n0 hr and n1 hr respectively , while the third empty it in n2 hr . if all pipes are opened simultaneously , then the cistern will be filled in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
two whales are moving in the same direction at n0 mps and n2 mps . the faster whale crosses the slow whale in n2 seconds . what is the length of the slower whale in meters ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
find the value of n4 / n1 no_ascii_62 [ ( n9 + n9 / n4 ) ( n9 + n9 / n7 ) no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 . ( n9 + n9 / n10 ) ] is	add ( n2 , n10 ) | divide ( #0 , n1 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the speed of a car increases by n0 kms after every one hour . if the distance travelling in the first one hour was n1 kms . what was the total distance traveled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #1 , #3 ) | multiply ( #4 , #0 )
a pump can fill a tank with water in n0 hours . because of a leak , it took hours to fill the tank . the leak can drain all the water of the tank in :	divide ( const_1 , const_2 ) | divide ( const_1 , const_3 ) | add ( n0 , #1 ) | inverse ( #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 square centimeters , what is the length of the rectangle in centimeters ?	divide ( n2 , const_10 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
a car traveled from san diego to san francisco at an average speed of n0 miles per hour . if the journey back took twice as long , what was the average speed of the trip ?	inverse ( n0 ) | divide ( #0 , const_2 ) | add ( #1 , #0 ) | inverse ( #2 )
a train passes a man standing on a platform in n0 seconds and also crosses the platform which is n1 metres long in n2 seconds . the length of the train ( in metres ) is :	subtract ( n2 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
john has rs n0 for his expenses . if he exceeds his days by n1 days he must cut down daily expenses by rs n2 . the number of days of john ' s tour program is	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( n2 , const_2 ) | multiply ( n1 , #0 ) | power ( #1 , const_2 ) | multiply ( n2 , #3 ) | add ( #5 , #4 ) | sqrt ( #6 ) | subtract ( #7 , #1 ) | divide ( #8 , #2 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
if a , b , c , d , e and f are integers and ( ab + cdef ) < n0 , then what is the maximum number s of integers that can be negative ?	divide ( const_10 , const_2 ) | add ( n0 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a work can be finished in n0 days by n1 women . the same work can be finished in n2 days by sixteen men . the ratio between the capacity of a man and a woman is	add ( n0 , const_2 ) | multiply ( n0 , const_10 ) | divide ( const_1 , #1 ) | multiply ( #0 , const_10 ) | divide ( const_1 , #3 ) | divide ( #4 , #2 )
a boy multiplied n0 by a certain number and obtained n1 as his answer . if in the answer both n2 are wrong and the other digits are correct , then the correct answer would be :	divide ( n1 , n0 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_0_33 ) | multiply ( n0 , #2 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a searchlight on top of the watch - tower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( const_1 , const_60 ) | divide ( #0 , n0 ) | divide ( n1 , #1 ) | subtract ( const_1 , #2 )
abhinav and bhupathi together have rs . n0 . if n1 / n2 of abhinav ' s amount is equal to n3 / n4 of bhupathi ' s amount , how much amount does bhupathi have ?	divide ( n0 , n4 ) | add ( #0 , #0 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
pipe a can fill a tank in n0 hr , pipe b in n1 hr and pipe c in n2 hr . if all the pipes are open in how many hours will tank be filled ?	divide ( n0 , n0 ) | divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n0 , #4 )
a searchlight on top of the watch - tower makes n0 revolutions per minute . what is the probability that a man appearing near the tower will stay in the dark for at least n1 seconds ?	multiply ( const_1 , const_60 ) | divide ( #0 , n0 ) | divide ( n1 , #1 ) | subtract ( const_1 , #2 )
the average of n0 numbers is n1 . if one of the numbers is multiplied by a factor of n4 , the average of the numbers increases to n3 . what number is multiplied by n4 ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 square centimeters , what is the length of the rectangle in centimeters ?	divide ( n2 , const_10 )
a man is walking at a speed of n1 km per hour . after every km he takes rest for n1 minutes . how much time will he take to cover a distance of n2 km .	divide ( n1 , n0 ) | multiply ( n1 , const_4 ) | speed ( const_60 , const_1 ) | multiply ( #0 , #2 ) | add ( #3 , #1 )
two pipes can fill the cistern in n0 hr and n1 hr respectively , while the third empty it in n2 hr . if all pipes are opened simultaneously , then the cistern will be filled in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
mahesh can do a piece of work in n0 days . he works at it for n1 days and then rajesh finished it in n2 days . how long will y take to complete the work ?	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , n2 ) | divide ( const_1 , #3 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is	multiply ( n0 , n2 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , const_10 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
of the n0 , n1 employees of the anvil factory , n2 / n3 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ?	divide ( n1 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #0 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | multiply ( #5 , const_3 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
the ratio of the money with ravi and giri is n2 : n1 and that with giri and kiran is n2 : n3 . if ravi has $ n4 , how much money does kiran have ?	divide ( n4 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( n3 , #2 )
a can run n0 times as fast as b and gives b a start of n1 m . how long should the race course be so that a and b might reach in the same time ?	divide ( n1 , n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 )
i have n0 pieces of cake . there are n1 friends in my house . i would like to give each friend the same amount of cake , how much should i give to each friend ?	divide ( n0 , n1 )
if n0 liters of chemical x are added to n1 liters of a mixture that is n2 % chemical x and n3 % chemical y , then what percentage of the resulting mixture is chemical x ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | add ( n0 , #1 )
the difference between the ages of two persons is n0 years . fifteen years ago , the elder one was twice as old as the younger one . the present age of the elder person is :	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
in x game of billiards , x can give y n0 points in n3 and he can give z n2 points in n3 . how many points can y give z in x game of n4 ?	subtract ( n1 , n0 ) | subtract ( n1 , n2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | subtract ( #2 , #3 )
the speed of a car increases by n0 kms after every one hour . if the distance travelling in the first one hour was n1 kms . what was the total distance travelled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #1 , #3 ) | multiply ( #4 , #0 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
one man adds n0 liters of water to n1 liters of milk and another n2 liters of water to n3 liters of milk . what is the ratio of the strengths of milk in n4 mixtures ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( n1 , #0 ) | divide ( n3 , #1 ) | divide ( #2 , #3 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
n1 is a perfect cube . when x is perfect cube which is added to the prime factor of n1 , the result is not a prime number . what is the square root of x ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 ) | sqrt ( #2 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
when a natural number n is successively divided by n0 , n1 . the remainders are n2 , n3 . what will be the sum of the remainders if the order of the division is reversed ?	add ( const_3 , const_4 ) | add ( const_1 , const_2 ) | divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 ) | floor ( #2 ) | floor ( #3 ) | multiply ( #4 , const_2 ) | multiply ( #5 , #6 ) | add ( #7 , #8 )
a baseball card decreased in value n0 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a can do a work in n0 days . b can do the same work in n1 days . if both a & b are working together in how many days they will finish the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the ages of two persons differ by n0 years . if n2 years ago , the older one be n2 times as old as the younger one , then their present ages , in years , are	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
roses can be purchased individually for $ n0 , one dozen for $ n1 , or two dozen for $ n2 . what is the greatest number of roses that can be purchased for $ n3 ?	divide ( n3 , n2 ) | multiply ( const_12 , const_2 ) | floor ( #0 ) | multiply ( n2 , #2 ) | multiply ( #2 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , n0 ) | floor ( #6 ) | add ( #7 , #4 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
in x game of billiards , x can give y n0 points in n3 and he can give z n2 points in n3 . how many points can y give z in x game of n4 ?	subtract ( n1 , n0 ) | subtract ( n1 , n2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | subtract ( #2 , #3 )
a box contains n0 black , n3 red and n2 green marbles . n3 marbles are drawn from the box at random . what is the probability that both the marbles are of the same color ?	add ( n1 , n2 ) | add ( n1 , n3 ) | add ( const_10 , n1 ) | add ( #1 , const_10 ) | multiply ( n2 , #2 ) | add ( #0 , #3 ) | divide ( #5 , #4 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b ' s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
the area of playground is n0 sq . meters . what will be the cost of covering it with grass sheet n1 cm deep , if cost of grass sheet is $ n2 per cubic meter .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
if a * b * c = ( no_ascii_67 ( a + n0 ) ( b + n1 ) ) / ( c + n2 ) , find the value of n3 * n4 * n5 .	add ( n0 , n3 ) | add ( n1 , n4 ) | add ( n2 , n5 ) | multiply ( #0 , #1 ) | sqrt ( #3 ) | divide ( #4 , #2 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
if a trader sold two cars each at rs . n0 and gains n2 % on the first and loses n2 % on the second , then his profit or loss percent on the whole is ?	multiply ( n1 , n1 ) | divide ( #0 , const_100 )
the price of an item changed from $ n0 to $ n2 . then later the price decreased again from $ n2 to $ n3 . which of the two decreases was larger in percentage term ?	divide ( n3 , n1 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
what is the greatest n8 - digit number when divided by n8 , n9 , n10 , n4 , and n5 leaves a remainder of n6 , n7 , n8 , n9 , and n10 respectively ?	multiply ( const_1000 , const_1000 ) | divide ( #0 , n5 )
a baseball card decreased in value n1 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a baseball card decreased in value n0 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
the diameter of a garden roller is n0 m and it is n1 m long . how much area will it cover in n2 revolutions ? ( use no_ascii_68 no_ascii_15 = n3 no_ascii_21 no_ascii_66 no_ascii_18 n4 )	divide ( n0 , const_2 ) | divide ( n3 , n4 ) | multiply ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | multiply ( n2 , #4 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
in the rectangular coordinate system , points ( n2 , n3 ) and ( no_ascii_77 n2 , n3 ) both lie on circle c . what is the maximum possible value of the radius of c ?	power ( n0 , const_2 ) | sqrt ( #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
two pipes can fill the cistern in n0 hr and n1 hr respectively , while the third empty it in n2 hr . if all pipes are opened simultaneously , then the cistern will be filled in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
a man invests some money partly in n0 % stock at n1 and partly in n2 % stock at n3 . to obtain equal dividends from both , he must invest the money in the ratio :	multiply ( n1 , const_2 ) | multiply ( n3 , const_3 ) | divide ( #0 , #1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
ifaequals the sum of the even integers from n0 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of a - b ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a train passes a man standing on a platform in n0 seconds and also crosses the platform which is n1 metres long in n2 seconds . the length of the train ( in metres ) is :	subtract ( n2 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
in n0 l can , milk and water in the ratio of n4 : n3 . if the ratio has made n3 : n4 then the quantity of water that has to be added further is ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | multiply ( n2 , #1 ) | multiply ( n1 , #2 ) | subtract ( #4 , #3 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 square centimeters , what is the length of the rectangle in centimeters ?	divide ( n2 , const_10 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half . the number of pupils in the class is :	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
in a two digit number , the digit in the units place is n0 times the digit in n1 ' s place and sum of the digits is equal to n2 . what is the number ?	add ( n0 , const_1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n2 ) | divide ( #3 , const_0_2778 )
all the students of class are told to sit in circle shape . here the boy at the n0 th position is exactly opposite to n1 th boy . total number of boys in the class ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
the area of circle o is added to its diameter . if the circumference of circle o is then subtracted from this total , the result is n0 . what is the radius of circle o ?	divide ( n0 , const_2 )
in a classroom , n0 students brought apples and n1 students brought bananas . if exactly n2 students brought only one of the two types of fruits , how many students brought both types of fruits ?	add ( n0 , n1 ) | divide ( #0 , const_4 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
for a certain exam , a score of n0 was n1 standard deviations below mean and a score of n2 was n3 standard deviations above mean . what was the mean score t for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a , b and c can do a work in n0 , n1 and n2 days respectively doing the work together and get a payment of rs . n3 . what is b no_ascii_32 s share ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
a man invests some money partly in n0 % stock at n1 and partly in n2 % stock at n3 . to obtain equal dividends from both , he must invest the money in the ratio :	multiply ( n1 , const_2 ) | multiply ( n3 , const_3 ) | divide ( #0 , #1 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
tickets numbered n0 to n1 are mixed up and then a ticket is drawn at random . what is the probability that the ticket drawn has a number which is a multiple of n2 or n3 ?	divide ( const_3.0 , const_10 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , n0 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
a boat running downstream covers a distance of n0 km in n1 hours while for covering the same distance upstream , it takes n2 hours . what is the speed of the boat in still water ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
a train covers a distance of n0 km in n1 hour . if its speed is decreased by n2 km / hr , the time taken by the car to cover the same distance will be ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n0 , #1 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the positive integers m and n leave remainders of n0 and n1 , respectively , when divided by n3 . m > n . what is the remainder when m no_ascii_77 n is divided by n3 ?	subtract ( n0 , n1 ) | add ( n2 , #0 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
if the personal income tax rate is lowered from n0 % to n1 % , what is the differential savings for a tax payer having an annual income before tax to the tune of $ n2 ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
the annual birth and death rate in a country per n0 are n1 and n2 respectively . the number of years b in which the population would be doubled assuming there is no emigration or immigration is	multiply ( const_10 , const_3 ) | subtract ( n1 , n2 ) | divide ( #1 , n0 ) | subtract ( const_100 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #4 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
pipe a can fill a tank in n0 hr , pipe b in n1 hr and pipe c in n2 hr . if all the pipes are open in how many hours will tank be filled ?	divide ( n0 , n0 ) | divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n0 , #4 )
if a car had traveled n0 kmh faster than it actually did , the trip would have lasted n1 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
an amount at compound interest sums to rs . n0 / - in n1 years and to rs . n2 / - in n3 years at the same rate of interest . find the rate percentage ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in a garden , n0 trees are planted at equal distances along a yard n1 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
what is the minimum percentage increase in the mean of set s { - n0 , - n1 , n2 , n3 , n4 } if its two smallest elements are replaced with two different primes ?	multiply ( const_100 , const_2 ) | divide ( #0 , const_2 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the price of n0 apples is equal to that of n1 oranges . the price of n2 apples and n3 oranges together is rs . n4 . the total price of n5 apples and n6 oranges is	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | add ( n2 , #1 ) | divide ( n4 , #2 ) | multiply ( n5 , #3 ) | multiply ( #3 , #0 ) | multiply ( n6 , #5 ) | add ( #4 , #6 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is	multiply ( n0 , n2 )
mahesh can do a piece of work in n0 days . he works at it for n1 days and then rajesh finished it in n2 days . how long will y take to complete the work ?	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , n2 ) | divide ( const_1 , #3 )
a parking garage rents parking spaces for $ n0 per week or $ n1 per month . how much does a person save in a year by renting by the month rather than by the week ?	add ( const_2 , const_3 ) | multiply ( n1 , const_12 ) | multiply ( #0 , n0 ) | add ( #2 , const_2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_32 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do a job . how long should it take both a and b , working together to do same job .	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
p and q invested in a shop . the profits were divided in the ratio of n0 : n1 respectively . if p invested rs . n2 , n3 , the amount invested by q is :	divide ( n2 , n0 ) | multiply ( n1 , #0 )
the price of a coat in a certain store is $ n0 . if the price of the coat is to be reduced by $ n1 , by what percent is the price to be reduced ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
if n5 / n1 of a pencil is black , n5 / n6 of the remaining is white and the remaining n4 n5 / n6 cm is blue , find the total length of the pencil .	multiply ( n0 , n1 )
if a randomly selected positive single digit multiple of n0 is multiplied by a randomly selected prime number less than n1 , what is the probability e that this product will be a multiple of n2 ?	add ( n1 , const_4 ) | divide ( const_1 , #0 )
a van takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
all the students of class are told to sit in circle shape . here the boy at the n0 th position is exactly opposite to n1 th boy . total number of boys in the class ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
a can finish a work in n0 days and b can do same work in half the time taken by a . then working together , what part of same work they can finish in a day	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
calculate how many seconds it will take for n0 bells to toll together again , given that they begin to toll together respectively at the intervals of n1 , n2 , n3 and n4 seconds . ?	divide ( n3 , const_2 ) | multiply ( n1 , n2 ) | multiply ( #0 , #1 )
a can do a work in n0 days . b can do the same work in n1 days . if both a & b are working together in how many days they will finish the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
two pipes can fill the cistern in n0 hr and n1 hr respectively , while the third empty it in n2 hr . if all pipes are opened simultaneously , then the cistern will be filled in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
in what ratio mental a at rs . n0 per kg be mixed with another metal at rs . n1 per kg so that cost of alloy ( mixture ) is rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how many days will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
if n0 bars of chocolate need to be placed in little boxes and each box can contain at most n1 bars of chocolate . how many bars of chocolate will be in the last unfilled box ?	divide ( n0 , n1 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
at a party , n0 guests brought wine and n1 guests brought beer . if exactly n2 guests brought only one of the two types of drinks , how many guests brought both types of drinks ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a sum of money is put out at compound interest for n0 years at n1 % . it would earn rs . n2 more if the interest were paid half - yearly . calculate the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
the value of a machine depreciates at the rate of n0 % every year . it was purchased n1 years ago . if its present value is rs n2 , n3 , its purchase price was ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a farmer used n0 , n1 acres of land for beans , wheat , and corn in the ratio of n2 : n3 : n4 , respectively . how many y acres were used for corn ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( const_1 , const_1000 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( n3 , #6 )
a sum of rs . n0 has been divided among a , b and c such that a gets of what b gets and b gets of what c gets . b no_ascii_32 s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 square centimeters , what is the length of the rectangle in centimeters ?	divide ( n2 , const_10 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n2 ) | divide ( #3 , const_0_2778 )
a boatman can row n0 km downstream in n3 hr . if the speed of the current is n2 km / hr , then find in what time will be able to cover n3 km upstream ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( n1 , #2 )
two containers of milk contain mixtures of water and milk in ratio n0 : n1 and n2 : n3 . in what ratio they should be mixed so that mixture is of n5 : n5 ratio ?	add ( n2 , n3 ) | add ( n4 , n4 ) | add ( n0 , n1 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( #4 , #5 ) | divide ( #6 , #7 )
if x / n4 years ago roger was n1 years old and x / n4 years from now he will be n4 x years old , how old will he be n4 x years from now ?	multiply ( n0 , n4 ) | subtract ( n1 , const_1 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #3 , #2 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room ?	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
calculate how many seconds it will take for n0 bells to toll together again , given that they begin to toll together respectively at the intervals of n1 , n2 , n3 and n4 seconds . ?	divide ( n3 , const_2 ) | multiply ( n1 , n2 ) | multiply ( #0 , #1 )
out of n1 given numbers , the first one is twice the second and n1 times the third . if the average of these numbers is n2 , then the difference between first and third is .	add ( const_4 , const_4 ) | add ( n2 , #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the length of a rectangular plot is thrice its width . if the area of the rectangular plot is n0 sq meters , then what is the width ( in meters ) of the rectangular plot ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n2 ) | divide ( #3 , const_0_2778 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
n0 persons can complete the work in n1 days . after working for n2 days , n3 more persons added to complete the work fast . in how many more days they will complete the work ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
the price of a coat in a certain store is $ n0 . if the price of the coat is to be reduced by $ n1 , by what percent is the price to be reduced ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad	divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the price of a coat in a certain store is $ n0 . if the price of the coat is to be reduced by $ n1 , by what percent is the price to be reduced ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
n18 + n10 + n17 = n3 n4 + n17 + n13 = n7 n8 + n9 + n10 = n11 n18 + n13 + n18 = n15 then ; n16 + n17 + n18 = ?	multiply ( n2 , n16 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n16 ) | add ( #2 , #0 ) | multiply ( #0 , const_10 ) | add ( n1 , #4 ) | subtract ( #3 , n2 ) | multiply ( #5 , const_1000 ) | add ( #7 , #1 ) | add ( #8 , #6 )
if a , b , c , d , e and f are integers and ( ab + cdef ) < n0 , then what is the maximum number a of integers that can be negative ?	divide ( const_10 , const_2 ) | add ( n0 , #0 )
the average weight of n0 men is increased by n1 no_ascii_49 kg when one of the men who weighs n2 kg is replaced by a new man . what is the weight of the new man ?	divide ( const_1 , n1 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #2 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
a train n0 m long passes a man , running at n2 km / hr in the same direction in which the train is going , in n2 sec . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
an amount at compound interest sums to rs . n0 / - in n1 years and to rs . n2 / - in n3 years at the same rate of interest . find the rate percentage ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in the above number , a and b represent the tens and units digits , respectively . if the above number is divisible by n0 , what is the greatest possible value of b x a ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( #0 , #1 )
if a trader sold two cars each at rs . n0 and gains n2 % on the first and loses n2 % on the second , then his profit or loss percent on the whole is ?	multiply ( n1 , n1 ) | divide ( #0 , const_100 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
a shirt goes on sale for n0 % of its original price . one week later , the sale price is marked down n1 % . the final price is what percent of the original price ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
anita has n0 apples . there are n1 students are studying in her class . she would like to give each student the same amount of apples , how much should she give to each student ?	divide ( n0 , n1 )
the difference of the areas of two squares drawn on two line segments in n0 sq . cm . find the length of the greater line segment if one is longer than the other by n1 cm	multiply ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
fresh grapes contain n0 % water by weight and raisins obtained by drying fresh grapes contain n1 % water by weight . how many kgs of fresh grapes are needed to get n2 kgs of raisins ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( n0 , #2 )
a van takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
the length of a rectangular plot is thrice its width . if the area of the rectangular plot is n0 sq meters , then what is the width ( in meters ) of the rectangular plot ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_4 )
tickets numbered n0 to n1 are mixed up and then a ticket is drawn at random . what is the probability that the ticket drawn has a number which is a multiple of n2 or n3 ?	divide ( n2 , const_10 )
a lamp is put on one corner of a square plot of side n0 m . it ' s light reaches n1 m . find the area of that plot that is lit by that lamp ?	circle_area ( n1 ) | divide ( #0 , const_4 )
in x game of billiards , x can give y n0 points in n3 and he can give z n2 points in n3 . how many points can y give z in x game of n4 ?	subtract ( n1 , n0 ) | subtract ( n1 , n2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | subtract ( #2 , #3 )
a can do a work in n0 days . b can do the same work in n1 days . if both a & b are working together in how many days they will finish the work ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the average age of a class of n0 students is n1 years . if the age of the teacher be included , then the average increased by n2 months . find the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
p is n0 % more efficient than q . p can complete a work in n1 days . if p and q work together , how many days will it take to complete the same work ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
if the number of white balls in a box are n0 times the black balls , which of the below is the total number of balls , if there are n1 black balls in the box ?	multiply ( n0 , n1 ) | add ( n1 , #0 )
kim has n0 percent more money than sal and sal has n1 percent less money than phil . if sal and phil have a combined total of $ n2 , how much money does kim have ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( #1 , const_100 ) | multiply ( #0 , #1 ) | divide ( n2 , #2 ) | divide ( #3 , const_100 ) | multiply ( #4 , #5 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
the average weight of n0 men is increased by n1 no_ascii_49 kg when one of the men who weighs n2 kg is replaced by a new man . what is the weight of the new man ?	divide ( const_1 , n1 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #2 )
how many positive integers i less than n0 are either a multiple of n3 , an odd multiple of n4 , or the sum of a positive multiple of n3 and a positive multiple of n4 ?	add ( n2 , const_1 ) | add ( n1 , const_3 ) | add ( #0 , #1 )
a room is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the room .	multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #0 ) | add ( n3 , #1 ) | gcd ( #2 , #3 ) | multiply ( #2 , #3 ) | multiply ( #4 , #4 ) | divide ( #5 , #6 )
mahesh can do a piece of work in n0 days . he works at it for n1 days and then rajesh finished it in n2 days . how long will y take to complete the work ?	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , n2 ) | divide ( const_1 , #3 )
if a car had traveled n0 kmh faster than it actually did , the trip would have lasted n2 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
n0 liters of a mixture of milk and water contains in the ratio n3 : n2 . how much water should now be added so that the ratio of milk and water becomes n3 : n4 ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a can run n0 times as fast as b and gives b a start of n1 m . how long should the race course be so that a and b might reach in the same time ?	divide ( n1 , n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 )
a person travels equal distances with speeds of n0 km / hr , n2 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
water boils at n0 no_ascii_75 f or n1 no_ascii_75 c and melts at n2 no_ascii_75 f or n3 no_ascii_75 c . if the temperature of the particular day is n4 no_ascii_75 c , it is equal to	divide ( n4 , n1 ) | subtract ( n0 , n2 ) | multiply ( #0 , #1 ) | add ( n2 , #2 )
a , b and c can do a work in n0 , n1 and n2 days respectively doing the work together and get a payment of rs . n3 . what is b no_ascii_32 s share ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
the speed of a car increases by n0 kms after every one hour . if the distance travelling in the first one hour was n1 kms . what was the total distance traveled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #1 , #3 ) | multiply ( #4 , #0 )
a sum of money is sufficient to pay a ' s wages for n0 days and b ' s wages for n1 days . the same money is sufficient to pay the wages of both for ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
fresh grapes contain n0 % water by weight and raisins obtained by drying fresh grapes contain n2 % water by weight . how many kgs of fresh grapes are needed to get n2 kgs of raisins ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( n0 , #2 )
a big container is n0 % full with water . if n1 liters of water is added , the container becomes n2 / n3 full . what is the capacity of the big container in liters ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
total number of boys and girls in a school is n0 . if the number of boys is x , then girls become x % of the total number of students . the number of boys is	add ( n0 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , #0 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
fresh grapes contain n0 % water by weight and raisins obtained by drying fresh grapes contain n1 % water by weight . how many kgs of fresh grapes are needed to get n2 kgs of raisins ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( n0 , #2 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets on it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
a boat having a length n0 m and breadth n1 m is floating on a lake . the boat sinks by n2 cm when a man gets into it . the mass of the man is :	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_1000 )
if a * b * c = ( no_ascii_67 ( a + n5 ) ( b + n1 ) ) / ( c + n2 ) , find the value of n3 * n4 * n5 .	add ( n0 , n3 ) | add ( n1 , n4 ) | add ( n2 , n5 ) | multiply ( #0 , #1 ) | sqrt ( #3 ) | divide ( #4 , #2 )
a jeep takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
a farmer used n0 , n1 acres of land for beans , wheat , and corn in the ratio of n2 : n3 : n4 , respectively . how many acres q were used for corn ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( const_1 , const_1000 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( n3 , #6 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
joe has candys on his pocket , n0 of those candies have lemon flavor , and n1 have caramel flavor . if joe take one , what is the probability that he picks one caramel flavor ?	add ( n0 , n1 ) | divide ( n1 , #0 )
if a = { n0 , n1 , n2 , n3 , n4 , n5 } , how much less is the mean of the numbers in a than the median of the numbers in s ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 ) | add ( n2 , #5 )
set s consists of integers { n0 , n1 } . if two numbers are chosen from set s at random , what is the probability that the sum of n2 numbers is more than n3 ?	inverse ( n3 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
a car takes n0 hours to cover a distance of n1 km . how much should the speed in kmph be maintained to cover the same direction in n2 / n3 th of the previous time ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( n1 , #1 )
c and d started a business by investing rs . n0 / - and rs . n1 / - respectively . find the d no_ascii_32 s share out of a total profit of rs . n2 :	divide ( n0 , n2 ) | divide ( n1 , n2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
a certain protective additive increases from n0 days to n1 days the time between required maintenance checks on an industrial vehicle . by what percent is the time between maintenance checks increased by using the additive ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
a and b can do a piece of work in n1 days and n1 days respectively . they work together for n2 days and b leaves . in how many days the whole work is completed ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , #0 )
the difference between the ages of two persons is n0 years . fifteen years ago , the elder one was twice as old as the younger one . the present age of the elder person is ?	add ( const_2 , const_3 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
in what ratio mental a at rs . n0 per kg be mixed with another metal at rs . n1 per kg so that cost of alloy ( mixture ) is rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
the average of n0 numbers is n1 . the average of two of them is n2 , while the average of the other two is n3 . what is the average of the remaining two numbers ?	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_2 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
there are n0 players in a chess group , and each player plays each of the others once . given that each game is played by two players , how many total games will be played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if a car had traveled n1 kmh faster than it actually did , the trip would have lasted n1 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the ratio between the perimeter and the width of a rectangle is n0 : n1 . if the area of the rectangle is n2 square centimeters , what is the length of the rectangle in centimeters ?	divide ( n2 , const_10 )
ashok and pyarelal invested money together in a business and share a capital of ashok is n0 / n1 of that of pyarelal . if the incur a loss of rs n2 then loss of pyarelal ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
a n0 gallon solution of salt and water is n1 % salt . how many gallons of water must be added to the solution in order to decrease the salt to n2 % of the volume ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 last year . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
a watch was sold at a loss of n0 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
set s consists of integers { n0 , n1 } . if two numbers are chosen from set s at random , what is the probability that the product of n2 numbers is more than n3 ?	factorial ( const_4 ) | divide ( #0 , n2 ) | divide ( #1 , n2 ) | divide ( const_2 , #2 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if x / n2 years ago roger was n1 years old and x / n2 years from now he will be n3 x years old , how old will he be n4 x years from now ?	multiply ( n0 , n4 ) | subtract ( n1 , const_1 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #3 , #2 )
a train n0 m long passes a man , running at n2 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
the speed of a car increases by n0 kms after every one hour . if the distance travelling in the first one hour was n1 kms . what was the total distance traveled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #1 , #3 ) | multiply ( #4 , #0 )
the average age of a class of n0 students is n1 years . if the age of the teacher be included , then the average increased by n2 year . find the age of the teacher ?	add ( n0 , n2 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the top and bottom of a tower were seen to be at angles of depression n0 no_ascii_75 and n1 no_ascii_75 from the top of a hill of height n2 m . find the height of the tower	multiply ( const_0_33 , const_100 ) | subtract ( n2 , #0 )
if below equation are true n0 $ n1 = n2 n3 $ n4 = n5 n6 $ n7 = n8 by using same logic what is the value of the below question n9 $ n10 = ?	add ( n10 , n10 ) | divide ( n9 , n10 ) | multiply ( #0 , const_100 ) | add ( #1 , #2 )
a can run n0 times as fast as b and gives b a start of n1 m . how long should the race course be so that a and b might reach in the same time ?	divide ( n1 , n0 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_43 b ) = n4 / n5 find p ( a | b )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the price of a coat in a certain store is $ n0 . if the price of the coat is to be reduced by $ n1 , by what percent is the price to be reduced ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 )
a train , n0 meter long is running with a speed of n1 km / hr . it crosses a tunnel in n2 minute . what is the length of the tunnel ( in meters ) ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( #1 , const_60 ) | subtract ( #2 , n0 )
a train n0 m long is running at a speed of n1 kmph . how long does it take to pass a man who is running at n2 kmph in the same direction as the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if n is an integer , f ( n ) = f ( n - n0 ) - n and f ( n1 ) = n2 . what is the value of f ( n3 ) ?	add ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #1 , n3 )
if a randomly selected positive single digit multiple of n0 is multiplied by a randomly selected prime number less than n1 , what is the probability r that this product will be a multiple of n2 ?	add ( n1 , const_4 ) | divide ( const_1 , #0 )
x can do a piece of work in n0 days . he works at it for n1 days and then y finished it in n2 days . how long will y take to complete the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | inverse ( #1 ) | multiply ( n2 , #2 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a train passes a man standing on a platform in n0 seconds and also crosses the platform which is n1 metres long in n2 seconds . the length of the train ( in metres ) is :	subtract ( n2 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the ages of two person differ by n0 years . if n1 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n2 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n0 , #4 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and twice the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
a money lender finds that due to a fall in the annual rate of interest from n0 % to n1 n2 / n3 % his yearly income diminishes by rs . n4 , his capital is ?	divide ( const_4 , n3 ) | divide ( n4 , #0 )
a man invests some money partly in n0 % stock at n1 and partly in n2 % stock at n3 . to obtain equal dividends from both , he must invest the money in the ratio :	multiply ( n1 , const_2 ) | multiply ( n3 , const_3 ) | divide ( #0 , #1 )
the ages of two persons differ by n0 years . if n2 years ago , the elder one be n2 times as old as the younger one , their present ages ( in years ) are respectively	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , n0 )
the average of n0 numbers is n1 . if one of the numbers is multiplied by a factor of n4 , the average of the numbers increases to n3 . what number is multiplied by n4 ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
p and q started a business investing rs . n0 , n3 and rs . n2 , n3 respectively . in what ratio the profit earned after n4 years be divided between p and q respectively ?	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
a train n0 m long passes a man , running at n2 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
if the personal income tax rate is lowered from n0 % to n1 % , what is the differential savings for a tax payer having an annual income before tax to the tune of $ n2 ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
tough and tricky questions : exponents . if n0 ^ ( x + n3 ) * n2 ^ ( y - n3 ) = n4 ^ x * n5 ^ y , then x + y =	gcd ( n4 , n5 ) | divide ( #0 , const_2 )
a baseball card decreased in value n0 % in its first year and n1 % in its second year . what was the total percent decrease of the card ' s value over the two years ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
in the rectangular coordinate system , points ( n2 , n3 ) and ( no_ascii_77 n2 , n3 ) both lie on circle c . what is the maximum possible value of the radius of c ?	power ( n0 , const_2 ) | sqrt ( #0 )
calculate how many seconds it eill take for n0 bells to toll together again , given that they begin to toll together respectively at the intervals of n1 , n2 , n3 and n4 seconds . ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_3 )
from a pack of cards , two cards are drawn one after the other , with replacement . what is the probability that the first card is a club and the second card is a king ?	divide ( const_2 , const_52 ) | multiply ( const_3 , const_4 ) | add ( #1 , const_1 ) | divide ( #2 , const_52 ) | multiply ( #3 , #0 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
the expression x # y denotes the product of the consecutive multiples of n0 between x and y , inclusive . what is the sum of the exponents in the prime factorization of n1 # n2 ?	add ( const_2 , const_2 ) | add ( n0 , #0 ) | add ( #1 , #0 ) | add ( #2 , #1 )
the average weight of n0 person ' s increases by n1 kg when a new person comes in place of one of them weighing n2 kg . what might be the weight of the new person ?	multiply ( n0 , n1 ) | add ( n2 , #0 )
in what ratio mental a at rs . n0 per kg be mixed with another metal at rs . n1 per kg so that cost of alloy ( mixture ) is rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
if a tap could fill entire tank in n0 hrs due to leakage , then in how much time tank can be emptied by leakage if tap can fill entire tank in n1 hrs without leakage ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
roses can be purchased individually for $ n0 , one dozen for $ n1 , or two dozen for $ n2 . what is the greatest number of roses that can be purchased for $ n3 ?	divide ( n3 , n2 ) | multiply ( const_12 , const_2 ) | floor ( #0 ) | multiply ( n2 , #2 ) | multiply ( #2 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , n0 ) | floor ( #6 ) | add ( #7 , #4 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
a number of n0 marbles is to be divided and contain with boxes . if each box is to contain n1 , n2 , or n3 marbles , what is the largest possible number of boxes ?	divide ( n0 , n1 )
a watch was sold at a loss of n2 % . if it was sold for rs . n1 more , there would have been a gain of n2 % . what is the cost price ?	add ( const_100 , n2 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #2 ) | divide ( #1 , #3 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
a ( n0 , w ^ n2 ) is the ( x , y ) coordinate of point located on the parabola y = x ^ n2 + n3 . what is the value of w ?	divide ( n3 , n0 ) | power ( n0 , n2 ) | subtract ( #1 , n3 ) | power ( #2 , #0 )
a farmer used n0 , n1 acres of land for beans , wheat , and corn in the ratio of n2 : n3 : n4 , respectively . how many w acres were used for corn ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( const_1 , const_1000 ) | add ( n3 , #1 ) | add ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( n3 , #6 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a certain country had a total annual expenditure of $ n0 x n1 ^ n2 last year . if the population of the country was n3 million last year , what was the per capita expenditure ?	add ( const_2 , const_4 ) | power ( n1 , n2 ) | multiply ( n0 , #1 ) | power ( n1 , #0 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr , n2 km / hr . and takes a total time of n3 minutes . find the total distance ?	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n2 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
a train n0 m long passes a man , running at n1 km / hr in the same direction in which the train is going , in n2 seconds . the speed of the train is ?	multiply ( n1 , const_0_2778 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_0_2778 )
an amount at compound interest sums to rs . n0 / - in n1 years and to rs . n2 / - in n3 years at the same rate of interest . find the rate percentage ?	subtract ( n2 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if n0 litres of an oil of rs . n1 per litres be mixed with n2 litres of another oil of rs . n3 per litre then what is the rate of mixed oil per litre ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a man in the slower train in n2 seconds . find the length of the faster train ?	subtract ( n0 , n1 ) | divide ( #0 , const_3_6 ) | multiply ( n2 , #1 )
if a car had traveled n0 kmh faster than it actually did , the trip would have lasted n1 minutes less . if the car went exactly n2 km , at what speed did it travel ?	multiply ( n0 , n2 ) | power ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | sqrt ( #4 ) | subtract ( #5 , n0 ) | divide ( #6 , const_2 )
when x is even , [ x ] = x / n2 + n3 , when x is odd [ x ] = n2 x + n3 then [ n4 ] * [ n5 ] = ?	divide ( n4 , n0 ) | multiply ( n0 , n5 ) | add ( #0 , n1 ) | add ( #1 , n1 ) | multiply ( #2 , #3 )
if the personal income tax rate is lowered from n0 % to n1 % , what is the differential savings for a tax payer having an annual income before tax to the tune of $ n2 ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
a car traveled from san diego to san francisco at an average speed of n0 miles per hour . if the journey back took twice as long , what was the average speed of the trip ?	inverse ( n0 ) | divide ( #0 , const_2 ) | add ( #1 , #0 ) | inverse ( #2 )
a sum of money is sufficient to pay b ' s wages for n0 days and c ' s wages for n1 days . the same money is sufficient to pay the wages of both for ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
a man invests some money partly in n0 % stock at n3 and partly in n2 % stock at n3 . to obtain equal dividends from both , he must invest the money in the ratio :	multiply ( n1 , const_2 ) | multiply ( n3 , const_3 ) | divide ( #0 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively . if they cross each other in n2 seconds , what is the ratio of their speeds ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
n6 / n3 of all married couples have more than one child . n5 / n3 of all married couples have more than n6 children . what fraction of all married couples have n5 or n6 children ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 )
the total circumference of two circles is n0 . if the first circle has a circumference that is exactly twice the circumference of the second circle , then what is the approximate sum of their two radii ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | add ( #1 , #3 ) | divide ( #4 , const_2 )
n0 liters of a mixture is created by mixing liquid p and liquid q in the ratio n4 : n2 . how many liters of liquid q must be added to make the ratio n3 : n4 ?	add ( n3 , n4 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #0 , #4 ) | divide ( #6 , n3 ) | multiply ( n4 , #7 ) | divide ( #8 , #0 ) | subtract ( #9 , #5 )
a person bought n0 glass bowls at a rate of rs . n1 per bowl . he sold n2 of them at rs . n3 and the remaining broke . what is the percentage gain for a ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a cube of edge n0 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio f of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
a n0 m long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a man is walking at a speed of n0 km per hour . after every kilometre , he takes rest for n2 minutes . how much time will be take to cover a distance of n2 kilometres ?	divide ( n1 , n0 ) | multiply ( n1 , const_4 ) | speed ( const_60 , const_1 ) | multiply ( #0 , #2 ) | add ( #3 , #1 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if w is n1 percent less than q , q is n1 percent less than y , and z is n2 percent less than y , then z is greater than w by what percent of w ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
pipes a and b can fill a tank in n0 and n1 hours . pipe c can empty it in n2 hours . if all pipes are opened together , then the tank will be filled in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
rakesh credits n0 % of his salary in his fixed deposit account and spends n1 % of the remaining amount on groceries . if the cash in hand is rs . n2 , what is his salary ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
if n7 a no_ascii_77 n6 b no_ascii_77 n6 c = n3 and no_ascii_67 n4 a - no_ascii_67 ( n6 b + n6 c ) = n7 , what is the value of a + b + c ?	subtract ( n3 , n7 ) | subtract ( #0 , n7 ) | subtract ( #1 , n2 ) | subtract ( #2 , n2 ) | subtract ( #3 , const_1 ) | subtract ( #4 , n0 ) | subtract ( #5 , const_1 ) | add ( n2 , #6 ) | subtract ( #7 , n0 ) | subtract ( #8 , n7 )
a man can do a piece of work in n0 days , but with the help of his son , he can finish it in n1 days . in what time can the son do it alone ?	multiply ( const_4.0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the total circumference of two circles is n0 . if the first circle has a circumference that is exactly twice the circumference of the second circle , then what is the approximate sum of their two radii ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | add ( #1 , #3 ) | divide ( #4 , const_2 )
the two lines y = x and x = - n0 intersect on the coordinate plane . what is the value of the area of the figure formed by the intersecting lines and the x - axis ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 )
the average age of n0 men is increased by years when two of them whose ages are n1 years and n2 years are replaced by two new men . the average age of the two new men is	add ( n1 , n2 ) | multiply ( n0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
a and b can do a work in n0 hours and n1 hours respectively . a starts the work at n2 am and they work alternately for one hour each . when will the work be completed ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_2 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad ?	divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
a cubical tank is filled with water to a level of n0 feet . if the water in the tank occupies n1 cubic feet , to what fraction of its capacity is the tank filled with water ?	divide ( n1 , const_10 ) | divide ( n0 , #0 )
if p and q are positive integers each greater than n4 , and n1 ( p + n4 ) = n3 ( q + n4 ) , what is the least possible value of p + q ?	add ( n1 , n3 ) | subtract ( #0 , const_2 )
a sports equipment store sold ping pong rackets for a total of $ n0 . if the average ( arithmetic mean ) price of a pair of rackets is $ n1 , how many pairs were sold ?	divide ( n0 , n1 )
if two students starting from same point , walking in the opposite directions with n0 km / hr and n1 km / hr as average speeds respectively . then the distance between them after n2 hours is ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
the total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
n0 students appear at an examination of mathematics . the probability of their success are n5 / n2 , n5 / n4 , n5 / n6 respectively . find the probability of success of at least two .	divide ( n1 , n2 ) | divide ( n1 , n6 ) | divide ( n1 , n4 ) | multiply ( #0 , #1 ) | multiply ( #2 , #1 ) | multiply ( #0 , #2 ) | subtract ( n1 , #2 ) | subtract ( n1 , #0 ) | multiply ( #3 , #6 ) | multiply ( #4 , #7 ) | multiply ( #1 , #5 ) | add ( #8 , #3 ) | add ( #11 , #9 ) | add ( #12 , #10 )
a no_ascii_30 sophie germain no_ascii_79 prime is any positive prime number p for which n0 p + n1 is also prime . the product of all the possible units digits of sophie germain primes greater than n2 is	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #0 , #2 ) | add ( #3 , #0 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | add ( #4 , #0 ) | subtract ( #4 , const_10 ) | multiply ( n0 , #7 ) | subtract ( #6 , const_10 ) | add ( n1 , #9 ) | multiply ( #8 , #10 ) | multiply ( #0 , #12 ) | subtract ( #11 , #1 ) | multiply ( #13 , #14 )
in a zoo there are n0 penguins , n1 zebras , and n2 tigers with some zookeepers . if the total number of heads are n3 less than the number of feet , the number of zookeepers is	multiply ( n0 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( #4 , n3 ) | subtract ( #0 , #5 )
a square has a side n0 centimeters shorter than the side of a second square . the area of the larger square is four times the area of the smaller square . find the side of each square	square_area ( n0 ) | square_edge_by_area ( #0 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
r is the set of positive odd integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
there are n0 teams in a certain league and each team plays each of the other teams exactly twice . if each game is played by n1 teams , what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if n4 a no_ascii_77 n6 b no_ascii_77 n6 c = n3 and no_ascii_67 n4 a - no_ascii_67 ( n6 b + n6 c ) = n7 , what is the value of a + b + c ?	subtract ( n3 , n7 ) | subtract ( #0 , n7 ) | subtract ( #1 , n2 ) | subtract ( #2 , n2 ) | subtract ( #3 , const_1 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_1 ) | add ( n2 , #6 ) | subtract ( #7 , n1 ) | subtract ( #8 , n7 )
irin , ingrid and nell bake chocolate chip cookies in the ratio of n0 : n1 : n2 . if altogether they baked a batch of n3 cookies , what percent of the cookies did nell bake ?	add ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | divide ( #3 , n3 ) | multiply ( #4 , const_100 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
in a restaurant , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_100 ) | add ( #3 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
smita was making a cube with dimensions n2 * n2 * n2 using n5 * n5 * n5 cubes . what is the number of cubes needed to make a hollow cube looking of the same shape ?	volume_cube ( n0 ) | volume_cube ( const_3 ) | subtract ( #0 , #1 )
if w is n1 percent less than e , e is n1 percent less than y , and z is n2 percent less than y , then z is greater than w by what percent of w ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #3 , #3 ) | divide ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
the floor of a rectangular room is n0 m long and n1 m wide . the room is surrounded by a verandah of width n2 m on all its sides . the area of the verandah is :	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
a train is moving at n0 / n1 of its usual speed . the train is n2 minutes too late . what is the usual time ( in hours ) for the train to complete the journey ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | inverse ( #2 ) | multiply ( #3 , #1 ) | divide ( #4 , const_60 )
if w is n1 percent less than x , x is n1 percent less than y , and z is n2 percent less than y , then z is greater than w by what percent of w ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #1 , #2 ) | subtract ( const_1 , #0 ) | multiply ( #4 , const_100 ) | subtract ( #2 , #3 ) | subtract ( #5 , #6 ) | divide ( #7 , #6 ) | multiply ( #8 , const_100 )
a boatman goes n1 km against the current of the stream in n1 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
a man sells a car to his friend at n0 % loss . if the friend sells it for rs . n1 and gains n2 % , the original c . p . of the car was :	add ( n2 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a cube of edge n0 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if a coin has an equal probability of landing heads up or tails up each time it is flipped , what is the probability that the coin will land heads up exectly twice in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | multiply ( n0 , #1 )
he total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
john was n0 years old when he married betty . they just celebrated their fifth wedding anniversary , and betty ' s age is now n1 / n2 of john ' s . how old is betty ?	add ( n0 , const_4 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
mr . john used to purchase certain number of mangoes for $ n0 since the price of mangoes is reduced by n1 % he got n2 more mangoes today . find the original price of n3 mangoes .	divide ( const_1 , n1 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( n3 , #4 )
a and b started a business investing rs . n0 , n5 and rs . n2 , n5 respectively . out of a total profit of rs . n4 , n5 , b no_ascii_32 s share is :	multiply ( const_3 , const_3 ) | add ( #0 , const_1 ) | multiply ( #1 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a cubical tank is filled with water to a level of n0 foot . if the water in the tank occupies n1 cubic feet , to what fraction of its capacity is the tank filled with water ?	sqrt ( n1 ) | volume_cube ( #0 ) | divide ( n1 , #1 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
n0 pumps can empty a reservoir in n1 / n2 days , working n3 hours a day . if n4 pumps are used for n5 hours each day , then the same work will be completed in :	divide ( n1 , n2 ) | divide ( n0 , n4 ) | divide ( n3 , n5 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
a jar contains n1 black , n1 white and n2 green balls . if you pick two balls at the same time , what ' s the probability that one ball is black and one is white ?	add ( n0 , n0 ) | add ( n2 , #0 ) | divide ( #0 , #1 ) | subtract ( #1 , n2 ) | divide ( n0 , #3 ) | multiply ( #4 , #2 )
p and q started a business investing rs . n0 , n5 and rs . n2 , n5 respectively . out of a total profit of rs . n4 , n5 , q ' s share is :	add ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #0 , #4 ) | divide ( #5 , #6 )
the profit earned by selling an article for $ n0 is equal to the loss incurred when the same article is sold for $ n1 . what should be the sale price for making n2 % profit ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
if n4 a no_ascii_77 n6 b no_ascii_77 n7 c = n3 and no_ascii_67 n4 a - no_ascii_67 ( n6 b + n6 c ) = n7 , what is the value of a + b + c ?	subtract ( n3 , n7 ) | subtract ( #0 , n7 ) | subtract ( #1 , n2 ) | subtract ( #2 , n2 ) | subtract ( #3 , const_1 ) | subtract ( #4 , n0 ) | subtract ( #5 , const_1 ) | add ( n2 , #6 ) | subtract ( #7 , n0 ) | subtract ( #8 , n7 )
paul completes a piece of work in n0 days , rose completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a chemical supply company has n0 liters of a n1 % hno n3 solution . how many liters of pure undiluted hno n3 must the chemists add so that the resultant solution is a n4 % solution ?	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
the total circumference of two circles is n0 . if the first circle has a circumference that is exactly twice the circumference of the second circle , then what is the approximate sum of their two radii ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | add ( #1 , #3 ) | divide ( #4 , const_2 )
the number of boxes in a warehouse can be divided evenly into n0 equal shipments by boat or n1 equal shipments by truck . what is the smallest number of boxes that could be in the warehouse ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 )
a waitress ' s income consists of her salary and tips . during one week , her tips were n0 / n1 of her salary . what fraction of her income for the week came from tips ?	add ( n0 , n1 ) | divide ( n0 , #0 )
in track last week , the boys ran n0 laps . the girls ran n1 more laps . each lap is a n2 / n3 th of a mile . how many miles did the girls run ?	add ( n0 , n1 ) | divide ( #0 , n3 )
a can finish a work in n0 days and b can do same work in half the time taken by a . then working together , what part of same work they can finish in a day ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n1 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
the floor of a rectangular room is n0 m long and n1 m wide . the room is surrounded by a veranda of width n2 m on all its sides . the area of the veranda is :	multiply ( n2 , n2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to $ n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
right triangle abc is the base of the prism in the figure above . if ab = ac = no_ascii_67 n0 and the height of the prism is n1 , what is the volume of the prism ?	sqrt ( n0 ) | volume_rectangular_prism ( n1 , #0 , #0 ) | divide ( #1 , const_2 )
n0 people have $ n1 , $ n2 , and $ n3 , respectively . if they pool their money then redistribute it among them , what is the maximum value for the median amount of money ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , const_2 )
calculate how much time could be saved if the train would run at its usual speed , given that it ran at n0 / n1 of its own speed and got to its destination in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_60 ) | subtract ( #1 , #3 ) | divide ( #4 , const_60 ) | reminder ( #4 , const_60 ) | divide ( #6 , const_100 ) | floor ( #5 ) | add ( #7 , #8 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be required to fill the same tank if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
two men started from the same place walk at the rate of n2 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
workers decided to raise rs . n0 lacs by equal contribution from each . had they contributed rs . n1 eachextra , the contribution would have been rs . n2 lacs . how many workers were they ?	subtract ( n2 , n0 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 )
if a coin has an equal probability of landing heads up or tails up each time it is flipped , what is the probability that the coin will land tails up exectly twice in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | multiply ( n0 , #1 )
if a truck is traveling at a constant rate of n0 kilometers per hour , how many seconds will it take the truck to travel a distance of n1 meters ? ( n2 kilometer = n3 meters )	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
one pipe can fill a tank in n0 hour . but because of hole in a tank , this tank fill in n1 hour . so in how much time this hole will empty the full tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a cube of side n0 cm is painted on all its side . if it is sliced into n2 cubic centimer cubes , how many n2 cubic centimeter cubes will have exactly one of their sides painted ?	surface_cube ( n0 ) | divide ( #0 , const_3 ) | add ( #1 , const_4 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if p and q are positive integers each greater than n4 , and n1 ( p + n4 ) = n3 ( q + n4 ) , what is the least possible value of p + q ?	add ( n1 , n3 ) | subtract ( #0 , const_2 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
he total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
guadalupe owns n5 rectangular tracts of land . one is n1 m by n2 m and the other is n3 m by n4 m . the combined area of these n5 tracts is how many square meters ?	rectangle_area ( n1 , n2 ) | rectangle_area ( n3 , n4 ) | add ( #0 , #1 )
the current in a river is n0 mph . a boat can travel n1 mph in still water . how far up the river can the boat travel if the round trip is to take n2 hours ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
dana borrows n0 pounds annually for her college education . if dana gives her parents n2 % of that amount back each month , how much will she still owe her parents after n2 years of college ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n1 , #3 ) | subtract ( #0 , #4 )
in a group of n0 players some are outdoor players , some are indoor players and some plays both . n1 plays outdoors and n2 plays indoor . how many plays indoor as well as outdoor games .	add ( n1 , n2 ) | subtract ( #0 , n0 )
a n0 meter long train running at the speed of n1 kmph crosses another train running in the opposite direction at the speed of n2 kmph in n3 seconds . what is the lenght of other train .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
calculate how much time could be saved if the train would run at its usual speed , given that it ran at n0 / n1 of its own speed and got to its destination in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_60 ) | subtract ( #1 , #3 ) | divide ( #4 , const_60 ) | reminder ( #4 , const_60 ) | divide ( #6 , const_100 ) | floor ( #5 ) | add ( #7 , #8 )
a number when divided by a divisor leaves a remainder of n0 . when twice the original number is divided by the same divisor , the remainder is n1 . what is the value of the divisor ?	add ( n0 , n1 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a boatman goes n0 km against the current of the stream in n2 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
the ratio of the present ages of ramesh and mahesh is n0 : n1 . n3 years hence , the ratio of their ages will be n3 : n4 . find the difference in their present ages ?	divide ( n4 , n0 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
r is the set of positive even integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( const_4 , const_1 )
find the probability that a number selected from numbers n0 , n1 , n2 , . . . , n3 is a prime number , when each of the given numbers is equally likely to be selected ?	multiply ( const_3 , const_5 ) | divide ( #0 , n3 )
the average age of a group of n people is n0 years old . one more person aged n1 joins the group and the new average is n2 years old . what is the value of n ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
when magnified n0 , n1 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n2 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , n0 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
the current in a river is n0 mph . a boat can travel n1 mph in still water . how far up the river can the boat travel if the round trip is to take n2 hours ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
to asphalt n0 km road , n1 men spent n2 days working n3 hours per day . how many days , n4 men will spend to asphalt a road of n5 km working n6 hours a day ?	multiply ( n1 , n2 ) | multiply ( n4 , n6 ) | multiply ( n3 , #0 ) | multiply ( n5 , #2 ) | divide ( #3 , #1 )
a man is walking at a speed of n0 km per hour . after every kilometre , he takes rest for n2 minutes . how much time will be take to cover a distance of n2 kilometres ?	divide ( n1 , n0 ) | multiply ( n1 , const_4 ) | speed ( const_60 , const_1 ) | multiply ( #0 , #2 ) | add ( #3 , #1 )
find the probability that a number selected from numbers n0 , n1 , n2 , . . . , n3 is a prime number , when each of the given numbers is equally likely to be selected ?	multiply ( n2 , const_5 ) | divide ( #0 , n3 )
vijay sells a cupboard at n2 % below cost price . had he got rs . n1 more , he would have made a profit of n2 % . what is the cost price of the cupboard ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n1 , #3 )
we bought a total of n0 books at the store . math books cost $ n1 and history books cost $ n2 . the total price was $ n3 . how many math books did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | subtract ( n0 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that both pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 , the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
a n0 meter long train running at the speed of n1 kmph crosses another train running in the opposite direction at the speed of n2 kmph in n3 seconds . what is the lenght of other train .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
when tossed , a certain coin has equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land on the same side each time ?	power ( const_2 , n0 ) | divide ( const_1 , #0 )
n2 men can complete a piece of work in n1 days . two days after they started the work , n2 more men joined them . how many days will they take to complete the remaining work ?	divide ( const_2 , n1 ) | multiply ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | divide ( #3 , n1 )
there are n0 teams in a certain league and each team plays each of the other teams exactly twice . if each game is played by n1 teams , what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the average of n0 st n5 of n2 numbers is n3 and of the last n5 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
if n0 ( p ' s capital ) = n1 ( q ' s capital ) = n2 ( r ' s capital ) , then out of the total profit of rs n3 , r will receive	add ( n0 , const_1 ) | add ( n2 , #0 ) | add ( n2 , #1 ) | add ( n1 , #2 ) | divide ( n1 , #3 ) | multiply ( n3 , #4 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
joe drives n0 miles at n1 miles per hour , and then he drives the next n2 miles at n3 miles per hour . what is his average speed for the entire trip in miles per hour ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
two trains are moving in opposite directions @ n0 kmph and n1 kmph . their length are n2 m and n3 m . the time taken by the slower train to cross faster train in second is ?	add ( n2 , n3 ) | add ( n0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n2 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
the average age of n0 men is increased by years when two of them whose ages are n1 years and n2 years are replaced by two new men . the average age of the two new men is	add ( n1 , n2 ) | multiply ( n0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
the current in a river is n0 mph . a boat can travel n1 mph in still water . how far up the river can the boat travel if the round trip is to take n2 hours ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
a waitress ' s income consists of her salary and tips . during one week , her tips were n0 / n1 of her salary . what fraction of her income for the week came from tips ?	add ( n0 , n1 ) | divide ( n0 , #0 )
two mixers and one t . v . cost rs . n0 , while two t . v . s and a mixer cost rs , n1 . the value of one t . v . is :	multiply ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | negate ( #2 )
the profit earned by selling an article for $ n0 is equal to the loss incurred when the same article is sold for $ n1 . what should be the sale price for making n2 % profit ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
when magnified n0 , n1 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n2 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , n0 )
a pet store holds cats and dogs . if the difference between the number of cats and the number of dogs is n0 . what could be the ratio of cats to dogs in the pet store ?	multiply ( n0 , const_4 ) | add ( n0 , #0 ) | divide ( #0 , #1 )
he total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
a no_ascii_30 sophie germain no_ascii_79 prime is any positive prime number p for which n0 p + n1 is also prime . the product of all the possible units digits of sophie germain primes greater than n2 is	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #0 , #2 ) | add ( #3 , #0 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | add ( #4 , #0 ) | subtract ( #4 , const_10 ) | multiply ( n0 , #7 ) | subtract ( #6 , const_10 ) | add ( n1 , #9 ) | multiply ( #8 , #10 ) | multiply ( #0 , #12 ) | subtract ( #11 , #1 ) | multiply ( #13 , #14 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
vijay sells a cupboard at n2 % below cost price . had he got rs . n1 more , he would have made a profit of n2 % . what is the cost price of the cupboard ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n1 , #3 )
n0 liters of a mixture is created by mixing liquid p and liquid q in the ratio n1 : n2 . how many liters of liquid q must be added to make the ratio n3 : n4 ?	add ( n3 , n4 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #0 , #4 ) | divide ( #6 , n3 ) | multiply ( n4 , #7 ) | divide ( #8 , #0 ) | subtract ( #9 , #5 )
vijay sells a cupboard at n2 % below cost price . had he got rs . n1 more , he would have made a profit of n2 % . what is the cost price of the cupboard ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n1 , #3 )
in a class , n0 students pass in english and n1 students in maths , while some students among these pass in both . how many students do only english as compared to those doing only maths ?	subtract ( n0 , n1 )
the average age of a group of n0 students is n1 years . if n2 more students join the group , the average age rises by n3 year . the average age of the new students is :	add ( n1 , n3 ) | multiply ( n0 , n1 ) | multiply ( #0 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n1 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
in covering a distance of n0 km , abhay takes n1 hours more than sameer . if abhay doubles his speed , then he would take n2 hour less than sameer . abhay ' s speed is :	add ( n1 , n2 ) | divide ( n0 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad ?	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
if ( a - b - c + d = n0 ) and ( a + b - c - d = n1 ) , what is the value of ( b - d ) ^ n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n1 , #1 ) | power ( #2 , n2 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
n0 has been divided into n1 parts such that half of the first part , one - third of the second part and one - fourth of the third part are equal . the largest part is ?	multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( #2 , const_2 )
p runs n0 % faster than q so p gives q a n1 meter head start . if the race ends in a tie , how far ( in meters ) did p run in the race ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a cistern which could be filled in n0 hours takes one hour more to be filled owing to a leak in its bottom . if the cistern is full in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
when you multiply a number by n0 and then subtract n1 , the result is the same as if you first subtracted n2 from the same number and then multiplied by n3 . what is the number ?	multiply ( n2 , n3 ) | subtract ( n3 , n0 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
mr . karan borrowed a certain amount at n0 % per annum simple interest for n2 years . after n2 years , he returned rs . n3 / - . find out the amount that he borrowed .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n3 , #2 )
if the area of a square with sides of length n1 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
to asphalt n0 km road , n1 men spent n2 days working n3 hours per day . how many days , n4 men will spend to asphalt a road of n5 km working n6 hours a day ?	multiply ( n1 , n2 ) | multiply ( n4 , n6 ) | multiply ( n3 , #0 ) | multiply ( n5 , #2 ) | divide ( #3 , #1 )
a n0 meter long train running at the speed of n1 kmph crosses another train running in the opposite direction at the speed of n2 kmph in n3 seconds . what is the lenght of other train .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
to asphalt n0 km road , n1 men spent n2 days working n3 hours per day . how many days , n4 men will spend to asphalt a road of n5 km working n6 hours a day ?	multiply ( n1 , n2 ) | multiply ( n4 , n6 ) | multiply ( n3 , #0 ) | multiply ( n5 , #2 ) | divide ( #3 , #1 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a pet store holds cats and dogs . if the difference between the number of cats and the number of dogs is n0 . what could be the ratio of cats to dogs in the pet store ?	multiply ( n0 , const_4 ) | add ( n0 , #0 ) | divide ( #0 , #1 )
a person bought n0 glass bowls at a rate of rs . n1 per bowl . he sold n2 of them at rs . n3 and the remaining broke . what is the percentage gain for a ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
anil had to do a multiplication . instead of taking n0 as one of the multipliers , he took n1 . as a result , the product went up by n2 . what is the new product ?	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_100 , const_4 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | add ( #4 , const_100 )
if two girls starting from same point , walking in the opposite directions with n2 km / hr and n1 km / hr as average speeds respectively . then the distance between them after n2 hours is ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad ?	divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
a can finish a work in n0 days and b can do same work in half the time taken by a . then working together , what part of same work they can finish in a day ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 )
a cistern which could be filled in n0 hours takes one hour more to be filled owing to a leak in its bottom . if the cistern is full in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
if p and q are positive integers each greater than n4 , and n1 ( p + n4 ) = n3 ( q + n4 ) , what is the least possible value of p + q ?	add ( n1 , n3 ) | subtract ( #0 , const_2 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if x and y are integers such that | y + n3 | no_ascii_76 n3 and n2 y no_ascii_77 n3 x + n4 = n5 , what is the least possible value r of the product xy ?	add ( n0 , n0 ) | negate ( #0 ) | multiply ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
p runs n0 % faster than q so p gives q a n1 meter head start . if the race ends in a tie , how far ( in meters ) did p run in the race ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
a train moves at average speed of n0 kmph reaches its destination on time . what its average speed becomes n1 kmph , then it reaches its destination n2 late . find the length of the journey ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 ) | multiply ( n0 , #3 )
in a box of n0 pens , a total of n2 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
in covering a distance of n0 km , abhay takes n1 hours more than sameer . if abhay doubles his speed , then he would take n2 hour less than sameer . abhay ' s speed is :	add ( n1 , n2 ) | divide ( n0 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
p , q and r can do a work in n0 , n1 and n2 days respectively . they completed the work and got rs . n3 . what is the share of q and r respectively ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( const_100 , const_100 ) | divide ( #1 , n0 ) | add ( n1 , #3 ) | add ( n2 , #4 ) | divide ( #0 , #5 ) | add ( #6 , #2 )
find large number from below question the difference of n0 no . ' s is n1 . on dividing the larger no . by the smaller , we get n2 as quotient and the n3 as remainder ?	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
in a restaurant , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_100 ) | add ( #3 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
if a ^ n5 + b ^ n5 = n3 and ab = n3 , what is the value of the expression ( a - b ) ^ n5 + ( a + b ) ^ n5 ?	sqrt ( n2 ) | multiply ( #0 , const_10 ) | add ( #1 , const_3 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n6 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
the average age of n0 men is increased by years when two of them whose ages are n1 years and n2 years are replaced by two new men . the average age of the two new men is	add ( n1 , n2 ) | multiply ( n0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
the chance of rain on any given day in tel - aviv is n0 % . what is the probability a that it rained in tel - aviv on exactly n1 out of n2 randomly chosen days ?	choose ( n2 , n1 ) | divide ( const_1 , const_2 ) | power ( #1 , n1 ) | power ( #1 , const_2 ) | multiply ( #2 , #3 ) | inverse ( #4 ) | divide ( #0 , #5 )
golu started from his house towards north . after covering a distance of n0 km . he turned towards left and covered a distance of n1 km . what is the shortest distance now from his house ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
if in a certain code ` ` range ' ' is coded as n0 and ` ` random ' ' is coded as n1 . then the code for the word ` ` gone ' ' would be	divide ( const_1000 , const_2 ) | divide ( n0 , const_3 ) | add ( #0 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
a person bought n0 glass bowls at a rate of rs . n1 per bowl . he sold n2 of them at rs . n3 and the remaining broke . what is the percentage gain for a ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
we bought a total of n0 books at the store . math books cost $ n1 and history books cost $ n2 . the total price was $ n3 . how many math books did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | subtract ( n0 , #1 )
n0 students appeared at an examination . n1 of them secured n2 marks more than the other one and hismarks was n3 % of the sum of their marks . find the marks obtained by them are ?	multiply ( n2 , const_100 ) | subtract ( const_100 , n3 ) | subtract ( n3 , #1 ) | divide ( #0 , #2 ) | multiply ( n3 , #3 )
a fruit seller sells mangoes at the rate of rs . n2 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a sum was put a simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a cube of edge n0 cm is cut into cubes of each edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to	surface_cube ( n1 ) | surface_cube ( n0 ) | divide ( #0 , #1 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a can finish a work in n0 days and b can do same work in half the time taken by a . then working together , what part of same work they can finish in a day ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
there are n0 teams in a certain league and each team plays each of the other teams exactly twice . if each game is played by n1 teams , what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a man sells a car to his friend at n0 % loss . if the friend sells it for rs . n1 and gains n2 % , the original c . p . of the car was :	add ( n2 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
there are n0 pairs of socks and n1 socks are worn from that such that the pair of socks worn are not of the same pair . what is the number of pair that can be formed .	choose ( n0 , n1 ) | add ( #0 , #0 )
a can finish a work in n0 days and b can do same work in half the time taken by a . then working together , what part of same work they can finish in a day ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | add ( #0 , #1 )
the number of boxes in a warehouse can be divided evenly into n0 equal shipments by boat or n1 equal shipments by truck . what is the smallest number of boxes that could be in the warehouse ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 )
a boatman goes n0 km against the current of the stream in n2 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be required to fill the same tank if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
what is the least possible value of expression e = ( x - n0 ) ( x - n1 ) ( x - n2 ) ( x - n3 ) + n4 for real values of x ?	add ( n0 , n4 ) | add ( n2 , n3 ) | subtract ( #0 , #1 )
if n0 x + y + z = n1 , n2 x - y - z = n3 x + y - z = n4 for integers of x , y and z , find x = ?	divide ( n1 , n0 )
calculate how much time could be saved if the train would run at its usual speed , given that it ran at n0 / n1 of its own speed and got to its destination in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_60 ) | subtract ( #1 , #3 ) | divide ( #4 , const_60 ) | reminder ( #4 , const_60 ) | divide ( #6 , const_100 ) | floor ( #5 ) | add ( #7 , #8 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n5 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
the ratio of ducks and frogs in a pond is n0 : n1 respectively . the average number of ducks and frogs in the pond is n2 . what is the number of frogs in the pond ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 )
a works thrice as much as b . if a takes n0 days less than b to do a work then find the number of days it would take to complete the work if both work together ?	subtract ( const_3 , const_1 ) | divide ( n0 , #0 ) | inverse ( #1 ) | multiply ( #1 , const_3 ) | inverse ( #3 ) | add ( #4 , #2 ) | inverse ( #5 )
a sum was put a simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a pet store holds cats and dogs . if the difference between the number of cats and the number of dogs is n0 . what could be the ratio of cats to dogs in the pet store ?	multiply ( n0 , const_4 ) | add ( n0 , #0 ) | divide ( #0 , #1 )
ravi and sunil are partners in a business . ravi invests rs . n0 , n1 for n2 months and sunil invested rs . n3 for n4 months then after one year ratio of their profits will be	multiply ( const_3 , const_4 ) | multiply ( n3 , const_2 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_100 ) | multiply ( const_4.0 , #4 ) | divide ( #5 , #2 )
a sports equipment store sold ping pong rackets for a total of $ n0 . if the average ( arithmetic mean ) price of a pair of rackets is $ n1 , how many pairs were sold ?	divide ( n0 , n1 )
ravi and sunil are partners in a business . ravi invests rs . n0 , n1 for n2 months and sunil invested rs . n3 for n4 months then after one year ratio of their profits will be	multiply ( const_3 , n1 ) | multiply ( n3 , const_2 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_100 ) | multiply ( n1 , #4 ) | divide ( #5 , #2 )
there are n2 cities numbered n1 to n2 . from how many cities the flight can start so as to reach the city n3 either directly or indirectly such that the path formed is divisible by n4 .	subtract ( n0 , const_1 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a no_ascii_30 sophie germain no_ascii_79 prime is any positive prime number p for which n0 p + n1 is also prime . the product of all the possible units digits of sophie germain primes greater than n2 is	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #0 , #2 ) | add ( #3 , #0 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | add ( #4 , #0 ) | subtract ( #4 , const_10 ) | multiply ( n0 , #7 ) | subtract ( #6 , const_10 ) | add ( n1 , #9 ) | multiply ( #8 , #10 ) | multiply ( #0 , #12 ) | subtract ( #11 , #1 ) | multiply ( #13 , #14 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a restaurant , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_100 ) | add ( #3 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
if a ^ n5 + b ^ n5 = n2 and ab = n3 , what is the value of the expression ( a - b ) ^ n5 + ( a + b ) ^ n5 ?	sqrt ( n2 ) | multiply ( #0 , const_10 ) | add ( #1 , const_3 )
if n5 + n1 + n6 + . . . + n = n ( n + n5 ) , then n6 ( n5 + n6 + n7 + . . . . + n8 ) = ?	add ( n8 , n0 ) | subtract ( n8 , n0 ) | divide ( #1 , n1 ) | multiply ( n8 , #0 ) | add ( #2 , n0 ) | divide ( #3 , n1 ) | multiply ( #4 , #2 ) | subtract ( #5 , #6 ) | multiply ( #7 , n2 )
a man can row a boat at n0 kmph in still water and the speed of the stream is n1 kmph . what is then time taken to row a distance of n2 km down the stream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
for a positive integer n , if n2 ^ n is a factor of n4 ! , but n2 ^ n + n3 is not a factor of n4 ! , what is the value of n ?	multiply ( n0 , n0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n3 )
find the probability that a number selected from numbers n0 , n1 , n2 , . . . , n3 is a prime number , when each of the given numbers is equally likely to be selected ?	multiply ( n2 , const_5 ) | divide ( #0 , n3 )
how many seconds will it take for a car that is traveling at a constant rate of n0 miles per hour to travel a distance of n1 yards ? ( n3 mile = n3 , n4 yards )	add ( n0 , n0 ) | divide ( n0 , const_3600 ) | subtract ( #0 , const_4 ) | multiply ( #2 , const_10 ) | multiply ( #1 , #3 ) | divide ( n1 , #4 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
courtyard n0 meters long n1 meters wide is to be paved exactly with square tiles , all of the same size . what is the largest size of the tile which could be used for the purpose ?	multiply ( n0 , n1 ) | multiply ( #0 , const_3 ) | add ( #1 , const_10 )
if the price of gasoline increases by n0 % and a driver intends to spend only n1 % more on gasoline , by how much percent should the driver reduce the quantity of gasoline that he buys ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a regular n0 sided area is inscribed in a circle . if a and b are adjacent vertices of the pentagon and o is the center of the circle , what is the value of no_ascii_33 oab ?	divide ( const_360 , n0 ) | subtract ( const_180 , #0 ) | divide ( #1 , const_2 )
the two lines y = x and x = - n0 intersect on the coordinate plane . what is the value of the area of the figure formed by the intersecting lines and the x - axis ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 )
we bought a total of n0 books at the store . math books cost $ n1 and history books cost $ n2 . the total price was $ n3 . how many math books did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | subtract ( n0 , #1 )
the average age of a group of n people is n0 years old . one more person aged n1 joins the group and the new average is n2 years old . what is the value of n ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
we bought a total of n0 books at the store . math books cost $ n1 and history books cost $ n2 . the total price was $ n3 . how many math books did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | subtract ( n0 , #1 )
a train is moving at n0 / n1 of its usual speed . the train is n2 minutes too late . what is the usual time ( in hours ) for the train to complete the journey ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | inverse ( #2 ) | multiply ( #3 , #1 ) | divide ( #4 , const_60 )
workers decided to raise rs . n0 lacs by equal contribution from each . had they contributed rs . n1 eachextra , the contribution would have been rs . n2 lacs . how many workers were they ?	subtract ( n2 , n0 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 )
rs . n0 is divided so that n1 times the first share , n2 times the n3 nd share and fifteen times third share amount to the same . what is the value of the second share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
david completes a piece of work in n0 days , john completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 )
ravi and sunil are partners in a business . ravi invests rs . n4 , n1 for n2 months and sunil invested rs . n3 for n4 months then after one year ratio of their profits will be	multiply ( const_3 , n1 ) | multiply ( n3 , const_2 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_100 ) | multiply ( n1 , #4 ) | divide ( #5 , #2 )
the sides of a cube measures n0 cm . if the surface area of the cube is the same as a ball , what is the radius of the ball ? round to the nearest whole number .	surface_cube ( n0 ) | divide ( #0 , const_4 ) | divide ( #1 , const_pi ) | sqrt ( #2 ) | floor ( #3 )
when a = x + ( n5 / x ) and b = x - ( n5 / x ) , ( n5 ^ a ^ n5 ) / ( n5 ^ b ^ n5 ) = ?	multiply ( n0 , const_2 ) | add ( #0 , #0 ) | power ( n0 , #1 )
n6 / n1 of all married couples have more than one child . n2 / n5 of all married couples have more than n6 children . what fraction of all married couples have n5 or n6 children ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 )
a seller of used cars has n0 cars to sell and each of his clients selected n1 cars that he liked most . if each car was selected exactly thrice , how many clients visited the garage ?	divide ( n0 , n1 ) | multiply ( #0 , const_3 )
vijay sells a cupboard at n2 % below cost price . had he got rs . n1 more , he would have made a profit of n2 % . what is the cost price of the cupboard ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n1 , #3 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a cube of edge n2 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
when a = x + ( n1 / x ) and b = x - ( n1 / x ) , ( n5 ^ a ^ n5 ) / ( n5 ^ b ^ n5 ) = ?	multiply ( n0 , n0 ) | add ( #0 , #0 ) | power ( n0 , #1 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
a number when divided by a divisor leaves a remainder of n0 . when twice the original number is divided by the same divisor , the remainder is n1 . what is the value of the divisor ?	add ( n0 , n1 )
the average age of a group of n people is n0 years old . one more person aged n1 joins the group and the new average is n2 years old . what is the value of n ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a plot abcd is as shown in figure , where af = n0 m , ce = n1 m , ed = n2 m , ae = n3 m . find the area of the plot abcd ?	subtract ( n3 , n0 ) | triangle_area ( n0 , n1 ) | triangle_area ( n2 , n3 ) | add ( #1 , #2 ) | multiply ( n1 , #0 ) | add ( #3 , #4 )
if a coin has an equal probability of landing heads up or tails up each time it is flipped , what is the probability that the coin will land tails up exactly twice in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | multiply ( n0 , #1 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
if x and y are integers such that | y + n3 | no_ascii_76 n3 and n2 y no_ascii_77 n3 x + n4 = n5 , what is the least possible value e of the product xy ?	add ( n0 , n0 ) | negate ( #0 ) | multiply ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
the population of locusts in a certain swarm doubles every two hours . if n0 hours ago there were n1 locusts in the swarm , in approximately how many hours will the swarm population exceed n2 locusts ?	divide ( const_10 , const_2 ) | multiply ( #0 , const_2 )
the milk level in a rectangular box measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of milk must be removed ? ( n3 cu ft = n4 gallons )	divide ( n3 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
in a box of n0 pens , a total of n2 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
suresh and ramesh started a business investing rs . n0 , n5 and rs . n2 , n5 respectively . out of total profit of rs . n4 , n5 , what is ramesh ' s share ?	add ( const_2 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | subtract ( #3 , #0 ) | multiply ( #4 , #6 ) | multiply ( #3 , #4 ) | multiply ( #5 , #4 ) | add ( #8 , #9 ) | divide ( #7 , #10 ) | multiply ( #11 , #9 )
if both n0 ^ n7 and n5 ^ n5 are factors of the number a * n4 ^ n5 * n6 ^ n7 * n8 ^ n9 , then what is the smallest possible value of a ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
a waitress ' s income consists of her salary and tips . during one week , her tips were n0 / n1 of her salary . what fraction of her income for the week came from tips ?	add ( n0 , n1 ) | divide ( n0 , #0 )
if a truck is traveling at a constant rate of n0 kilometers per hour , how many seconds will it take the truck to travel a distance of n1 meters ? ( n2 kilometer = n3 meters )	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
a candidate appearing for an examination has to secure n0 % marks to pass paper i . but he secured only n1 marks and failed by n2 marks . what is the maximum mark for paper i ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a person bought n0 glass bowls at a rate of rs . n1 per bowl . he sold n2 of them at rs . n3 and the remaining broke . what is the percentage gain for a ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a waitress ' s income consists of her salary and tips . during one week , her tips were n0 / n1 of her salary . what fraction of her income for the week came from tips ?	add ( n0 , n1 ) | divide ( n0 , #0 )
when magnified n0 , n1 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n2 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , const_1000 )
if a ( k ) = ( k + n2 ) ^ n1 , and k = n2 , what is the value of a ( a ( a ( a ( k ) ) ) ) ?	add ( n0 , n0 ) | power ( #0 , n1 ) | add ( n0 , #1 ) | power ( #2 , n1 ) | add ( n0 , #3 ) | power ( #4 , n1 ) | add ( n0 , #5 ) | power ( #6 , n1 )
the two lines y = x and x = - n0 intersect on the coordinate plane . what is the value of the area of the figure formed by the intersecting lines and the x - axis ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
a cubical tank is filled with water to a level of n0 feet . if the water in the tank occupies n1 cubic feet , to what fraction of its capacity is the tank filled with water ?	divide ( n1 , const_10 ) | divide ( n0 , #0 )
in shop there are n0 bulbs , a total of n2 are defective . if a customer buys n2 bulbs selected at random from the box , what is the probability that neither bulbs will be defective ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( #0 , n0 ) | subtract ( #1 , #2 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
a ferry can transport n0 tons of vehicles . automobiles range in weight from n1 , n2 to n3 , n4 pounds . what is the greatest number of automobiles that can be loaded onto the ferry ?	add ( const_100 , const_1000 ) | multiply ( n0 , const_2 ) | add ( #0 , const_100 ) | multiply ( #1 , const_1000 ) | add ( #2 , const_100 ) | add ( #4 , const_100 ) | add ( #5 , const_100 ) | add ( #6 , const_100 ) | divide ( #3 , #7 )
a rectangular grassy plot n0 m . by n1 m has a gravel path n2 m wide all round it on the inside . find the cost of gravelling the path at n3 paise per sq . metre	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
if there are only n0 wheelers and n2 wheelers parked in a school located at the heart of the city , find the number of n2 wheelers parked there if the total number of wheels is n3 ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
on the number line , the number p is twice as many units from - n3 as - n3 is from n2 . if p is less than no_ascii_77 n3 , what is the value of p ?	negate ( n2 ) | subtract ( n0 , #0 ) | multiply ( #1 , n0 ) | subtract ( #0 , #2 )
when tossed , a certain coin has equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land on the same side each time ?	power ( const_2 , n0 ) | divide ( const_1 , #0 )
n3 numbers which are co - prime to each other are such that the product of the first two is n1 and that of the last two is n2 . the sum of the n3 numbers is :	gcd ( n1 , n2 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | add ( #1 , #0 ) | add ( #3 , #2 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
a boatman goes n4 km against the current of the stream in n4 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively . if they cross each other in n2 seconds , what is the ratio of their speeds ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a sum was put a simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a boatman goes n1 km against the current of the stream in n1 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
a chemical supply company has n0 liters of a n1 % hno n3 solution . how many liters of pure undiluted hno n3 must the chemists add so that the resultant solution is a n4 % solution ?	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
how many seconds will it take for a car that is traveling at a constant rate of n0 miles per hour to travel a distance of n1 yards ? ( n3 mile = n3 , n4 yards )	add ( n0 , n0 ) | divide ( n0 , const_3600 ) | subtract ( #0 , const_4 ) | multiply ( #2 , const_10 ) | multiply ( #1 , #3 ) | divide ( n1 , #4 )
the ratio of ducks and frogs in a pond is n0 : n1 respectively . the average number of ducks and frogs in the pond is n2 . what is the number of frogs in the pond ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to $ n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
r is the set of positive even integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( const_4 , const_1 )
in measuring the sides of a rectangle , one side is taken n0 % in excess and the other n1 % in deficit . find the error percent in the area , calculate from the those measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n1 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
suraj has a certain average of runs for n0 innings . in the n4 th innings he scores n2 runs thereby increasing his average by n3 runs . what is his average after the n4 th innings ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
a sports equipment store sold ping pong rackets for a total of $ n0 . if the average ( arithmetic mean ) price of a pair of rackets is $ n1 , how many pairs were sold ?	divide ( n0 , n1 )
there are n0 teams in a certain league and each team plays each of the other teams exactly twice . if each game is played by n1 teams , what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the number of boxes in a warehouse can be divided evenly into n0 equal shipments by boat or n1 equal shipments by truck . what is the smallest number of boxes that could be in the warehouse ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
p runs n0 % faster than q so p gives q a n1 meter head start . if the race ends in a tie , how far ( in meters ) did p run in the race ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | add ( n1 , #1 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n1 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
a cubical tank is filled with water to a level of n0 feet . if the water in the tank occupies n1 cubic feet , to what fraction of its capacity is the tank filled with water ?	divide ( n1 , const_10 ) | divide ( n0 , #0 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of hydrogen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
anand and deepak started a business investing rs . n0 , n1 and rs . n2 , n3 respectively . out of a total profit of rs . n4 , n5 , deepak no_ascii_32 s share is _____	add ( const_2 , const_3 ) | multiply ( const_2 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | multiply ( #3 , const_100 ) | multiply ( #5 , #3 ) | multiply ( #3 , #7 ) | multiply ( #7 , const_3 ) | multiply ( #7 , const_2 ) | add ( #9 , #10 ) | add ( #6 , #11 ) | multiply ( #9 , const_3 ) | add ( #12 , #4 ) | add ( #14 , #8 ) | add ( #13 , #5 ) | add ( #16 , #17 ) | divide ( #16 , #18 ) | multiply ( #15 , #19 ) | subtract ( #20 , #10 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
find the average marks of all the students in n0 separate classes , if the average marks of students in the first class of n1 students is n2 and that of another class of n3 students is n4	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
pipes a and b can fill a tank in n0 and n2 hours . pipe c can empty it in n2 hours . if all pipes are opened together , then the tank will be filled in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
a man is walking at a speed of n2 km per hour . after every kilometre , he takes rest for n2 minutes . how much time will be take to cover a distance of n2 kilometres ?	divide ( n1 , n0 ) | multiply ( n1 , const_4 ) | speed ( const_60 , const_1 ) | multiply ( #0 , #2 ) | add ( #3 , #1 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
if k and w are the dimensions of a rectangle that has area n0 and if k and w are integers such that k > w , what is the total number of possible values of k ?	multiply ( const_1 , const_3 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a boatman goes n0 km against the current of the stream in n2 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
if both n0 ^ n7 and n5 ^ n4 are factors of the number a * n4 ^ n5 * n6 ^ n7 * n8 ^ n9 , then what is the smallest possible value of a ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
there is n0 % increase in an amount in n1 years at s . i . what will be the c . i . of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
a sports equipment store sold ping pong rackets for a total of $ n0 . if the average ( arithmetic mean ) price of a pair of rackets is $ n1 , how many pairs were sold ?	divide ( n0 , n1 )
we bought a total of n0 books at the store . math books cost $ n1 and history books cost $ n2 . the total price was $ n3 . how many math books did we buy ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | subtract ( n0 , #1 )
to asphalt n0 km road , n1 men spent n2 days working n3 hours per day . how many days , n4 men will spend to asphalt a road of n5 km working n6 hours a day ?	multiply ( n1 , n2 ) | multiply ( n4 , n6 ) | multiply ( n3 , #0 ) | multiply ( n5 , #2 ) | divide ( #3 , #1 )
a sum was put a simple interest at a certain rate for n1 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
the chance of rain on any given day in tel - aviv is n0 % . what is the probability q that it rained in tel - aviv on exactly n1 out of n2 randomly chosen days ?	choose ( n2 , n1 ) | divide ( const_1 , const_2 ) | power ( #1 , n1 ) | power ( #1 , const_2 ) | multiply ( #2 , #3 ) | inverse ( #4 ) | divide ( #0 , #5 )
what is the product of all the possible values of x if x ^ n5 ( x + n5 ) + n2 x ( x + n5 ) + n4 ( x + n5 ) = n6 ?	negate ( n0 ) | subtract ( n2 , n4 ) | multiply ( #0 , #1 ) | subtract ( n2 , #1 ) | multiply ( #2 , #3 )
the chance of rain on any given day in tel - aviv is n0 % . what is the probability e that it rained in tel - aviv on exactly n1 out of n2 randomly chosen days ?	choose ( n2 , n1 ) | divide ( const_1 , const_2 ) | power ( #1 , n1 ) | power ( #1 , const_2 ) | multiply ( #2 , #3 ) | inverse ( #4 ) | divide ( #0 , #5 )
in a restaurant , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_100 ) | add ( #3 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
the average age of n0 men is increased by years when two of them whose ages are n1 years and n2 years are replaced by two new men . the average age of the two new men is	add ( n1 , n2 ) | multiply ( n0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
the floor of a rectangular room is n0 m long and n1 m wide . the room is surrounded by a veranda of width n2 m on all its sides . the area of the veranda is :	multiply ( n2 , n2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 )
the total population of city a and city b is n0 more than the total population of city b and city c . how much lesser is the population in city c as compared to city a ?	divide ( n0 , const_1 )
a sum was put a simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
two trains are moving in opposite directions @ n0 kmph and n1 kmph . their length are n2 km and n3 km . the time taken by the slower train to cross faster train in second is ?	add ( n2 , n3 ) | add ( const_100.0 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
if ajay completes a certain work in n0 days and vijay can complete the same work in n1 days , find the time in which the work will be completed if both ajay and vijay work together .	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a cube of edge n0 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
a number when divided by a divisor leaves a remainder of n0 . when twice the original number is divided by the same divisor , the remainder is n1 . what is the value of the divisor ?	add ( n0 , n1 )
workers decided to raise rs . n0 lacs by equal contribution from each . had they contributed rs . n1 eachextra , the contribution would have been rs . n2 lacs . how many workers were they ?	subtract ( n2 , n0 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
a number when divided by a divisor leaves a remainder of n0 . when twice the original number is divided by the same divisor , the remainder is n1 . what is the value of the divisor ?	add ( n0 , n1 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
the profit earned by selling an article for $ n0 is equal to the loss incurred when the same article is sold for $ n1 . what should be the sale price for making n2 % profit ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
in what ratio should a variety of wheat costing rs . n0 per kg be mixed with another variety of wheat costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	divide ( n2 , n0 ) | add ( n2 , #0 ) | divide ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #3 , #1 )
on the number line , the number p is twice as many units from - n3 as - n3 is from n2 . if p is less than no_ascii_77 n3 , what is the value of p ?	negate ( n2 ) | subtract ( n0 , #0 ) | multiply ( #1 , n0 ) | subtract ( #0 , #2 )
workers decided to raise rs . n0 lacs by equal contribution from each . had they contributed rs . n1 eachextra , the contribution would have been rs . n2 lacs . how many workers were they ?	subtract ( n2 , n0 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 )
when tossed , a certain coin has equal probability of landing on either side . if the coin is tossed n1 times , what is the probability that it will land on either side all n1 times ?	power ( const_2 , const_4.0 ) | divide ( const_1 , #0 )
mr . john used to purchase certain number of mangoes for $ n0 since the price of mangoes is reduced by n1 % he got n2 more mangoes today . find the original price of n3 mangoes .	divide ( const_1 , n1 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( n3 , #4 )
if n4 a no_ascii_77 n6 b no_ascii_77 n6 c = n3 and no_ascii_67 n4 a - no_ascii_67 ( n6 b + n6 c ) = n7 , what is the value of a + b + c ?	subtract ( n3 , n7 ) | subtract ( #0 , n7 ) | subtract ( #1 , n2 ) | subtract ( #2 , n2 ) | subtract ( #3 , const_1 ) | subtract ( #4 , n0 ) | subtract ( #5 , const_1 ) | add ( n2 , #6 ) | subtract ( #7 , n0 ) | subtract ( #8 , n7 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n1 ^ n2 germs , equally divided among n3 petri dishes . how many germs live happily in a single dish ?	power ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
there are n0 pairs of socks and n1 socks are worn from that such that the pair of socks worn are not of the same pair . what is the number of pair that can be formed .	choose ( n0 , n1 ) | add ( #0 , #0 )
n2 / n1 of all married couples have more than one child . n2 / n3 of all married couples have more than n6 children . what fraction of all married couples have n5 or n6 children ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
how many seconds will it take for a car that is traveling at a constant rate of n0 miles per hour to travel a distance of n1 yards ? ( n3 mile = n3 , n4 yards )	add ( n0 , n0 ) | divide ( n0 , const_3600 ) | subtract ( #0 , const_4 ) | multiply ( #2 , const_10 ) | multiply ( #1 , #3 ) | divide ( n1 , #4 )
if x and y are integers such that | y + n3 | no_ascii_76 n3 and n2 y no_ascii_77 n3 x + n4 = n5 , what is the least possible value q of the product xy ?	add ( n0 , n0 ) | negate ( #0 ) | multiply ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
a seller of used cars has n0 cars to sell and each of his clients selected n1 cars that he liked most . if each car was selected exactly thrice , how many clients visited the garage ?	divide ( n0 , n1 ) | multiply ( #0 , const_3 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
mr . karan borrowed a certain amount at n0 % per annum simple interest for n2 years . after n2 years , he returned rs . n3 / - . find out the amount that he borrowed .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n3 , #2 )
riya and priya set on a journey . riya moves eastward at a speed of n0 kmph and priya moves westward at a speed of n1 kmph . how far will be priya from riya after n2 minutes	add ( n0 , n1 ) | speed ( #0 , const_60 ) | multiply ( n2 , #1 )
a and b can do a work in n0 days and n1 days respectively . a starts the work and b joins him after n2 days . in how many days can they complete the remaining work ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | add ( n0 , #3 ) | subtract ( #4 , const_3 )
ravi and sunil are partners in a business . ravi invests rs . n4 , n1 for n2 months and sunil invested rs . n3 for n4 months then after one year ratio of their profits will be	multiply ( const_3 , n1 ) | multiply ( n3 , const_2 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_100 ) | multiply ( n1 , #4 ) | divide ( #5 , #2 )
a cube of edge n2 cm is imersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in waer level .	multiply ( n0 , n1 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be required to fill the same tank if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
a seller of used cars has n0 cars to sell and each of his clients selected n1 cars that he liked most . if each car was selected exactly thrice , how many clients visited the garage ?	divide ( n0 , n1 ) | multiply ( #0 , const_3 )
in a school with n0 classes , each class has n1 students less than the previous class . how many students are there in the largest class if the total number of students at school is n2 ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | add ( #2 , #6 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
n0 liters of a mixture is created by mixing liquid p and liquid q in the ratio n3 : n2 . how many liters of liquid q must be added to make the ratio n3 : n4 ?	add ( n3 , n4 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #0 , #4 ) | divide ( #6 , n3 ) | multiply ( n4 , #7 ) | divide ( #8 , #0 ) | subtract ( #9 , #5 )
a man can do a piece of work in n0 days , but with the help of his son , he can finish it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
r is the set of positive even integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( const_4 , const_1 )
if there are only n0 wheelers and n2 wheelers parked in a school located at the heart of the city , find the number of n2 wheelers parked there if the total number of wheels is n3 ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom it takes n1 hours to fill the tank . in what time the leak alone can empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
if ( a - b - c + d = n0 ) and ( a + b - c - d = n1 ) , what is the value of ( b - d ) ^ n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n1 , #1 ) | power ( #2 , n2 )
a boatman goes n0 km against the current of the stream in n2 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
a man ' s age is n0 % of what it was n5 years ago , but n2 x n3 / n4 % of what it will be after n5 years . what is his present age ?	divide ( n0 , const_100 ) | subtract ( #0 , const_1 ) | divide ( n1 , #1 ) | add ( n1 , #2 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
john was n0 years old when he married betty . they just celebrated their fifth wedding anniversary , and betty ' s age is now n1 / n2 of john ' s . how old is betty ?	add ( n0 , const_4 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 %	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a man sells a car to his friend at n0 % loss . if the friend sells it for rs . n1 and gains n2 % , the original c . p . of the car was :	add ( n2 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
the two lines y = x and x = - n0 intersect on the coordinate plane . what is the value of the area of the figure formed by the intersecting lines and the x - axis ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad ?	divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
at what price must an book costing $ n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
r is the set of positive even integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( const_4 , const_1 )
if the price of gasoline increases by n0 % and a driver intends to spend only n1 % more on gasoline , by how much percent should the driver reduce the quantity of gasoline that he buys ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a sports equipment store sold ping pong rackets for a total of $ n0 . if the average ( arithmetic mean ) price of a pair of rackets is $ n1 , how many pairs were sold ?	divide ( n0 , n1 )
on the number line , the number p is twice as many units from - n3 as - n3 is from n3 . if p is less than no_ascii_77 n3 , what is the value of p ?	negate ( n0 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #0 , #2 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
if the operation @ is defined for all a and b by the equation a @ b = ( a ^ n2 * b ) * n3 , then n2 @ ( n3 @ - n4 ) =	subtract ( n2 , n1 )
if both n0 ^ n7 and n5 ^ n4 are factors of the number a * n4 ^ n5 * n6 ^ n7 * n8 ^ n9 , then what is the smallest possible value of a ?	multiply ( n0 , n7 ) | multiply ( n4 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
if both n7 ^ n7 and n5 ^ n4 are factors of the number a * n4 ^ n5 * n6 ^ n7 * n8 ^ n9 , then what is the smallest possible value of a ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a boatman can row n0 km downstream in n3 hr . if the speed of the current is n2 km / hr , then find in what time he will be able to cover n3 km upstream ?	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( n1 , #2 )
it takes n0 hours for tim to mow the lawn . linda can mow the same lawn in n1 hours . how long will it take john and linda , work together , to mow the lawn ?	multiply ( n0 , const_60 ) | multiply ( n1 , const_60 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
the total circumference of two circles is n0 . if the first circle has a circumference that is exactly twice the circumference of the second circle , then what is the approximate sum of their two radii ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | add ( #1 , #3 ) | divide ( #4 , const_2 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and four times the third share amount to the same . what is the value of the second share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( const_4.0 , #2 )
a good train n0 metres long is running at a speed of n1 km / hr . if it crosses a tunnel in n2 minute , then the length of the tunnel ( in meters ) is :	add ( const_1 , const_4 ) | divide ( const_60 , const_3 ) | add ( #0 , const_60 ) | multiply ( #2 , #1 ) | subtract ( #3 , n0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
in a school with n0 classes , each class has n1 students less than the previous class . how many students are there in the largest class if the total number of students at school is n2 ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | add ( #2 , #6 )
irin , ingrid and nell bake chocolate chip cookies in the ratio of n0 : n1 : n2 . if altogether they baked a batch of n3 cookies , what percent of the cookies did irin bake ?	add ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | divide ( #3 , n3 ) | multiply ( #4 , const_100 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
john was n0 years old when he married betty . they just celebrated their fifth wedding anniversary , and betty ' s age is now n1 / n2 of john ' s . how old is betty ?	add ( n0 , const_4 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 )
a garrison of n0 men had a provision for n1 days . after n2 days n3 persons re - enforcement leave the garrison . find the number of days for which the remaining ration will be sufficient ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n3 )
a chemical supply company has n0 liters of a n1 % hno n3 solution . how many liters of pure undiluted hno n3 must the chemists add so that the resultant solution is a n4 % solution ?	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( const_2 , const_3 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . find the sum .	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
if ( a - b - c + d = n0 ) and ( a + b - c - d = n1 ) , what is the value of ( b - d ) ^ n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n1 , #1 ) | power ( #2 , n2 )
a boatman goes n0 km against the current of the stream in n2 hour and goes n2 km along the current in n3 minutes . how long will it take to go n4 km in stationary water ?	divide ( n0 , n0 ) | divide ( n2 , n3 ) | multiply ( #1 , const_60 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n4 , #4 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
a no_ascii_30 sophie germain no_ascii_79 prime is any positive prime number p for which n0 p + n1 is also prime . the product of all the possible units digits of sophie germain primes greater than n2 is	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #0 , #2 ) | add ( #3 , #0 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | add ( #4 , #0 ) | subtract ( #4 , const_10 ) | multiply ( n0 , #7 ) | subtract ( #6 , const_10 ) | add ( n1 , #9 ) | multiply ( #8 , #10 ) | multiply ( #0 , #12 ) | subtract ( #11 , #1 ) | multiply ( #13 , #14 )
a and b can do a work in n0 days and n1 days respectively . a starts the work and b joins him after n2 days . in how many days can they complete the remaining work ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | add ( n0 , #3 ) | subtract ( #4 , const_3 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
the ratio of ducks and frogs in a pond is n0 : n1 respectively . the average number of ducks and frogs in the pond is n2 . what is the number of frogs in the pond ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 )
suraj has a certain average of runs for n0 innings . in the n4 th innings he scores n2 runs thereby increasing his average by n3 runs . what is his average after the n4 th innings ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
in a restaurant , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_100 ) | add ( #3 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
john completes a piece of work in n0 days , rose completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
in a group of n0 boys & n2 girls a committee of n2 persons is to be formed . in how many different ways can it be done so that the committee has at least n3 girl ?	add ( n0 , n1 ) | factorial ( n1 ) | factorial ( n0 ) | factorial ( const_2 ) | factorial ( #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #1 ) | divide ( #4 , #5 ) | divide ( #2 , #6 ) | subtract ( #7 , #8 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , const_1 ) | subtract ( n3 , const_1 ) | subtract ( #1 , #0 ) | divide ( #2 , const_2 ) | add ( n0 , #3 )
it takes n0 days to fill a laboratory dish with bacteria . if the size of the bacteria doubles each day , how long did it take for the bacteria to fill one sixteenth of the dish ?	subtract ( n0 , const_4 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
the current in a river is n0 mph . a boat can travel n1 mph in still water . how far up the river can the boat travel if the round trip is to take n2 hours ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
find large number from below question the difference of two no . ' s is n0 . on dividing the larger no . by the smaller , we get n1 as quotient and the n2 as remainder ?	subtract ( n0 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
one man traveled a distance of n0 km in n3 hrs . he traveled partly on footat n2 km / hr and partly on bicycle ta n3 km / hr . the distance traveled on foot is ?	add ( n1 , n1 ) | subtract ( #0 , n2 ) | add ( #1 , const_2 )
in what time will two trains cross each other completely , which are running on the same parallel lines in opposite directions , each n0 m in length both trains running with a speed of n1 kmph ?	add ( n0 , n0 ) | add ( n1 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a train n0 m long is running with a speed of n1 kmph . in what will it pass a car whose speed at n2 kmph in the direction opposite to that in which the train is going	divide ( n0 , const_1000 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
n0 liters of a mixture is created by mixing liquid p and liquid q in the ratio n1 : n2 . how many liters of liquid q must be added to make the ratio n3 : n4 ?	add ( n3 , n4 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #0 , #4 ) | divide ( #6 , n3 ) | multiply ( n4 , #7 ) | divide ( #8 , #0 ) | subtract ( #9 , #5 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio q of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
in a school with n0 classes , each class has n1 students less than the previous class . how many students are there in the largest class if the total number of students at school is n2 ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | add ( #2 , #6 )
when magnified n0 , n1 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n2 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , n0 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a cube of edge n2 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
john completes a piece of work in n0 days , rose completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the average mark obtained by n0 candidates in an examination is n1 . the average of the first n2 is n3 while the last n6 is n5 . the marks obtained by the n6 th candidate is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
if a truck is traveling at a constant rate of n0 kilometers per hour , how many seconds will it take the truck to travel a distance of n1 meters ? ( n2 kilometer = n3 meters )	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to $ n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the average weight of a , b , c is n0 kg . the avgwgt of a & b be n1 kg & that of b , c be n2 kg . find the wgt of b .	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
the total circumference of two circles is n0 . if the first circle has a circumference that is exactly twice the circumference of the second circle , then what is the approximate sum of their two radii ?	divide ( n0 , const_3 ) | divide ( #0 , const_3 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | add ( #1 , #3 ) | divide ( #4 , const_2 )
a train moves at average speed of n0 kmph reaches its destination on time . what its average speed becomes n1 kmph , then it reaches its destination n2 late . find the length of the journey ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_60 ) | multiply ( n0 , #3 )
the ratio of ducks and frogs in a pond is n0 : n1 respectively . the average number of ducks and frogs in the pond is n2 . what is the number of frogs in the pond ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 )
a cistern which could be filled in n0 hours takes one hour more to be filled owing to a leak in its bottom . if the cistern is full in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
how many minutes will it take for a car that is traveling at a constant rate of n0 miles per hour to travel a distance of n1 yards ? ( n3 mile = n3 , n4 yards )	add ( const_3 , const_4 ) | multiply ( const_2 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | add ( #2 , #3 ) | add ( #4 , const_1000 ) | divide ( n1 , #5 ) | multiply ( #6 , const_60 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
ravi and sunil are partners in a business . ravi invests rs . n0 , n1 for n2 months and sunil invested rs . n3 for n4 months then after one year ratio of their profits will be	multiply ( const_3 , const_4 ) | multiply ( n3 , const_2 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_100 ) | multiply ( n1 , #4 ) | divide ( #5 , #2 )
if the price of gasoline increases by n0 % and a driver intends to spend only n1 % more on gasoline , by how much percent should the driver reduce the quantity of gasoline that he buys ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
in covering a distance of n0 km , abhay takes n1 hours more than sameer . if abhay doubles his speed , then he would take n2 hour less than sameer . abhay ' s speed is :	add ( n1 , n2 ) | divide ( n0 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
a candidate appearing for an examination has to secure n0 % marks to pass paper i . but he secured only n1 marks and failed by n2 marks . what is the maximum mark for paper i ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
the profit earned by selling an article for $ n0 is equal to the loss incurred when the same article is sold for $ n1 . what should be the sale price for making n2 % profit ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
john completes a piece of work in n0 days , rose completes the same work in n1 days . if both of them work together , then the number of days required to complete the work is ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively . if they cross each other in n2 seconds , what is the ratio of their speeds ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
suraj has a certain average of runs for n0 innings . in the n4 th innings he scores n2 runs thereby increasing his average by n3 runs . what is his average after the n4 th innings ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
find the value of n4 / n1 no_ascii_62 [ ( n9 + n9 / n4 ) ( n9 + n9 / n7 ) no_ascii_6 no_ascii_6 no_ascii_6 no_ascii_6 . ( n9 + n9 / n10 ) ] is ?	add ( n2 , n10 ) | divide ( #0 , n1 )
in a shop , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
mr . karan borrowed a certain amount at n0 % per annum simple interest for n2 years . after n2 years , he returned rs . n3 / - . find out the amount that he borrowed .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n3 , #2 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_43 b ) = n4 / n5 find p ( b | a ) ?	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
suresh and ramesh started a business investing rs . n0 , n5 and rs . n2 , n5 respectively . out of total profit of rs . n4 , n5 , what is suresh ' s share ?	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | multiply ( #3 , const_100 ) | multiply ( #3 , const_4 ) | add ( #6 , const_2 ) | multiply ( #2 , #5 ) | multiply ( #4 , #5 ) | multiply ( #7 , #5 ) | add ( #9 , #10 ) | divide ( #8 , #11 ) | multiply ( #12 , #9 )
the total marks obtained by a student in mathematics and physics is n1 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
six bells commence tolling together and toll at intervals of n0 , n1 , n2 , n3 , n4 and n5 seconds respectively . in n6 m n7 nutes , how many times do they toll together ?	add ( n0 , const_3 ) | multiply ( n0 , #0 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n4 ) | divide ( n4 , #5 )
a rectangular grassy plot n0 m . by n1 m has a gravel path n2 m wide all round it on the inside . find the cost of gravelling the path at n3 paise per sq . metre	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
a class is n0 meters n1 centimeters in length and n2 meters n3 centimeters in width . find the least number of square tiles of equal size required to cover the entire floor of the class room ?	add ( n1 , n1 ) | multiply ( n0 , const_100 ) | multiply ( n2 , const_100 ) | add ( n1 , #1 ) | add ( n3 , #2 ) | multiply ( #0 , #0 ) | multiply ( #3 , #4 ) | divide ( #6 , #5 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
a train is moving at n0 / n1 of its usual speed . the train is n2 minutes too late . what is the usual time ( in hours ) for the train to complete the journey ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | inverse ( #2 ) | multiply ( #3 , #1 ) | divide ( #4 , const_60 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ?	add ( n0 , n0 ) | add ( const_1 , const_2 ) | multiply ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_3600 ) | divide ( #5 , const_1000 )
the two lines y = x and x = - n0 intersect on the coordinate plane . what is the value of the area of the figure formed by the intersecting lines and the x - axis ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
in the junior basketball league there are n0 teams , n1 / n2 of them are bad and no_ascii_49 are rich . what ca n ' t be the number of teams that are rich and bad ?	divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
there are n0 pairs of socks and n1 socks are worn from that such that the pair of socks worn are not of the same pair . what is the number of pair that can be formed .	choose ( n0 , n1 ) | add ( #0 , #0 )
what will be the ratio between the area of a rectangle and the area of a triangle with one of the sides of the rectangle as base and a vertex on the opposite side of the rectangle ?	rectangle_area ( const_1 , const_1 ) | triangle_area ( #0 , #0 ) | divide ( #0 , #1 )
r is the set of positive odd integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
a military camp has a food reserve for n0 personnel for n1 days . if after n2 days n3 more personnel are added to the camp , find the number of days the reserve will last for ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , const_3 )
r is the set of positive odd integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
the milk level in a rectangular box measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of milk must be removed ? ( n3 cu ft = n4 gallons )	divide ( n3 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
a n0 meter long train running at the speed of n1 kmph crosses another train running in the opposite direction at the speed of n2 kmph in n3 seconds . what is the lenght of other train .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
if each digit in the set a = { n0 , n1 , n2 , n3 , n4 , n5 , n6 } is used exactly once , in how many ways can the digits be arranged ?	factorial ( n5 )
joe drives n0 miles at n1 miles per hour , and then he drives the next n2 miles at n3 miles per hour . what is his average speed for the entire trip in miles per hour ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
a man can do a piece of work in n0 days , but with the help of his son , he can finish it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
two men started from the same place walk at the rate of n0 kmph and n1 kmph respectively . what time will they take to be n2 km apart , if they walk in the same direction ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
michael earns $ n0 per hour for the first n1 hours he works per week , and twice this rate for overtime . if michael earned $ n2 last week , how many hours did he work ?	multiply ( n0 , const_2 ) | divide ( n1 , #0 ) | add ( n1 , #1 )
rs . n0 is divided so that n1 times the first share , thrice the n2 nd share and six times the third share amount to the same . what is the value of the third share ?	add ( n1 , n2 ) | add ( #0 , const_3 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
if a ^ n5 + b ^ n5 = n2 and ab = n3 , what is the value of the expression ( a - b ) ^ n5 + ( a + b ) ^ n5 ?	sqrt ( n2 ) | multiply ( #0 , const_10 ) | add ( #1 , const_3 )
f ( x ) is a function such that f ( x ) + n0 f ( n1 - x ) = x for all real numbers x . find the value of f ( n2 ) .	multiply ( n0 , n0 ) | multiply ( #0 , const_2 ) | subtract ( const_1 , #0 ) | subtract ( n2 , #1 ) | divide ( #3 , #2 )
in covering a distance of n0 km , abhay takes n1 hours more than sameer . if abhay doubles his speed , then he would take n2 hour less than sameer . abhay ' s speed is :	add ( n1 , n2 ) | divide ( n0 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
in a class of n0 students , n1 take chorus , n2 take band , and n3 take both chorus and band . how many students in the class are not enrolled in either chorus or band ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 . the amount invested by y is	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
a pump can fill a tank with water in n0 hours . because of a leak , it took n1 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a cistern which could be filled in n0 hours takes one hour more to be filled owing to a leak in its bottom . if the cistern is full in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a sum was put a simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . the sum is :	divide ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
a cube of edge n0 cm is immersed completely in a rectangular vessel containing water . if the dimensions of the base of vessel are n1 cm * n2 cm , find the rise in water level ?	multiply ( n1 , n2 ) | volume_cube ( n0 ) | divide ( #1 , #0 )
n3 / n1 of all married couples have more than one child . n5 / n3 of all married couples have more than n6 children . what fraction of all married couples have n5 or n6 children ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 )
find the probability that a number selected from numbers n0 , n1 , n2 , . . . , n3 is a prime number , when each of the given numbers is equally likely to be selected ?	multiply ( n2 , const_5 ) | divide ( #0 , n3 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n2 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
the profit earned by selling an article for $ n0 is equal to the loss incurred when the same article is sold for $ n1 . what should be the sale price for making n2 % profit ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
joe drives n0 miles at n1 miles per hour , and then he drives the next n2 miles at n3 miles per hour . what is his average speed for the entire trip in miles per hour ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
if both n0 ^ n7 and n5 ^ n5 are factors of the number a * n4 ^ n5 * n6 ^ n7 * n8 ^ n9 , then what is the smallest possible value of a ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
if n5 + n1 + n6 + . . . + n = n ( n + n5 ) , then n6 ( n5 + n6 + n7 + . . . . + n8 ) = ?	add ( n8 , n0 ) | subtract ( n8 , n0 ) | divide ( #1 , n1 ) | multiply ( n8 , #0 ) | add ( #2 , n0 ) | divide ( #3 , n1 ) | multiply ( #4 , #2 ) | subtract ( #5 , #6 ) | multiply ( #7 , n2 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
a no_ascii_30 sophie germain no_ascii_79 prime is any positive prime number p for which n0 p + n1 is also prime . the product of all the possible units digits of sophie germain primes greater than n2 is	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #0 , #2 ) | add ( #3 , #0 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | add ( #4 , #0 ) | subtract ( #4 , const_10 ) | multiply ( n0 , #7 ) | subtract ( #6 , const_10 ) | add ( n1 , #9 ) | multiply ( #8 , #10 ) | multiply ( #0 , #12 ) | subtract ( #11 , #1 ) | multiply ( #13 , #14 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
a cistern which could be filled in n0 hours takes one hour more to be filled owing to a leak in its bottom . if the cistern is full in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
the number of boxes in a warehouse can be divided evenly into n0 equal shipments by boat or n1 equal shipments by truck . what is the smallest number of boxes that could be in the warehouse ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , const_3 )
there is a sufficient food for n0 men for n1 days after n2 days n3 men leave the place . for how many days will the rest of the food last for the rest of the men ?	subtract ( n1 , n2 ) | multiply ( #0 , const_2 )
one year ago , the ratio of roonie no_ascii_32 s and ronaldo no_ascii_32 s age was n0 : n3 respectively . n2 years hence , this ratio would become n3 : n4 . how old is ronaldo ?	add ( n2 , const_1 ) | multiply ( n1 , n1 ) | multiply ( n0 , n4 ) | multiply ( n4 , #0 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | multiply ( n1 , #6 ) | divide ( #7 , #5 ) | add ( #8 , const_1 )
the average of the n4 numbers is n1 . if one of the numbers is multiplied by n5 , the average of the numbers increases to n3 . which of the n4 numbers is multiplied by n5 ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a ferry can transport n0 tons of vehicles . automobiles range in weight from n1 , n2 to n3 , n4 pounds . what is the greatest number of automobiles that can be loaded onto the ferry ?	add ( const_100 , const_1000 ) | multiply ( n0 , const_2 ) | add ( #0 , const_100 ) | multiply ( #1 , const_1000 ) | add ( #2 , const_100 ) | add ( #4 , const_100 ) | add ( #5 , const_100 ) | add ( #6 , const_100 ) | divide ( #3 , #7 )
a candidate appearing for an examination has to secure n1 % marks to pass paper i . but he secured only n1 marks and failed by n2 marks . what is the maximum mark for paper i ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n2 ) / n1 . what is the sum of odd all the integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
the number of boxes in a warehouse can be divided evenly into n0 equal shipments by boat or n1 equal shipments by truck . what is the smallest number of boxes that could be in the warehouse ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
in a school with n0 classes , each class has n1 students less than the previous class . how many students are there in the largest class if the total number of students at school is n2 ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | add ( #2 , #6 )
a chemical supply company has n0 liters of a n1 % hno n3 solution . how many liters of pure undiluted hno n3 must the chemists add so that the resultant solution is a n4 % solution ?	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
a and b can do a work in n0 days and n1 days respectively . a starts the work and b joins him after n2 days . in how many days can they complete the remaining work ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | add ( n0 , #3 ) | subtract ( #4 , const_3 )
a man sells a car to his friend at n0 % loss . if the friend sells it for rs . n1 and gains n2 % , the original c . p . of the car was :	add ( n2 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
r is the set of positive odd integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 )
a certain number of men complete a piece of work in n0 days . if there were n1 men more , the work could be finished in n2 days less . how many men were originally there ?	subtract ( n0 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n2 )
mr . karan borrowed a certain amount at n0 % per annum simple interest for n2 years . after n2 years , he returned rs . n3 / - . find out the amount that he borrowed .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n3 , #2 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if n5 + n1 + n6 + . . . + n = n ( n + n5 ) , then n6 ( n5 + n6 + n7 + . . . . + n8 ) = ?	add ( n8 , const_1 ) | subtract ( n8 , const_1 ) | divide ( #1 , const_2 ) | multiply ( n8 , #0 ) | add ( #2 , const_1 ) | divide ( #3 , const_2 ) | multiply ( #4 , #2 ) | subtract ( #5 , #6 ) | multiply ( #7 , const_3 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
if p and t are positive integers such that p > t > n0 , what is the remainder when n1 p no_ascii_62 n2 p + t + n3 t no_ascii_62 n4 pt is divided by n5 ?	subtract ( n4 , n2 )
a train is moving at n0 / n1 of its usual speed . the train is n2 minutes too late . what is the usual time ( in hours ) for the train to complete the journey ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #0 ) | inverse ( #2 ) | multiply ( #3 , #1 ) | divide ( #4 , const_60 )
two trains running in opposite directions cross a man standing on the platform in n0 seconds and n1 seconds respectively . if they cross each other in n2 seconds , what is the ratio of their speeds ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
if ( a - b - c + d = n0 ) and ( a + b - c - d = n1 ) , what is the value of ( b - d ) ^ n2 ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | subtract ( n1 , #1 ) | power ( #2 , const_2 )
suraj has a certain average of runs for n0 innings . in the n4 th innings he scores n2 runs thereby increasing his average by n3 runs . what is his average after the n4 th innings ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
n0 , or n1 ^ n4 , is the first perfect square that begins with two n4 s . what is the sum of the digits of the next perfect square to begin with two n4 s ?	add ( n2 , n2 ) | multiply ( const_12 , const_4 ) | subtract ( const_12 , const_2 ) | multiply ( #2 , #2 ) | subtract ( #1 , const_1 ) | multiply ( #3 , #2 ) | multiply ( #3 , const_2 ) | power ( #4 , n2 ) | multiply ( #5 , const_2 ) | add ( #8 , #6 ) | subtract ( #7 , #9 ) | add ( #0 , #10 )
when magnified n2 , n1 times by an electron microscope , the image of a certain circular piece of tissue has a diameter of n2 centimeter . the actual diameter of the tissue , in centimeters , is	divide ( n1 , n0 )
john was n0 years old when he married betty . they just celebrated their fifth wedding anniversary , and betty ' s age is now n1 / n2 of john ' s . how old is betty ?	add ( n0 , const_4 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 )
a n0 metres long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 seconds . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
the floor of a rectangular room is n0 m long and n1 m wide . the room is surrounded by a veranda of width n2 m on all its sides . the area of the veranda is :	multiply ( n2 , n2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 )
a man can do a piece of work in n0 days , but with the help of his son , he can do it in n1 days . in what time can the son do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
there is n0 % increase in an amount in n1 years at s . i . what will be the c . i . of rs . n2 , n3 after n4 years at the same rate ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #0 , const_100 ) | add ( #2 , const_1 ) | multiply ( #3 , n3 ) | add ( #1 , #5 ) | multiply ( #4 , #4 ) | multiply ( #4 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #6 )
a man is walking at a speed of n0 km per hour . after every kilometre , he takes rest for n2 minutes . how much time will be take to cover a distance of n2 kilometres ?	divide ( n1 , n0 ) | multiply ( n1 , const_4 ) | speed ( const_60 , const_1 ) | multiply ( #0 , #2 ) | add ( #3 , #1 )
if w is the set of all the integers between n0 and n1 , inclusive , that are either multiples of n2 or multiples of n3 or multiples of both , then w contains how many numbers ?	multiply ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #1 , n3 ) | divide ( #1 , n2 ) | divide ( #1 , #0 ) | floor ( #3 ) | floor ( #4 ) | add ( #2 , #5 ) | subtract ( #7 , #6 )
suraj has a certain average of runs for n0 innings . in the n4 th innings he scores n2 runs thereby increasing his average by n3 runs . what is his average after the n4 th innings ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
if x and y are integers such that | y + n3 | no_ascii_76 n3 and n2 y no_ascii_77 n3 x + n4 = n5 , what is the least possible value w of the product xy ?	add ( n0 , n0 ) | negate ( #0 ) | multiply ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #1 )
the sides of a cube measures n0 cm . if the surface area of the cube is the same as a ball , what is the radius of the ball ? round to the nearest whole number .	surface_cube ( n0 ) | divide ( #0 , const_4 ) | divide ( #1 , const_pi ) | sqrt ( #2 ) | floor ( #3 )
if p and q are positive integers each greater than n4 , and n1 ( p + n4 ) = n3 ( q + n4 ) , what is the least possible value of p + q ?	add ( n1 , n3 ) | subtract ( #0 , const_2 )
if a coin has an equal probability of landing heads up or tails up each time it is flipped , what is the probability that the coin will land heads up exactly once in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | multiply ( n0 , #1 )
at present the ratio between the ages of arun and deepak is n0 : n1 . after n2 years , arun ' s age will be n3 years . what is the age of deepak at present ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
a gets n2 times as much money as b gets , b gets only rs . n1 more then what c gets . the n2 gets rs . n3 in all . find the share of b ?	add ( n1 , n3 ) | add ( n0 , const_1 ) | add ( #1 , const_1 ) | divide ( #0 , #2 )
if ( a - b - c + d = n0 ) and ( a + b - c - d = n1 ) , what is the value of ( b - d ) ^ n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n1 , #1 ) | power ( #2 , n2 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
a rectangular grassy plot n0 m . by n1 m has a gravel path n2 m wide all round it on the inside . find the cost of gravelling the path at n3 paise per sq . metre	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
average weight of n4 boys in a class is n1 kgs . the average weight of the class of n2 students is n3 kgs . what is the average weight of the n4 girls in the class ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_10 )
irin , ingrid and nell bake chocolate chip cookies in the ratio of n0 : n1 : n2 . if altogether they baked a batch of n3 cookies , what percent of the cookies did nell bake ?	add ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | divide ( #3 , n3 ) | multiply ( #4 , const_100 )
vijay sells a cupboard at n2 % below cost price . had he got rs . n1 more , he would have made a profit of n2 % . what is the cost price of the cupboard ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n1 , #3 )
if w is n1 percent less than u , u is n1 percent less than y , and z is n2 percent less than y , then z is greater than w by what percent of w ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , const_100 ) | divide ( const_1 , #6 ) | subtract ( #7 , const_100 )
there are n0 teams in a certain league and each team plays each of the other teams exactly twice . if each game is played by n1 teams , what is the total number of games played ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
in an objective competitive exam , a correct answer score n0 marks and on a wrong answer n1 marks are negatively added . a student scores n2 marks from n3 question . how many answers were correct ?	add ( n0 , n1 ) | multiply ( n3 , const_2 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
let exp ( m , n ) = m to the power n . if exp ( n0 , m ) = n exp ( n1 ) where m and n are integers then n = ___ ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | divide ( #0 , #1 )
the average age of n0 men is increased by years when two of them whose ages are n1 years and n2 years are replaced by two new men . the average age of the two new men is	add ( n1 , n2 ) | multiply ( n0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , #1 )
a person bought n0 glass bowls at a rate of rs . n1 per bowl . he sold n2 of them at rs . n3 and the remaining broke . what is the percentage gain for a ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a candidate appearing for an examination has to secure n1 % marks to pass paper i . but he secured only n1 marks and failed by n2 marks . what is the maximum mark for paper i ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
students at a school were on average n0 cm tall . the average female height was n1 cm , and the average male height was n2 cms . what was the ratio s of men to women ?	subtract ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a small island country of n0 people has an emigration and immigration statistic per n1 persons of n2 and n3 respectively . how long will it take for the population to be half of its current number .	divide ( n0 , const_2 ) | divide ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 )
in a certain store , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , approximately what percentage of the selling price is the profit	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
a train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the same direction in which the train is going	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the difference between two parallel sides of a trapezium is n0 cm . perpendicular distance between them is n1 cm . if the area of the trapezium is n2 cm n3 find the lengths of the parallel side	multiply ( n2 , const_2 ) | divide ( #0 , n1 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #3 , const_4 ) | multiply ( #4 , const_100 ) | add ( #3 , #5 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
in a box of n0 pencils , a total of n1 are defective . if a customer buys n2 pencils selected at random from the box , what is the probability that neither pencils will be defective ?	factorial ( n2 ) | factorial ( n0 ) | subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #2 , n2 ) | factorial ( #6 ) | multiply ( #5 , #0 ) | divide ( #1 , #8 ) | multiply ( #7 , #0 ) | divide ( #4 , #10 ) | divide ( #11 , #9 )
a candidate appearing for an examination has to secure n0 % marks to pass paper i . but he secured only n1 marks and failed by n2 marks . what is the maximum mark for paper i ?	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
n0 liters of a mixture is created by mixing liquid p and liquid q in the ratio n3 : n2 . how many liters of liquid q must be added to make the ratio n3 : n4 ?	add ( n3 , n4 ) | add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #0 , #4 ) | divide ( #6 , n3 ) | multiply ( n4 , #7 ) | divide ( #8 , #0 ) | subtract ( #9 , #5 )
at present the ratio between the ages of arun and deepak is n0 : n1 . after n2 years , arun ' s age will be n3 years . what is the age of deepak at present ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
in the third grade of windblown school there are n0 students , one third of them failed the math test and n1 / n2 failed that literature test . at least how many students failed both tests ?	divide ( n0 , const_3 ) | divide ( n0 , n2 ) | min ( #0 , #1 )
in what ratio should a variety of rice costing rs . n0 per kg be mixed with another variety of rice costing rs . n1 per kg to obtain a mixture costing rs . n2 per kg ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 )
the sides of a rectangular field are in the ratio n0 : n1 . if the area of the field is n2 sq . m , the cost of fencing the field @ n3 paise per metre is	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | rectangle_perimeter ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
the banker no_ascii_21 no_ascii_15 no_ascii_38 s discount of a certain sum of money is rs . n0 and the true discount on the same sum for the same time is rs . n1 . the sum due is	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
mr . john used to purchase certain number of mangoes for $ n0 since the price of mangoes is reduced by n1 % he got n2 more mangoes today . find the original price of n3 mangoes .	divide ( const_1 , n1 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( n3 , #4 )
there are n0 pairs of socks and n1 socks are worn from that such that the pair of socks worn are not of the same pair . what is the number of pair that can be formed .	choose ( n0 , n1 ) | add ( #0 , #0 )
if n0 ( p ' s capital ) = n1 ( q ' s capital ) = n2 ( r ' s capital ) , then out of the total profit of rs n3 , r will receive	add ( n0 , const_1 ) | add ( n2 , #0 ) | add ( n2 , #1 ) | add ( n1 , #2 ) | divide ( n1 , #3 ) | multiply ( n3 , #4 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be required to fill the same tank if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
when tossed , a certain coin has equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land once on heads and twice tails ?	power ( const_2 , n0 ) | divide ( const_1 , #0 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
if there are only n0 wheelers and n2 wheelers parked in a school located at the heart of the city , find the number of n2 wheelers parked there if the total number of wheels is n3 ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
if a coin has an equal probability of landing heads up or tails up each time it is flipped , what is the probability that the coin will land tails up exactly once in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , const_3 ) | multiply ( n0 , #1 )
in a school with n0 classes , each class has n1 students less then the previous class . how many students are there in the largest class if the total number of students at school is n2 ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | add ( #2 , #6 )
workers decided to raise rs . n0 lacs by equal contribution from each . had they contributed rs . n1 eachextra , the contribution would have been rs . n2 lacs . how many workers were they ?	subtract ( n2 , n0 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 )
calculate how much time could be saved if the train would run at its usual speed , given that it ran at n0 / n1 of its own speed and got to its destination in n2 hours ?	divide ( n0 , n1 ) | multiply ( n2 , const_60 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_60 ) | subtract ( #1 , #3 ) | divide ( #4 , const_60 ) | reminder ( #4 , const_60 ) | divide ( #6 , const_100 ) | floor ( #5 ) | add ( #7 , #8 )
if x is the sum of first n1 positive even integers and y is the sum of first n1 positive odd integers , what is the value of x - y ? please try to explain your answers	multiply ( n0 , const_1 )
sam invested rs . n0 @ n1 % per annum for one year . if the interest is compounded half - yearly , then the amount received by sam at the end of the year will be ?	divide ( n1 , const_2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | power ( #2 , const_2 ) | multiply ( n0 , #3 )
if the area of a square with sides of length n1 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
the milk level in a rectangular box measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of milk must be removed ? ( n3 cu ft = n4 gallons )	divide ( n3 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
a seller of used cars has n0 cars to sell and each of his clients selected n1 cars that he liked most . if each car was selected exactly thrice , how many clients visited the garage ?	divide ( n0 , n1 ) | multiply ( #0 , const_3 )
the ration of the father no_ascii_32 s age to his son no_ascii_32 s age is n0 : n1 . the product of their ages is n2 . the ratio of their ages after n3 years will be :	multiply ( n0 , n1 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n3 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
the ratio of ducks and frogs in a pond is n0 : n1 respectively . the average number of ducks and frogs in the pond is n2 . what is the number of frogs in the pond ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 )
a and b can do a work in n0 hours and n1 hours respectively . a starts the work at n2 am and they work alternately for one hour each . when will the work be completed ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_2 )
a boat takes n0 minutes less to travel n1 miles downstream than to travel the same distance upstream . if the speed of the boat in still water is n2 mph , the speed of the stream is	divide ( n0 , const_60 ) | power ( n2 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_2 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | subtract ( #7 , #4 ) | divide ( #8 , const_2 )
if two girls starting from same point , walking in the opposite directions with n0 km / hr and n1 km / hr as average speeds respectively . then the distance between them after n2 hours is ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
a chemical supply company has n0 liters of a n1 % hno n3 solution . how many liters of pure undiluted hno n3 must the chemists add so that the resultant solution is a n4 % solution ?	divide ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
he total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
the floor of a rectangular room is n0 m long and n1 m wide . the room is surrounded by a veranda of width n2 m on all its sides . the area of the veranda is :	multiply ( n2 , n2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 )
two trains running in opposite directions cross a pole placed on the platform in n0 seconds and n1 seconds respectively . if they cross each other in n2 seconds , what is the ratio of their speeds ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
john was n0 years old when he married betty . they just celebrated their fifth wedding anniversary , and betty ' s age is now n1 / n2 of john ' s . how old is betty ?	add ( n0 , const_4 ) | divide ( n1 , n2 ) | multiply ( #0 , #1 )
the milk level in a rectangular box measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of milk must be removed ? ( n3 cu ft = n4 gallons )	divide ( n3 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
in a rectangular coordinate system , what is the area of a triangle whose vertices have the coordinates ( n5 , n1 ) , ( n4 , n5 ) , and ( n4 , - n5 ) ?	triangle_area ( n0 , n2 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a powder tin has a square base with side n2 cm and height n3 cm . another tin has a circular base with diameter n2 cm and height n3 cm . the difference in their capacities is :	divide ( n0 , const_2 ) | volume_rectangular_prism ( n0 , n0 , n1 ) | volume_cylinder ( #0 , n1 ) | subtract ( #1 , #2 )
at present the ratio between the ages of arun and deepak is n0 : n1 . after n2 years , arun ' s age will be n3 years . what is the age of deepak at present ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 )
mr . john used to purchase certain number of mangoes for $ n0 since the price of mangoes is reduced by n1 % he got n2 more mangoes today . find the original price of n3 mangoes .	divide ( const_1 , n1 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( n3 , #4 )
the price of n0 chairs is equal to that of n1 tables . the price of n2 chairs and n3 tables together is rs . n4 . the total price of n5 chairs and n6 tables is :	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n6 , #3 ) | multiply ( #0 , #3 ) | multiply ( n5 , #5 ) | add ( #4 , #6 )
a man can do a piece of work in n0 days , but with the help of his daughter , he can do it in n1 days . in what time can his daughter do it alone ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a n0 meter long train running at the speed of n1 kmph crosses another train running in the opposite direction at the speed of n2 kmph in n3 seconds . what is the lenght of other train .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
r is the set of positive even integers less than n0 , and s is the set of the squares of the integers in r . how many elements does the intersection of r and s contain ?	subtract ( const_4 , const_1 )
he total marks obtained by a student in physics , chemistry and mathematics is n0 more than the marks obtained by him in physics . what is the average mark obtained by him in chemistry and mathematics ?	divide ( n0 , const_2 )
if the price of gasoline increases by n0 % and a driver intends to spend only n1 % more on gasoline , by how much percent should the driver reduce the quantity of gasoline that he buys ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
if in a certain code ` ` range ' ' is coded as n0 and ` ` random ' ' is coded as n1 . then the code for the word ` ` rand ' ' would be	reminder ( n1 , const_100 ) | subtract ( n1 , #0 ) | divide ( #1 , const_100 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
mr . karan borrowed a certain amount at n0 % per annum simple interest for n2 years . after n2 years , he returned rs . n3 / - . find out the amount that he borrowed .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n3 , #2 )
if the area of a square with sides of length n0 centimeters is equal to the area of a rectangle with a width of n1 centimeters , what is the length of the rectangle , in centimeters ?	power ( n0 , const_2 ) | divide ( #0 , n1 )
if a truck is traveling at a constant rate of n0 kilometers per hour , how many seconds will it take the truck to travel a distance of n1 meters ? ( n2 kilometer = n3 meters )	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3600 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
two trains each n0 m in length are running on the same parallel lines in opposite directions with the speed of n1 kmph and n2 kmph respectively . in what time will they cross each other completely ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
water consists of hydrogen and oxygen , and the approximate ratio , by mass , of hydrogen to oxygen is n0 : n1 . approximately how many grams of oxygen are there in n2 grams of water ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
a n0 m long train running at the speed of n1 kmph crosses another train running in opposite direction at the speed of n2 kmph in n3 second . what is the length of the other train ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
the average of n0 st n4 of n2 numbers is n3 and of the last n4 are n5 . if the sum of the first and the last number is n6 . what is the last numbers ?	multiply ( n1 , n3 ) | subtract ( n6 , n3 ) | add ( n1 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , n3 )
a man sells a car to his friend at n0 % loss . if the friend sells it for rs . n1 and gains n2 % , the original c . p . of the car was :	add ( n2 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #2 )
a and b can do a work in n0 days and n1 days respectively . a starts the work and b joins him after n2 days . in how many days can they complete the remaining work ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 ) | add ( n0 , #3 ) | subtract ( #4 , const_3 )
the average age of a group of n people is n0 years old . one more person aged n1 joins the group and the new average is n2 years old . what is the value of n ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
rahul can do a work in n0 days while rajesh can do the same work in n1 days . both of them finish the work together and get $ n2 . what is the share of rahul ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 )
the difference between c . i . and s . i . on an amount of rs . n0 , n1 for n2 years is rs . n3 . what is the rate of interest per annum ?	sqrt ( n2 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
a box contains n0 black , n1 red and n2 green marbles . n3 marbles are drawn from the box at random . what is the probability that all the three marbles are of the same color ?	add ( n1 , n2 ) | add ( n1 , n3 ) | add ( const_10 , n1 ) | add ( #1 , const_10 ) | multiply ( n2 , #2 ) | add ( #0 , #3 ) | divide ( #5 , #4 )
the h . c . f . of two numbers is n0 and the other two factors of their l . c . m . are n1 and n2 . the larger of the two numbers is :	multiply ( n0 , n2 )
the total marks obtained by a student in mathematics and physics is n0 and his score in chemistry is n1 marks more than that in physics . find the average marks scored in mathamatics and chemistry together .	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a box of n0 pens , a total of n1 are defective . if a customer buys n2 pens selected at random from the box , what is the probability that neither pen will be defective ?	subtract ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #4 )
if a person walks at n3 km / hr instead of n1 km / hr , he would have walked n2 km more . the distance traveled by him if he walked at n3 km / hr ?	subtract ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( n1 , #1 )
a student was asked to find n2 / n3 of a number . but the student divided the number by n2 / n3 , thus the student got n4 more than the correct answer . find the number .	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | divide ( #5 , #0 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the perimeter of an equilateral triangle is n0 . if one of the sides of the equilateral triangle is the side of an isosceles triangle of perimeter n1 , then how long is the base of isosceles triangle ?	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
at sandi no_ascii_32 s pet shop , n0 cups of bird seed are used every n1 days to feed n2 parakeets . how many cups of bird seed would be required to feed n3 parakeets for n4 days ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n4 , #0 ) | divide ( #2 , #1 )
there are n0 giraffes at a large zoo . the number of giraffes is n1 times the number of all the other animals combined . how many more giraffes are there than non giraffes animals at the zoo ?	divide ( n0 , n1 ) | divide ( #0 , const_10 ) | subtract ( n0 , #1 )
a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the addition of the maximum and minimum possible values of ' a + b ' ?	add ( n0 , n0 ) | add ( n1 , n1 ) | subtract ( #0 , #1 )
in a class of n0 children , n1 % children can speak only english , n2 % hindi and english both and the rest of the children can speak only hindi . how many children can speak hindi ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( #2 , #1 )
pipe p can fill a tank in n0 hours , pipe q in n1 hours and pipe r in n2 hours . if all the pipes are open , in how many hours will the tank be filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
a and b enter into a partnership . a contributed rs . n0 for n1 months and b rs . n2 for n3 months . find a ' s share in a total profit of rs . n4 .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #0 , #2 ) | multiply ( n4 , #3 )
ram covers a part of the journey at n4 kmph and the balance at n1 kmph taking total of n2 hours to cover the distance of n3 km . how many hours has been driving at n4 kmph ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
the water level in a rectangular swimming pool measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of water must be removed ? ( n3 cu ft = n4 gallons )	add ( const_10 , const_2 ) | divide ( n2 , #0 ) | volume_rectangular_prism ( n0 , n1 , #1 ) | multiply ( n4 , #2 )
the current of a stream runs at the rate of n0 kmph . a boat goes n1 km and back to the starting point in n2 hours , then find the speed of the boat in still water ?	power ( n0 , n2 ) | divide ( #0 , n2 )
a cyclist bikes x distance at n0 miles per hour and returns over the same path at n1 miles per hour . what is the cyclist ' s average rate for the round trip in miles per hour ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the average weight of n0 oarsmen in a boat is increased by n1 kg when one of the crew , who weight n2 kg is replaced by a new man . find the weight of the new man .	multiply ( n0 , n1 ) | add ( n2 , #0 )
average expenditure of a person for the first n0 days of a week is rs . n1 and for the next n2 days is rs . n3 . average expenditure of the man for the whole week is :	add ( n0 , n2 ) | subtract ( n3 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | add ( n1 , #3 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
for each color copy , print shop x charges $ n0 and print shop y charges $ n1 . how much greater is the charge for n2 color copies at print shop y than at print shop x ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
the sum of the numbers is n0 . if the ratio between the first and the second be n1 : n2 and that between the second and third be n3 : n4 , then find the second number ?	lcm ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | multiply ( n0 , #0 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
let the least number of n0 digits , which when divided by n1 , n2 and n3 leaves in each case the same remainder of n4 , be n . the sum of the digits in n is :	add ( n4 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 )
in a covering a distance of n0 km , abhay takes n1 hours more than sameer . if abhay double his speed , then he would take n2 hour less than sammer . abhay ' s speed is ?	multiply ( n1 , const_3 ) | divide ( n0 , #0 )
a container holds n1 quarts of diesel and n1 quarts of petrol . how many quarts of water must be added to the container to create a mixture that is n2 parts dieselto n3 parts water by petrol ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
find the area between two concentric circles defined by x n8 + y n8 - n8 x + n9 y + n4 = n11 x n8 + y n8 - n8 x + n9 y - n10 = n11	add ( n10 , const_3 ) | divide ( n0 , n0 ) | divide ( n3 , n0 ) | divide ( #0 , const_100 ) | power ( #2 , const_2 ) | add ( #3 , const_3 ) | add ( #1 , #4 ) | add ( n10 , #6 ) | subtract ( #6 , n4 ) | subtract ( #7 , #8 ) | multiply ( #5 , #9 )
the average of n0 numbers was calculated as n1 . it is discovered later on that while calculating the average , one number , namely n2 , was incorrectly read as n3 . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of b in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
a rectangular grassy plot n0 m . by n1 m has a gravel path n2 m wide all round it on the inside . find the cost of gravelling the path at n3 paise per sq . metre .	multiply ( n0 , n1 ) | multiply ( n2 , const_2 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , const_100 )
if the operation no_ascii_2 is defined for all positive integers x and w by x no_ascii_2 w = ( n4 ^ x ) / ( n4 ^ w ) then ( n2 no_ascii_2 n4 ) no_ascii_2 n4 = ?	power ( n0 , n2 ) | power ( n0 , n0 ) | power ( n0 , n4 ) | divide ( #0 , #1 ) | power ( n0 , #3 ) | divide ( #4 , #2 )
a can do a piece of work in n0 days and b in n1 days . they work together for n2 days and then b goes away . in how many days will a finish the remaining work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | add ( n2 , #6 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
the average of n0 numbers was calculated as n1 . it is discovered later on that while calculating the average , one number , namely n2 , was incorrectly read as n3 . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
train starts from amritsar to bombay at n2 am . it reaches destination after n1 days at n2 : n3 am . every day a train starts . how many trains does it come across on the way ?	add ( n1 , const_1 )
a man can do a job in n0 days . his father takes n1 days and his son finishes it in n2 days . how long will they take to complete the job if they all work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_1 , #4 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
right now , the ratio between the ages of sandy and molly is n0 : n1 . after n2 years , sandy no_ascii_32 s age will be n3 years . what is molly ' s age right now ?	subtract ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the balance of a trader weighs n0 % less than it should . still the trader marks up his goods to get an overall profit of n1 % . what is the mark up on the cost price ?	divide ( n1 , const_100 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
a and b invests rs . n1 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
find the average marks of all the students in n0 separate classes , if the average marks of students in the first class of n1 students is n2 and that of another class of n3 students is n4 .	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
from the sale of sleeping bags , a retailer made a gross profit of n0 % of the wholesale cost . if each sleeping bag was sold for $ n1 , what was the wholesale cost per bag ?	add ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
john bought a shirt on sale for n1 % off the original price and another n1 % off the discounted price . if the final price was $ n2 , what was the price before the first discount ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
from the sale of sleeping bags , a retailer made a gross profit of n0 % of the wholesale cost . if each sleeping bag was sold for $ n1 , what was the wholesale cost per bag ?	add ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
a n7 digit number divisible by n5 is to be formed using the digits n2 , n3 , n4 , n5 , n6 and n7 without repetitions . that total no of ways it can be done is ?	factorial ( n0 ) | subtract ( n0 , const_1 ) | factorial ( #1 ) | multiply ( #2 , #1 ) | add ( #0 , #3 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_21 no_ascii_69 no_ascii_41 b ) = n4 / n5 find p ( b | a )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the digit sum of the year n0 is n1 + n3 + n3 + n4 = n5 , which is a square number . how many years during the n6 - first century have a square digital sum ?	add ( n4 , n5 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_21 no_ascii_69 no_ascii_41 b ) = n4 / n5 find p ( a | b )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin gthe plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
david has $ n0 , n2 at the beginning of his trip , after spending money , he still has exactly $ n2 less than he spent on the trip . how much money does john still have ?	multiply ( const_10 , const_100 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n1 )
a student was asked to find n2 / n3 of a number . but the student divided the number by n2 / n3 , thus the student got n4 more than the correct answer . find the number .	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | divide ( #5 , #0 )
the least common multiple of positive integer e and n2 - digit integer n is n1 . if n is not divisible by n2 and e is not divisible by n3 , what is the value of n ?	add ( const_2 , const_3 ) | multiply ( n0 , const_10 ) | divide ( n1 , #1 ) | multiply ( n3 , #0 ) | multiply ( #2 , #3 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n2 % . at what price per kg , he should have sold them to make a profit of n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
two employees m and n are paid a total of $ n0 per week by their employer . if m is paid n1 percent of the salary paid to n , how much is n paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a trainer is standing in one corner of a square ground of side n0 m . his voice can be heard upto n1 m . find the area of the ground in which his voice can be heard ?	circle_area ( n1 ) | divide ( #0 , const_4 )
in a rectangular coordinate system , what is the area of a triangle whose vertices have the coordinates ( - n0 , n1 ) , ( n4 , n5 ) , and ( n4 , - n5 ) ?	add ( n0 , n2 ) | triangle_area ( n3 , #0 ) | multiply ( #1 , const_2 )
how many n0 - digit numbers can be formed from the digits n1 , n2 , n3 , n8 , n5 , n6 and n7 , which are divisible by n8 and if the repetition is not allowed ?	multiply ( n3 , const_4 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_32 s age is included to it , the average increases by one . what is the teacher no_ascii_32 s age in years ?	add ( n0 , const_1 )
a number is said to be prime saturated if the product of all the different positive prime factors of d is less than the square root of d . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
$ n0 is divided among a , b , and c so that a receives half as much as b , and b receives half as much as c . how much money is c ' s share ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_2 ) | divide ( n0 , #2 ) | multiply ( #3 , const_2 )
from the sale of sleeping bags , a retailer made a gross profit of n0 % of the wholesale cost . if each sleeping bag was sold for $ n1 , what was the wholesale cost per bag ?	add ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
in covering a distance of n0 km , arun takes n1 hours more than anil . if arun doubles his speed , then he would take n2 hour less than anil . what is arun ' s speed ?	add ( n2 , const_2 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a candidate who gets n0 % of the marks fails by n1 marks . but another candidate who gets n2 % marks gets n3 marks more than necessary for passing . find the number of marks for passing ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 ) | add ( n1 , #5 )
if ( a no_ascii_77 b ) is n0 more than ( c + d ) and ( a + b ) is n1 less than ( c no_ascii_77 d ) , then ( a no_ascii_77 c ) is :	divide ( n0 , n1 )
a cube of edge n0 cm is cut into cubes each of edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to :	divide ( const_4 , const_100 )
a football field is n0 square yards . if n1 pounds of fertilizer are spread evenly across the entire field , how many pounds of fertilizer were spread over an area of the field totaling n2 square yards ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
gopi gives rs . n0 plus one turban as salary to his servant for one year . the servant leaves after n1 months and receives rs . n2 and the turban . find the price of the turban .	subtract ( n0 , n2 ) | subtract ( const_12 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_12 ) | subtract ( #3 , n0 )
a candidate who gets n3 % of the marks fails by n1 marks . but another candidate who gets n2 % marks gets n3 marks more than necessary for passing . find the number of marks for passing ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 ) | add ( n1 , #5 )
there are n0 birds at a small zoo . the number of birds is n1 times the number of all the other animals combined . how many more birds are there than non bird animals at the zoo ?	divide ( n0 , n1 ) | subtract ( n0 , #0 )
if z is not equal to zero , and z = n3 zs no_ascii_73 n4 s n5 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_73 no_ascii_67 z = n3 zs no_ascii_73 n4 s n5 , then z equals :	gcd ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #1 , #0 ) | divide ( #3 , #2 )
the age of father n1 years ago was thirce the age of his son . n1 years hence , father no_ascii_32 s age will be twice that of his son . the ration of their present ages is :	multiply ( n0 , const_2 ) | add ( #0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_3 ) | add ( n0 , #4 ) | divide ( #5 , #3 )
if the operation no_ascii_2 is defined for all positive integers x and w by x no_ascii_2 w = ( n1 ^ x ) / ( n1 ^ w ) then ( n2 no_ascii_2 n4 ) no_ascii_2 n4 = ?	power ( n0 , n2 ) | power ( n0 , n0 ) | power ( n0 , n4 ) | divide ( #0 , #1 ) | power ( n0 , #3 ) | divide ( #4 , #2 )
average expenditure of a person for the first n0 days of a week is rs . n1 and for the next n2 days is rs . n3 . average expenditure of the man for the whole week is :	add ( n0 , n2 ) | subtract ( n3 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | add ( n1 , #3 )
in a class , n0 students pass in english and n1 students in math , while some students among these pass in both . how many more students do only english as compared to those doing only maths ?	subtract ( n0 , n1 )
the ratio of the length and the breadth of a rectangle is n0 : n1 and the area of the rectangle is n2 sq cm . find the ratio of the breadth and the area of the rectangle ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | sqrt ( #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_3 ) | divide ( #4 , n2 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
if $ n0 invested at a certain rate of simple interest amounts to $ n1 at the end of n2 years , how much will $ n3 amount to at the same rate of interest in n4 years ?	multiply ( n3 , n4 ) | subtract ( n1 , n0 ) | multiply ( #1 , n0 ) | divide ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( #4 , #0 ) | divide ( #5 , n0 ) | add ( n3 , #6 )
if the average of n4 positive integers is n1 and the difference between the largest and the smallest of these n4 numbers is n3 , what is the maximum value possible for the largest of these n4 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | divide ( #1 , n0 ) | add ( n3 , #2 )
a cube of edge n0 cm is cut into cubes each of edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to :	divide ( const_4 , const_100 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
in a class of students , n2 / n1 of the number of girls is equal to n2 / n3 of the total number of students . what is the ratio of boys to girls in the class ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
a hall n0 m long and n1 m broad is surrounded by a verandah of uniform width of n2 m . the cost of flooring the verandah at the rate of rs . n3 per sq . meter is	multiply ( n2 , const_2 ) | multiply ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | multiply ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
there has been successive increases of n0 % and then n1 % in the price of gas from the previous month . by what percentage should a driver reduce gas consumption so that the expenditure does not change ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 ) | divide ( const_100 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
in the next cricket world cup t - n0 , team t has decided to score n4 runs only through n2 s and n3 s . in how many ways can the team t score these n4 runs ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | subtract ( #0 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
there are n0 students in chad no_ascii_21 no_ascii_15 no_ascii_38 s class . he brought n1 cookies to pass out for his birthday . how many cookies will each student get ? will there be any cookies left over ?	divide ( n1 , n0 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square .	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
the average of n0 numbers was calculated as n1 . it is discovered later on that while calculating the average , one number , namely n2 , was incorrectly read as n3 . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
two brother x and y appeared for an exam . the probability of selection of x is n0 / n1 and that of b is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
in a class of students , n0 / n1 of the number of girls is equal to n2 / n3 of the total number of students . what is the ratio of boys to girls in the class ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
abcd is a square where ab = no_ascii_21 no_ascii_69 no_ascii_3 n0 . let x be a point on ab and y be a point on cd such that ax = cy . compute the area of trapezoid axyd .	divide ( n0 , const_2 )
of the n0 people in a room , n1 / n4 are women . if n3 / n4 of the people are married , what is the maximum number of women in the room who could be unmarried ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
when tossed , a certain coin has an equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land on the same side each time ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | add ( #1 , #1 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_32 s age is included to it , the average increases by one . what is the teacher no_ascii_32 s age in years ?	add ( n0 , const_1 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value s of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
of the n0 people in a room , n3 / n2 are women . if n3 / n4 of the people are married , what is the maximum number of women in the room who could be unmarried ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
the water level in a rectangular swimming pool measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of water must be removed ? ( n3 cu ft = n4 gallons )	add ( const_10 , const_2 ) | divide ( n2 , #0 ) | volume_rectangular_prism ( n0 , n1 , #1 ) | multiply ( n4 , #2 )
if n0 ^ n1 , n5 ^ n5 , and n4 ^ n5 are factors of the product of n6 and w , where w is a positive integer , what is the smallest possible value of w ?	power ( n0 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
when anunfaircoin is tossed twice , the probability of getting one tails and one heads is n0 / n1 . what is the probability of getting two heads and two tails if the coin is tossed n2 times ?	divide ( n0 , const_1 ) | multiply ( n0 , const_1 ) | add ( n1 , #1 ) | multiply ( #2 , const_3 ) | divide ( #0 , #3 )
walking with n0 / n1 of my usual speed , i arrive at the bus stop n2 minutes later than normal . how many minutes does it take to walk to the bus stop at my usual speed ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a student was asked to find n2 / n3 of a number . but the student divided the number by n2 / n3 , thus the student got n4 more than the correct answer . find the number .	divide ( n0 , n1 ) | multiply ( n4 , #0 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | divide ( #5 , #0 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . what was the sum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
when tossed , a certain coin has an equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land on the same side each time ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | add ( #1 , #1 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a land owner needs to fence his semicircular land leaving an opening of length of n0 m for access . the radius of the semicircular plot is n1 m . how long would be the fence in meters ?	add ( const_10 , const_2 ) | multiply ( n1 , const_2 ) | add ( #0 , const_10 ) | divide ( #2 , n1 ) | multiply ( n1 , #3 ) | add ( #4 , #1 ) | subtract ( #5 , n0 )
a student needs n0 % of the marks on a test to pass the test . if the student gets n1 marks and fails the test by n2 marks , find the maximum marks set for the test .	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
of the n0 people in a room , n1 / n2 are women . if n3 / n4 of the people are married , what is the maximum number of women in the room who could be unmarried ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the difference between the maximum and minimum possible values of ' a - b ' ?	add ( n0 , n0 ) | add ( n1 , n1 ) | subtract ( #0 , #1 )
a can do a piece of work in n0 days and b alone can do it in n1 days . b works at it for n2 days and then leaves . a alone can finish the remaining work in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the ratio of length of two refill is n0 : n1 nd refill got damaged when only half length of n2 nd refill get used . the ratio of total no . of pages written by both refill .	subtract ( n0 , const_1 ) | divide ( #0 , const_2 ) | divide ( n0 , #1 )
an oil cylinder was n0 / n3 th full . when n3 bottles of oil is poured into it , it is n3 / n4 th full . how many bottles of oil can the full cylinder hold ?	divide ( n1 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , n1 ) | divide ( const_1 , #3 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
gopi gives rs . n0 plus one turban as salary to his servant for one year . the servant leaves after n1 months and receives rs . n2 and the turban . find the price of the turban .	subtract ( n0 , n2 ) | subtract ( const_12 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_12 ) | subtract ( #3 , n0 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n1 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
a profit of rs . n0 is to be distributed among a , b , c in the proportion n1 : n2 : n3 . what will be the difference between b no_ascii_32 s and c no_ascii_32 s shares	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #4 )
john bought a shirt on sale for n1 % off the original price and another n1 % off the discounted price . if the final price was $ n2 , what was the price before the first discount ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
the incomes of two persons a and b are in the ratio n0 : n1 . if each saves rs . n2 per month , the ratio of their expenditures is n3 : n4 . find their incomes ?	divide ( n2 , n4 ) | multiply ( n0 , #0 )
average expenditure of a person for the first n0 days of a week is rs . n1 and for the next n2 days is rs . n3 . average expenditure of the man for the whole week is :	add ( n0 , n2 ) | subtract ( n3 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | add ( n1 , #3 )
a football field is n0 square yards . if n1 pounds of fertilizer are spread evenly across the entire field , how many pounds of fertilizer were spread over an area of the field totaling n2 square yards ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
a flagpole n0 meters high casts a shadow of length n1 meters . if a building under similar conditions casts a shadow of length n2 meters , what is the height of the building ( in meters ) ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the balance of a trader weighs n0 % less than it should . still the trader marks up his goods to get an overall profit of n1 % . what is the mark up on the cost price ?	divide ( n1 , const_100 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
a man can do a job in n0 days . his father takes n1 days and his son finishes it in n2 days . how long will they take to complete the job if they all work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_1 , #4 )
the current of a stream runs at the rate of n0 kmph . a boat goes n1 km and back to the starting point in n2 hours , then find the speed of the boat in still water ?	power ( n0 , n2 ) | divide ( #0 , n2 )
average expenditure of a person for the first n0 days of a week is rs . n1 and for the next n2 days is rs . n3 . average expenditure of the man for the whole week is :	add ( n0 , n2 ) | subtract ( n3 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | add ( n1 , #3 )
in the next cricket world cup t - n0 , team w has decided to score n4 runs only through n2 s and n3 s . in how many ways can the team w score these n4 runs ?	multiply ( n2 , n3 ) | divide ( n1 , #0 ) | add ( #1 , const_10 ) | subtract ( #2 , const_1 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
two brother x and y appeared for an exam . the probability of selection of x is n0 / n1 and that of b is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
if the operation no_ascii_2 is defined for all positive integers x and w by x no_ascii_2 w = ( n3 ^ x ) / ( n3 ^ w ) then ( n2 no_ascii_2 n3 ) no_ascii_2 n4 = ?	power ( n0 , n2 ) | power ( n0 , n0 ) | power ( n0 , n4 ) | divide ( #0 , #1 ) | power ( n0 , #3 ) | divide ( #4 , #2 )
water is leaking out from a cylinder container at the rate of n0 m ^ n1 per minute . after n2 minutes , the water level decreases n3 meters . what is value of the radius in meters ?	multiply ( n0 , n2 ) | divide ( #0 , n3 )
gopi gives rs . n0 plus one turban as salary to his servant for one year . the servant leaves after n1 months and receives rs . n2 and the turban . find the price of the turban .	subtract ( n0 , n2 ) | subtract ( const_12 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_12 ) | subtract ( #3 , n0 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
if ( x + yi ) / i = ( n0 + n1 i ) , where x and y are real , what is the value of ( x + yi ) ( x - yi ) ?	multiply ( n0 , n1 ) | multiply ( #0 , const_2 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
abcd is a square where ab = no_ascii_21 no_ascii_69 no_ascii_3 n0 . let x be a point on ab and y be a point on cd such that ax = cy . compute the area of trapezoid axyd .	divide ( n0 , const_2 )
a number is said to be prime saturated if the product of all the different positive prime factors of r is less than the square root of r . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
when a random experiment is conducted , the probability that event a occurs is n0 / n2 . if the random experiment is conducted n2 independent times , what is the probability that event a occurs exactly twice ?	divide ( const_2 , n1 ) | subtract ( n0 , #0 )
the least common multiple of positive integer d and n2 - digit integer n is n1 . if n is not divisible by n2 and d is not divisible by n3 , what is the value of n ?	add ( const_2 , const_3 ) | divide ( n1 , const_2 ) | divide ( #1 , const_3 ) | multiply ( n3 , #0 ) | divide ( #2 , #0 ) | multiply ( #4 , #3 )
in a company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
average expenditure of a person for the first n0 days of a week is rs . n1 and for the next n2 days is rs . n3 . average expenditure of the man for the whole week is :	add ( n0 , n2 ) | subtract ( n3 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | add ( n1 , #3 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
a certain hospital has a policy that for every n0 patients there should be n1 doctors . if the number of patients visiting the hospital every day is n2 , how many doctors are there in the hospital ?	divide ( n2 , n0 ) | multiply ( n1 , #0 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
if ( a no_ascii_77 b ) is n0 more than ( c + d ) and ( a + b ) is n1 less than ( c no_ascii_77 d ) , then ( a no_ascii_77 c ) is :	divide ( n0 , n1 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
a square of side n1 cm has been made to a rectangle by combining it with a rectangle of dimensions of length n1 cm and breadth n2 cm . what is the perimeter of the newly formed rectangle ?	add ( n0 , n2 ) | rectangle_perimeter ( n0 , #0 )
a student needs n0 % of the marks on a test to pass the test . if the student gets n1 marks and fails the test by n2 marks , find the maximum marks set for the test .	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
the current of a stream runs at the rate of n2 kmph . a boat goes n1 km and back to the starting point in n2 hours , then find the speed of the boat in still water ?	power ( n0 , n2 ) | divide ( #0 , n2 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
two brothers ram and ravi appeared for an exam . the probability of selection of ram is n2 / n1 and that of ravi is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
it takes n0 days to fill a laboratory dish with bacteria . if the size of the bacteria doubles each day , how long did it take for the bacteria to fill n1 / n2 of the dish ?	log ( n2 ) | subtract ( n0 , #0 )
if the sales tax reduced from n5 n4 / n2 % to n5 n4 / n5 % , then what difference does it make to a person who purchases an article with market price of rs . n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
the balance of a trader weighs n0 % less than it should . still the trader marks up his goods to get an overall profit of n1 % . what is the mark up on the cost price ?	divide ( n1 , const_100 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
x , y , and z are consecutive numbers and x > y > z . also , n0 x + n2 y + n2 z = n3 y + n4 . what is the value of z ?	multiply ( n0 , const_4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | subtract ( n4 , #2 ) | divide ( #3 , n1 )
if there is one larger cube with surface area n2 and no . of smaller cubes with surface area n1 . then how many small cubes are required to make a larger cube with surface area of n2 ?	divide ( n0 , const_100 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | sqrt ( #1 ) | sqrt ( #2 ) | divide ( #3 , #4 ) | volume_cube ( #5 )
mr . kutty has only hens and sheep . if the total number of their heads is n0 and the total number of legs is n1 then what is the ratio between the numbers of hens and sheep ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #2 )
laxmi and prasanna set on a journey . laxmi moves northwards at a speed of n0 kmph and prasanna moves southward at a speed of n1 kmph . how far will be prasanna from laxmi after n2 minutes ?	add ( n0 , n1 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 squares feet , how much will it cost to paint outside of a cube having n3 feet each side ?	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_32 s age is included to it , the average increases by one . what is the teacher no_ascii_32 s age in years ?	add ( n0 , const_1 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
divide rs . n0 between a and b , so that the amount of a after n1 years is equal to the amount of b after n2 years , the interest being compounded at n3 % per annum .	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n2 ) | power ( #1 , n1 ) | divide ( #2 , #3 ) | add ( #4 , const_1 ) | divide ( n0 , #5 )
tough and tricky questions : exponents . if n4 ^ ( n5 x + n4 ) * n5 ^ ( n4 y - n5 ) = n6 ^ x * n7 ^ y , then x + y =	divide ( const_3 , n0 ) | subtract ( const_2 , n1 ) | multiply ( #0 , const_3 ) | multiply ( #2 , #1 ) | add ( #0 , #3 ) | add ( #4 , const_1 )
the current of a stream runs at the rate of n0 kmph . a boat goes n1 km and back to the starting point in n2 hours , then find the speed of the boat in still water ?	power ( n0 , n2 ) | divide ( #0 , n2 )
a man has rs . n0 in the form of rs . n4 notes and rs . n2 notes . the total number of notes are n3 . find the number of notes of rs . n4 denomination .	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
when tossed , a certain coin has equal probability of landing on either side . if the coin is tossed n0 times , what is the probability that it will land twice on heads and once on tails ?	power ( const_2 , n0 ) | divide ( const_1 , #0 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
walking with n0 / n1 of my usual speed , i arrive at the bus stop n2 minutes later than normal . how many minutes does it take to walk to the bus stop at my usual speed ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square .	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be needed to fill the same tank , if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
the sum of the present ages of a , b , c is n0 years . n4 years ago their ages were in the ratio n2 : n3 : n4 . what is the present age of a ?	add ( n2 , n3 ) | multiply ( n1 , const_3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a rectangle having length n0 cm and width n1 cm . if the length of the rectangle is increased by ten percent then how much percent the breadth should be decreased so as to maintain the same area .	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | add ( n0 , #3 ) | divide ( #0 , #4 ) | divide ( #5 , n1 ) | add ( #6 , const_1 ) | multiply ( #7 , const_10 )
a man travelled a distance of n0 km in n1 hours partly on foot at the rate of n2 km per hour and partly on bicycle at n3 km per hour . find the distance travelled on foot .	multiply ( n1 , n3 ) | subtract ( #0 , n0 )
two employees m and n are paid a total of $ n0 per week by their employer . if m is paid n1 percent of the salary paid to n , how much is n paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
in a hostel there were n0 students . to accommodate n1 more students the average is decreased by rupees n2 . but total expenditure decreased by rs . n3 . find the total expenditure of the hostel now ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n2 ) | multiply ( #0 , #4 )
a candidate who gets n1 % of the marks fails by n1 marks . but another candidate who gets n2 % marks gets n3 marks more than necessary for passing . find the number of marks for passing ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 ) | add ( n1 , #5 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a number is said to be prime saturated if the product of all the different positive prime factors of w is less than the square root of w . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
gopi gives rs . n0 plus one turban as salary to his servant for one year . the servant leaves after n1 months and receives rs . n2 and the turban . find the price of the turban .	subtract ( n0 , n2 ) | subtract ( const_12 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_12 ) | subtract ( #3 , n0 )
the monthly salaries of n7 employees in a company are $ n1 , $ n2 , $ n3 , $ n4 , $ n5 , $ n6 . what is the mean of the salaries of n7 employees .	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | add ( n6 , #3 ) | divide ( #4 , n0 )
the average mark of a class of thirty two students is n0 . if n1 students whose marks are n2 and n3 are removed , then find the approximate average mark of the remaining students of the class .	subtract ( n3 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #0 , n1 ) | subtract ( #1 , n2 ) | subtract ( #3 , n3 ) | divide ( #4 , #2 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
two brothers ram and ravi appeared for an exam . the probability of selection of ram is n0 / n1 and that of ravi is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_21 no_ascii_69 no_ascii_41 b ) = n4 / n5 find p ( a | b )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
a can do a work in n0 days , b can do it in n1 days . they together under took to do a piece of work for rs . n2 , what is the share of b ?	multiply ( n0 , n1 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
the average weight of a group of persons increased from n0 kg to n1 kg , when two persons weighing n2 kg and n3 kg join the group . find the initial number of members in the group ?	add ( n2 , n3 ) | multiply ( n1 , const_2 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
in a class of students , n2 / n1 of the number of girls is equal to n2 / n3 of the total number of students . what is the ratio of boys to girls in the class ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
in a class of students , n2 / n1 of the number of girls is equal to n2 / n3 of the total number of students . what is the ratio of boys to girls in the class ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
x is a positive integer less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	reminder ( n1 , n0 ) | reminder ( n3 , n0 ) | reminder ( n2 , n0 ) | multiply ( n3 , #0 ) | add ( #3 , #1 ) | subtract ( #4 , #2 )
when a random experiment is conducted , the probability that event a occurs is n0 / n1 . if the random experiment is conducted n2 independent times , what is the probability that event a occurs exactly twice ?	divide ( const_2 , n1 ) | subtract ( n0 , #0 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
a runs n0 no_ascii_14 times as fast as b . if a gives b a start of n1 m , bow far must winning post be so that a and b might reach it at the same time ?	add ( const_3 , const_4 ) | divide ( #0 , const_3 ) | multiply ( n1 , #1 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
when a random experiment is conducted , the probability that event a occurs is n0 / n1 . if the random experiment is conducted n2 independent times , what is the probability that event a occurs exactly twice ?	divide ( const_2 , n1 ) | subtract ( n0 , #0 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a rectangle having length n0 cm and width n1 cm . if the length of the rectangle is increased by thirty percent then how much percent the breadth should be decreased so as to maintain the same area .	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | add ( n0 , #3 ) | divide ( #0 , #4 ) | divide ( #5 , n1 ) | add ( #6 , const_1 ) | multiply ( #7 , const_10 )
a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the addition between the maximum and minimum possible values of ' a - b ' ?	add ( n0 , n0 ) | add ( n1 , n1 ) | subtract ( #0 , #1 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the contents of a certain box consist of n0 apples and n1 oranges . how many oranges must be removed from the box so that n2 percent of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
at chennai it rained as much on tuesday as on all the others days of the week combined . if the average rainfall for the whole week was n0 cm . how much did it rain on tuesday ?	add ( const_3 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a student needs n0 % of the marks on a test to pass the test . if the student gets n1 marks and fails the test by n2 marks , find the maximum marks set for the test .	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
if the sales tax reduced from n5 n4 / n2 % to n5 n4 / n5 % , then what difference does it make to a person who purchases an article with market price of rs . n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
a rectangle having length n0 cm and width n1 cm . if the length of the rectangle is increased by fifteen percent then how much percent the breadth should be decreased so as to maintain the same area .	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | add ( n0 , #3 ) | divide ( #0 , #4 ) | divide ( #5 , n1 ) | add ( #6 , const_1 ) | multiply ( #7 , const_10 )
the contents of a certain box consist of n0 apples and n1 oranges . how many oranges must be removed from the box so that n2 percent of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
when an amount was distributed among n0 boys , each of them got rs n1 more than the amount received by each boy when the same amount is distributed equally among n2 boys . what was the amount ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
if k and w are the dimensions of a rectangle that has area n0 , and if k and w are integers such that k > w , what is the total number of possible values of k ?	multiply ( const_1 , const_3 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_21 no_ascii_15 no_ascii_38 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
john bought a shirt on sale for n1 % off the original price and another n1 % off the discounted price . if the final price was $ n2 , what was the price before the first discount ?	multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
two brother x and y appeared for an exam . the probability of selection of x is n0 / n1 and that of b is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 sq . ft , how much will it cost to paint outside of a cube having n3 feet each side	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . what was the sum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
there are n0 books on a shelf , of which n1 are paperbacks and n2 are hardbacks . how many possible selections of n3 books from the shelf contain at least one paperback and at least one hardback ?	choose ( n0 , n3 ) | choose ( n2 , n3 ) | subtract ( #0 , #1 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the water level in a rectangular swimming pool measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of water must be removed ? ( n3 cu ft = n4 gallons )	add ( const_10 , const_2 ) | divide ( n2 , #0 ) | volume_rectangular_prism ( n0 , n1 , #1 ) | multiply ( n4 , #2 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
the operation is defined for all integers a and b by the equation ab = ( a - n1 ) ( b - n1 ) . if y n2 = n3 , what is the value of y ?	subtract ( n2 , n0 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
difference of two parallel sides of atrapezium is n0 cm . perpendicular distance between them is n1 cm . if the area of the trapezium is n2 cm ^ n3 . find the lengths of the parallel side ?	divide ( n2 , n1 ) | multiply ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #2 , const_2 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . what was the sum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
if the sales tax reduced from n5 n4 / n2 % to n5 n4 / n5 % , then what difference does it make to a person who purchases an article with market price of rs . n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
the age of father n0 years ago was thrice the age of his son . n1 years hence , father ' s age will be twice that of his son . the ratio of their present ages is :	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_3 ) | add ( n0 , #4 ) | divide ( #5 , #3 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a number a is squared and then multiplied by negative n0 . the result of this operation is equal to n1 times the sum of fourth times a and two . what is one possible value of a ?	divide ( n0 , n1 ) | divide ( #0 , const_2 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_21 no_ascii_15 no_ascii_38 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
the average of marks obtained by n0 boys was n1 . if the average of marks of passed boys was n2 and that of failed boys was n3 , the number of boys who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
how many e ways can jason sit with his n0 friends in a row of n1 seats with an aisle on either side of the row , if jason insists on sitting next to one of the aisles ?	factorial ( n0 ) | multiply ( #0 , const_2 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
if s = { n0 , n1 , n2 , n3 , n4 , n5 , n6 } , how much less is the mean of the numbers in s than the median of the numbers in s ?	add ( n0 , n1 ) | add ( const_2 , const_4 ) | add ( n2 , n3 ) | add ( n2 , #0 ) | divide ( #2 , const_2 ) | add ( n3 , #3 ) | add ( n4 , #5 ) | add ( n5 , #6 ) | divide ( #7 , #1 ) | multiply ( #8 , #4 )
john has $ n0 , n1 at the beginning of his trip , after spending money , he still has exactly $ n2 less than he spent on the trip . how much money does john still have ?	multiply ( const_10 , const_100 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 )
$ n0 is divided among a , b , and c so that a receives half as much as b , and b receives half as much as c . how much money is c ' s share ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_2 ) | divide ( n0 , #2 ) | multiply ( #3 , const_2 )
a rectangle having length n0 cm and width n1 cm . if the length of the rectangle is increased by fifty percent then how much percent the breadth should be decreased so as to maintain the same area .	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | add ( n0 , #3 ) | divide ( #0 , #4 ) | divide ( #5 , n1 ) | add ( #6 , const_1 ) | multiply ( #7 , const_10 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a football field is n0 square yards . if n1 pounds of fertilizer are spread evenly across the entire field , how many pounds of fertilizer were spread over an area of the field totaling n2 square yards ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
a candidate who gets n3 % of the marks fails by n1 marks . but another candidate who gets n2 % marks gets n3 marks more than necessary for passing . find the number of marks for passing ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 ) | add ( n1 , #5 )
a can do a work in n0 days . when he had worked for n2 days , b joinedhim . if they complete the work in n2 more days , in how manydays can balone finish the work ?	subtract ( const_3 , const_1 ) | divide ( n0 , #0 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
with a slope of n0 , with a straight line in the xy - plane which has a point with x - coordinate of the point n1 and y - coordinate n2 , find the y - intercept .	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
in a hostel there were n0 students . to accommodate n1 more students the average is decreased by rupees n2 . but total expenditure increased by rs . n3 . find the total expenditure of the hostel now ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n2 ) | multiply ( #0 , #4 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
of all the homes on gotham street , n0 / n1 are termite - ridden , and n2 / n3 of these are collapsing . what fraction of the homes are termite - ridden , but not collapsing ?	add ( n0 , const_2.0 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
the average weight of n0 oarsmen in a boat is increased by n1 kg when one of the crew , who weighs n2 kg is replaced by a new man . find the weight of the new man .	multiply ( n0 , n1 ) | add ( n2 , #0 )
the ratio of red balls to blue balls is n0 : n1 . n2 % of the red balls and n3 % of the blue balls are tennis balls . how many of the balls are tennis balls ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if takes n0 minutes to download a file using modem a . modem b work at n1 % of the speed of modem a . how long does it take to download a file using a modem b ?	multiply ( n0 , const_100 ) | divide ( #0 , n1 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum x of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a salesman commission is n0 % on all sales upto $ n1 and n2 % on all sales exceeding this . he remits $ n3 to his parent company after deducting his commission . find the total sales ?	divide ( const_4.0 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #3 , #4 ) | add ( n3 , #6 ) | divide ( #7 , #5 )
when a random experiment is conducted , the probability that event a occurs is n0 / n1 . if the random experiment is conducted n2 independent times , what is the probability that event a occurs exactly twice ?	divide ( const_2 , n1 ) | subtract ( n0 , #0 )
there has been successive increases of n0 % and then n1 % in the price of gas from the previous month . by what percentage should a driver reduce gas consumption so that the expenditure does not change ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 ) | divide ( const_100 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
john has $ n0 , n1 at the beginning of his trip , after spending money , he still has exactly $ n2 less than he spent on the trip . how much money does john still have ?	multiply ( const_10 , const_100 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 ) | subtract ( #1 , #3 )
walking with n0 / n1 of my usual speed , i arrive at the bus stop n2 minutes later than normal . how many minutes does it take to walk to the bus stop at my usual speed ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 )
a can do a piece of work in n0 days and b alone can do it in n1 days . b works at it for n2 days and then leaves . a alone can finish the remaining work in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum z of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a family had dinner in a restaurant and paid $ n0 for food . they also had to pay n1 % sale tax and n2 % for the tip . how much did they pay for the dinner ?	subtract ( n1 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_0_25 ) | add ( #2 , const_0_25 ) | subtract ( #3 , const_12 ) | subtract ( #4 , const_12 ) | subtract ( #5 , const_2 )
a number is said to be prime saturated if the product of all the different positive prime factors of a is less than the square root of a . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
a number is said to be prime saturated if the product of all the different positive prime factors of n is less than the square root of n . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_21 no_ascii_69 no_ascii_41 b ) = n4 / n5 find p ( b | a )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the water level in a rectangular swimming pool measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of water must be removed ? ( n3 cu ft = n4 gallons )	add ( const_10 , const_2 ) | divide ( n2 , #0 ) | volume_rectangular_prism ( n0 , n1 , #1 ) | multiply ( n4 , #2 )
laxmi and prasanna set on a journey . laxmi moves northwards at a speed of n0 kmph and prasanna moves southward at a speed of n1 kmph . how far will be prasanna from laxmi after n2 minutes ?	add ( n0 , n1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
two brothers took the gmat exam , the higher score is x and the lower one is y . if the difference between the two scores n0 / n1 , what is the value of y / x ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( n1 , #1 )
from a pack of cards , two cards are drawn one after the other , with replacement . what is the probability that the first card is a club and the second card is a king or queen ?	divide ( const_2 , const_52 ) | multiply ( const_3 , const_4 ) | add ( #1 , const_1 ) | divide ( #2 , const_52 ) | multiply ( #3 , #0 )
x is a positive integer less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	reminder ( n1 , n0 ) | reminder ( n3 , n0 ) | reminder ( n2 , n0 ) | multiply ( n3 , #0 ) | add ( #3 , #1 ) | subtract ( #4 , #2 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value d of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
a cistern which could be filled in n0 hours takes n1 hour more to be filled owing to a leak in its bottom . if the cistern is full , in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the average of n0 numbers was calculated as n1 . it is discovered later on that while calculating the average , one number , namely n2 , was incorrectly read as n3 . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
two employees m and n are paid a total of $ n0 per week by their employer . if m is paid n1 percent of the salary paid to n , how much is n paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
of all the homes on gotham street , n0 / n1 are termite - ridden , and n2 / n3 of these are collapsing . what fraction of the homes are termite - ridden , but not collapsing ?	add ( n0 , const_2.0 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum s of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
in a fraction , if numerator is added by n6 and denominator by n5 it results n5 , and if numerator added again by n3 and denominator by n6 it results n5 / n6 . find the fraction ?	add ( n1 , n3 ) | divide ( #0 , n3 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
walking with n0 / n1 of my usual speed , i arrive at the bus stop n2 minutes later than normal . how many minutes does it take to walk to the bus stop at my usual speed ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 )
kim can do a work in n0 days while david can do the same work in n1 days . both of them finish the work together and get rs . n2 . what is the share of kim ?	add ( n0 , n1 ) | divide ( const_2 , #0 ) | multiply ( n2 , #1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a candidate who gets n1 % of the marks fails by n1 marks . but another candidate who gets n2 % marks gets n3 marks more than necessary for passing . find the number of marks for passing ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 ) | add ( n1 , #5 )
the average of marks obtained by n0 boys was n1 . if the average of marks of passed boys was n2 and that of failed boys was n3 , the number of boys who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a man can do a job in n1 days . his father takes n1 days and his son finishes it in n2 days . how long will they take to complete the job if they all work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_1 , #4 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
in a company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
pipe p can fill a tank in n0 hours , pipe q in n1 hours and pipe r in n2 hours . if all the pipes are open , in how many hours will the tank be filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
two employees m and n are paid a total of $ n0 per week by their employer . if m is paid n1 percent of the salary paid to n , how much is n paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . what was the sum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
a number is said to be prime saturated if the product of all the different positive prime factors of q is less than the square root of q . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
if a certain number when divided by the numbers n0 , n1 one after other successively , leaves a remainder n2 , n3 then what will be the remainders if it is divided by the numbers n4 , n5	multiply ( n0 , n3 ) | reminder ( #0 , n4 )
two employees m and n are paid a total of $ n0 per week by their employer . if m is paid n1 percent of the salary paid to n , how much is n paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
what is the probability that carol and bernie will get selected for a job they both applied for in a company , given that their chances of getting selected is n0 / n3 and n2 / n3 respectively ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
the perimeter of an equilateral triangle is n0 . if one of the sides of the equilateral triangle is the side of an isosceles triangle of perimeter n1 , then how long is the base of isosceles triangle ?	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
for each color copy , print shop x charges $ n0 and print shop y charges $ n1 . how much greater is the charge for n2 color copies at print shop y than at print shop x ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
gopi gives rs . n0 plus one turban as salary to his servant for one year . the servant leaves after n1 months and receives rs . n2 and the turban . find the price of the turban .	subtract ( n0 , n2 ) | subtract ( const_12 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_12 ) | subtract ( #3 , n0 )
a man has rs . n0 in the form of rs . n4 notes and rs . n2 notes . the total number of notes are n3 . find the number of notes of rs . n4 denomination .	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 sq . ft , how much will it cost to paint outside of a cube having n3 feet each side	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
from the sale of sleeping bags , a retailer made a gross profit of n0 % of the wholesale cost . if each sleeping bag was sold for $ n1 , what was the wholesale cost per bag ?	add ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
x is a positive integer less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	reminder ( n1 , n0 ) | reminder ( n3 , n0 ) | reminder ( n2 , n0 ) | multiply ( n3 , #0 ) | add ( #3 , #1 ) | subtract ( #4 , #2 )
a motorist travels to a place n0 km away at an average speed of n1 km / hr and returns at n2 km / hr . his average speed for the whole journey in km / hr is ?	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
the perimeter of an equilateral triangle is n0 . if one of the sides of the equilateral triangle is the side of an isosceles triangle of perimeter n1 , then how long is the base of isosceles triangle ?	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
right now , the ratio between the ages of sandy and molly is n0 : n1 . after n2 years , sandy no_ascii_32 s age will be n3 years . what is molly ' s age right now ?	subtract ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
a mixture of n0 gallons of wine and water contains n1 % water . how much water must be added to the mixture in order to increase the percentage of water to n2 % of the new mixture ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #2 ) | subtract ( #3 , n2 ) | divide ( #5 , #4 )
a thief steals a car at n0 pm and drives it at n1 kmph . the theft is discovered at n2 pm and the owner sets off in another car at n3 kmph when will he overtake the thief	divide ( n1 , const_2 ) | subtract ( n3 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
the perimeter of an equilateral triangle is n0 . if one of the sides of the equilateral triangle is the side of an isosceles triangle of perimeter n1 , then how long is the base of isosceles triangle ?	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
a rectangular field has to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | rectangle_perimeter ( n0 , #0 ) | subtract ( #1 , n0 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
the sum of the numbers is n0 . if the ratio between the first and the second be n1 : n2 and that between the second and third be n3 : n4 , then find the second number ?	lcm ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | multiply ( n0 , #0 ) | add ( #4 , #3 ) | divide ( #5 , #6 )
x and y invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if x invested rs . n2 , n3 , the amount invested by y is ?	add ( const_1 , const_4 ) | multiply ( #0 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
a number is said to be prime saturated if the product of all the different positive prime factors of g is less than the square root of g . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
at present , the ratio between the ages of shekhar and shobha is n0 : n1 . after n2 years , shekhar ' s age will be n3 years . find out the age of shobha at present ?	subtract ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is $ n2 , what is the compound interest on the same at the same rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the same direction in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
one drier dries certain quantity of material in n0 minutes . another drier does the same work in n1 minutes how much time will it take to do the same job when both driers are put to work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a man has rs . n0 in the form of rs . n4 notes and rs . n2 notes . the total number of notes are n3 . find the number of notes of rs . n4 denomination .	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a flagpole n0 meters high casts a shadow of length n1 meters . if a building under similar conditions casts a shadow of length n2 meters , what is the height of the building ( in meters ) ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
for each color copy , print shop x charges $ n0 and print shop y charges $ n1 . how much greater is the charge for n2 color copies at print shop y than at print shop x ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
the balance of a trader weighs n0 % less than it should . still the trader marks up his goods to get an overall profit of n1 % . what is the mark up on the cost price ?	divide ( n1 , const_100 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin gthe plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
a ladder learning against a wall makes an angle of n0 no_ascii_75 with the ground . if the length of the ladder is n1 m , find the distance of the foot of the ladder from the wall .	add ( n1 , const_3 ) | add ( const_3 , const_4 ) | multiply ( const_3 , const_60 ) | divide ( #0 , #1 ) | multiply ( n0 , #3 ) | divide ( #4 , #2 ) | cosine ( #5 ) | multiply ( n1 , #6 )
in a class of students , n0 / n1 of the number of girls is equal to n2 / n3 of the total number of students . what is the ratio of boys to girls in the class ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n2 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if p ( a ) = n0 / n5 , p ( b ) = n2 / n5 , and p ( a no_ascii_21 no_ascii_69 no_ascii_41 b ) = n4 / n5 find p ( b | a )	divide ( n4 , n1 ) | divide ( n0 , n1 ) | divide ( #0 , #1 )
the water level in a rectangular swimming pool measuring n0 feet by n1 feet is to be lowered by n2 inches . how many gallons of water must be removed ? ( n3 cu ft = n4 gallons )	add ( const_10 , const_2 ) | divide ( n2 , #0 ) | volume_rectangular_prism ( n0 , n1 , #1 ) | multiply ( n4 , #2 )
in an exam , amar scored n0 percent , bhavan scored n1 percent and chetan n2 percent . the maximum score awarded in the exam is n3 . find the average mark scored by all the n4 boys ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | divide ( #7 , const_3 )
the length of a rectangle is n0 cm and its breadth is n1 cm . when the length is increased to n2 cm , what will be the breadth of the rectangle if the area remains the same ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a cube of edge n0 cm is cut into cubes each of edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to :	divide ( const_4 , const_100 )
the difference b / w the compound interest payble half yearly and the simple interest on a certain sum lent out at n0 % p . a for n1 year is rs n2 . what is the sum ?	divide ( const_10 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | add ( n1 , #2 ) | power ( #3 , const_2 ) | subtract ( #4 , const_1 ) | subtract ( #5 , #1 ) | divide ( n2 , #6 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
$ n0 is divided among a , b , and c so that a receives half as much as b , and b receives half as much as c . how much money is c ' s share ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_2 ) | divide ( n0 , #2 ) | multiply ( #3 , const_2 )
the average age of a group of n0 persons was decreased by n1 years when one person , whose age was n2 years , was replaced by a new person . find the age of the new person ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a circular metal plate of even thickness has n0 holes of radius n2 cm drilled into it . as a result the plate lost n2 / n3 th its original weight . the radius of the circular plate is	circle_area ( n1 ) | multiply ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_pi ) | sqrt ( #3 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the balance of a trader weighs n0 % less than it should . still the trader marks up his goods to get an overall profit of n1 % . what is the mark up on the cost price ?	divide ( n1 , const_100 ) | multiply ( n0 , const_4 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
an agent , gets a commission of n0 % on the sales of cloth . if on a certain day , he gets rs . n1 as commission , the cloth sold through him on that day is worth	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
pipe p can fill a tank in n0 hours , pipe q in n1 hours and pipe r in n2 hours . if all the pipes are open , in how many hours will the tank be filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a boat takes n0 minutes less to travel n1 miles downstream than to travel the same distance upstream . if the speed of the boat in still water is n2 mph , the speed of the stream is :	divide ( n0 , const_60 ) | power ( n2 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_2 ) | power ( #4 , const_2 ) | add ( #3 , #5 ) | sqrt ( #6 ) | subtract ( #7 , #4 ) | divide ( #8 , const_2 )
a rectangular field has to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | rectangle_perimeter ( n0 , #0 ) | subtract ( #1 , n0 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_32 s age is included to it , the average increases by one . what is the teacher no_ascii_32 s age in years ?	add ( n0 , const_1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square .	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
the average of marks obtained by n0 boys was n1 . if the average of marks of passed boys was n2 and that of failed boys was n3 , the number of boys who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
of all the homes on gotham street , n2 / n1 are termite - ridden , and n2 / n3 of these are collapsing . what fraction of the homes are termite - ridden , but not collapsing ?	add ( n0 , const_2.0 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
pipe p can fill a tank in n0 hours , pipe q in n1 hours and pipe r in n2 hours . if all the pipes are open , in how many hours will the tank be filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a flagpole n0 meters high casts a shadow of length n1 meters . if a building under similar conditions casts a shadow of length n2 meters , what is the height of the building ( in meters ) ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
after distributing the sweets equally among n0 children , n1 sweets remain . had the number of children been n2 , n3 sweets would have been left after equal distribution . what was the total number of sweets ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | add ( n3 , #2 )
x is a positive integer less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	reminder ( n1 , n0 ) | reminder ( n3 , n0 ) | reminder ( n2 , n0 ) | multiply ( n3 , #0 ) | add ( #3 , #1 ) | subtract ( #4 , #2 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
abcd is a square where ab = no_ascii_21 no_ascii_69 no_ascii_3 n0 . let x be a point on ab and y be a point on cd such that ax = cy . compute the area of trapezoid axyd .	divide ( n0 , const_2 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_21 no_ascii_15 no_ascii_38 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
if k and w are the dimensions of a rectangle that has area n0 , and if k and w are integers such that k > w , what is the total number of possible values of k ?	multiply ( const_1 , const_3 )
a rectangular field has to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | rectangle_perimeter ( n0 , #0 ) | subtract ( #1 , n0 )
x , y , and z are consecutive numbers and x > y > z . also , n0 x + n2 y + n2 z = n3 y + n4 . what is the value of z ?	multiply ( const_2 , const_4 ) | multiply ( const_2 , const_3 ) | subtract ( #0 , #1 ) | subtract ( n4 , #2 ) | divide ( #3 , const_3 )
a jar contains n0 balls . n1 blue balls are removed from the jar and not replaced . now the probability of getting a blue ball is n2 / n3 then how many blue balls jar contains initially ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | add ( n1 , #2 )
a rectangular grassy plot n0 m by n1 cm has a gravel path . n2 cm wide all round it on the inside . find the cost of gravelling the path at n3 paise per sq . mt ?	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n1 , n2 ) | multiply ( #2 , #3 ) | subtract ( #1 , #4 ) | multiply ( #0 , #5 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
if $ n0 invested at a certain rate of simple interest amounts to $ n1 at the end of n2 years , how much will $ n3 amount to at the same rate of interest in n4 years ?	multiply ( n3 , n4 ) | subtract ( n1 , n0 ) | multiply ( #1 , n0 ) | divide ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( #4 , #0 ) | divide ( #5 , n0 ) | add ( n3 , #6 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
in a company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin gthe plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
laxmi and prasanna set on a journey . laxmi moves northwards at a speed of n0 kmph and prasanna moves southward at a speed of n1 kmph . how far will be prasanna from laxmi after n2 minutes ?	add ( n0 , n1 )
if n5 ^ n1 , n3 ^ n3 , and n4 ^ n5 are all factors of the product of n6 and w where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum y of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
if the sales tax reduced from n5 n4 / n2 % to n5 n4 / n5 % , then what difference does it make to a person who purchases an article with market price of rs . n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 sq . ft , how much will it cost to paint outside of a cube having n3 feet each side	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
two brother x and y appeared for an exam . the probability of selection of x is n0 / n1 and that of b is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
a cube of edge n0 cm is cut into cubes each of edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to :	divide ( const_4 , const_100 )
pens , pencils and markers in a jenna ' s desk are in the ratio of n1 : n1 : n2 . if there are n3 pens , the number of markers in jenna ' s desk is :	multiply ( n2 , n3 ) | divide ( #0 , n0 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
if a person cover n0 / n1 part of his journey by train , n2 / n3 part of his journey by bus and rest n4 km . by walk . what is total distance of his journey ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( n4 , #3 )
the average of marks obtained by n0 boys was n1 . if the average of marks of passed boys was n2 and that of failed boys was n3 , the number of boys who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
two brothers ram and ravi appeared for an exam . the probability of selection of ram is n0 / n1 and that of ravi is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
the current of a stream runs at the rate of n0 kmph . a boat goes n1 km and back to the starting point in n2 hours , then find the speed of the boat in still water ?	power ( n0 , n2 ) | divide ( #0 , n2 )
a number is said to be prime saturated if the product of all the different positive prime factors of e is less than the square root of e . what is the greatest two digit prime saturated integer ?	multiply ( const_2 , const_3 ) | subtract ( const_100 , const_10 ) | add ( #0 , #1 )
if the sales tax reduced from n5 n4 / n2 % to n5 n4 / n5 % , then what difference does it make to a person who purchases an article with market price of rs . n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
a train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the same direction in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the average waight of a , b , c is n0 kg . the avg wgt of a & b be n1 kg & that of b , c be n2 kg . find the wgt of b .	multiply ( n1 , const_2 ) | multiply ( n0 , const_3 ) | multiply ( n2 , const_2 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be needed to fill the same tank , if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
the interest on a certain deposit at n0 % per annum is rs . n1 in one year . how much will the additional interest in one year be on the same deposit at n2 % per annum ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , n1 )
n0 liter solution of cool - drink is made from n3 % jasmine water . if n2 liters of jasmine and n3 liters of water were added to the solution , what percent of the solution is jasmine ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n1 , #1 )
a man has rs . n0 in the form of rs . n4 notes and rs . n2 notes . the total number of notes are n3 . find the number of notes of rs . n4 denomination .	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
the arithmetic mean of n0 negative integers is - n1 . if the average of n2 of these integers is - n3 , what is the least possible value that one of the other n4 integers can have ?	divide ( n3 , n2 ) | multiply ( n0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n3 , #2 ) | add ( #0 , #3 ) | add ( #4 , const_1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_21 no_ascii_15 no_ascii_38 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
in a company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
calculate the average marks of a student who obtained n0 , n1 , n2 , n3 and n4 marks ( out of n5 ) in geography , history and government , art , computer science and modern literature ?	add ( n0 , n1 ) | add ( n2 , n3 ) | add ( const_2 , const_3 ) | add ( #0 , #1 ) | add ( n4 , #3 ) | divide ( #4 , #2 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish thrice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
if the operation no_ascii_2 is defined for all positive integers x and w by x no_ascii_2 w = ( n3 ^ x ) / ( n3 ^ w ) then ( n2 no_ascii_2 n3 ) no_ascii_2 n4 = ?	power ( n0 , n2 ) | power ( n0 , n0 ) | power ( n0 , n4 ) | divide ( #0 , #1 ) | power ( n0 , #3 ) | divide ( #4 , #2 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
a factory produces n0 toys per week . if the workers at this factory work n1 days a week and if these workers make the same number of toys everyday , how many toys are produced each day ?	divide ( n0 , n1 )
the average weight of a , b , c is n0 kg . the avg wgt of a & b be n1 kg & that of b , c be n2 kg . find the wgt of b .	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
what is the probability that jamie and tom will get selected for a job they both applied for in a company , given that their chances of getting selected is n0 / n1 and n2 / n3 respectively ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
if the operation no_ascii_2 is defined for all positive integers x and w by x no_ascii_2 w = ( n4 ^ x ) / ( n4 ^ w ) then ( n2 no_ascii_2 n3 ) no_ascii_2 n4 = ?	power ( n0 , n2 ) | power ( n0 , n0 ) | power ( n0 , n4 ) | divide ( #0 , #1 ) | power ( n0 , #3 ) | divide ( #4 , #2 )
david has $ n0 , n1 at the beginning of his trip , after spending money , he still has exactly $ n2 less than he spent on the trip . how much money does john still have ?	multiply ( const_10 , const_100 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n1 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
if k and w are the dimensions of a rectangle that has area n0 , and if k and w are integers such that k > w , what is the total number of possible values of k ?	multiply ( const_1 , const_3 )
a can do a piece of work in n0 days and b alone can do it in n1 days . b works at it for n2 days and then leaves . a alone can finish the remaining work in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the average of n0 numbers was calculated as n1 . it is discovered later on that while calculating the average , one number , namely n2 , was incorrectly read as n3 . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
a football field is n0 square yards . if n1 pounds of fertilizer are spread evenly across the entire field , how many pounds of fertilizer were spread over an area of the field totaling n2 square yards ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . ft , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
laxmi and prasanna set on a journey . laxmi moves northwards at a speed of n0 kmph and prasanna moves southward at a speed of n1 kmph . how far will be prasanna from laxmi after n2 minutes ?	add ( n0 , n1 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
an agent , gets a commission of n0 % on the sales of cloth . if on a certain day , he gets rs . n1 as commission , the cloth sold through him on that day is worth	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n1 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
of the n0 people in a room , n4 / n2 are women . if n3 / n4 of the people are married , what is the maximum number of women in the room who could be unmarried ?	divide ( n1 , n2 ) | multiply ( n0 , #0 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be needed to fill the same tank , if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
david has $ n0 , n2 at the beginning of his trip , after spending money , he still has exactly $ n2 less than he spent on the trip . how much money does john still have ?	multiply ( const_10 , const_100 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n1 )
a n0 - liter solution of alcohol and water is n1 percent alcohol . if n2 liters of alcohol and n3 liters of water are added to this solution , what percent of the solution produced is alcohol ?	add ( n2 , n3 ) | divide ( n1 , const_100 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a student needs n0 % of the marks on a test to pass the test . if the student gets n1 marks and fails the test by n2 marks , find the maximum marks set for the test .	add ( n1 , n2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
right now , the ratio between the ages of sandy and molly is n0 : n1 . after n2 years , sandy no_ascii_32 s age will be n3 years . what is molly ' s age right now ?	subtract ( n3 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 )
jake can dig a well in n0 days . paul can dig the same well in n1 days . jake , paul and hari together dig the well in n2 days . hari alone can dig the well in	divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
the average of marks obtained by n0 boys was n2 . if the average of marks of passed boys was n2 and that of failed boys was n3 , the number of boys who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a shop sells n1 chocolate at the rate rupee n1 each . you can exchange n2 warppers for one chocolate . if you have rs . n3 , what is the maximum number of chocolates you can get ?	divide ( n3 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | add ( n3 , #2 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
n0 beavers , working together in a constant pace , can build a dam in n2 hours . how many hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a fellow borrowed a certain sum of money at n1 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
john want to buy a $ n0 trouser at the store , but he think it no_ascii_21 no_ascii_15 no_ascii_38 s too expensive . finally , it goes on sale for $ n1 . what is the percent decrease ?	subtract ( n0 , n1 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
a sum was put at simple interest at a certain rate for n0 years . had it been put at n1 % higher rate , it would have fetched rs . n2 more . what was the sum ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
p and q invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if p invested rs . n2 , n3 , the amount invested by q is :	add ( const_2 , const_3 ) | add ( n0 , #0 ) | multiply ( #1 , #0 ) | multiply ( n0 , #2 )
the average weight of n0 oarsmen in a boat is increased by n1 kg when one of the crew , who weight n2 kg is replaced by a new man . find the weight of the new man .	multiply ( n0 , n1 ) | add ( n2 , #0 )
a shopkeeper buys two articles for rs . n0 each and then sells them , making n2 % profit on the first article and n2 % loss on second article . find the net profit or loss percent ?	add ( n1 , const_100 ) | add ( n0 , n0 ) | subtract ( const_100 , n1 ) | divide ( const_100 , #2 ) | divide ( const_100 , #0 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #1 ) | multiply ( #8 , const_100 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n1 % . at what price per kg , he should have sold them to make a profit of n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
of all the homes on gotham street , n0 / n1 are termite - ridden , and n2 / n3 of these are collapsing . what fraction of the homes are termite - ridden , but not collapsing ?	add ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
arjun started a business with rs . n0 and is joined afterwards by anoop with rs . n1 . after how many months did anoop join if the profits at the end of the year are divided equally ?	multiply ( n0 , const_12 ) | multiply ( n1 , const_10 ) | divide ( #0 , #1 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
the perimeter of an equilateral triangle is n0 . if one of the sides of the equilateral triangle is the side of an isosceles triangle of perimeter n1 , then how long is the base of isosceles triangle ?	divide ( n0 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
if ( a no_ascii_77 b ) is n0 more than ( c + d ) and ( a + b ) is n1 less than ( c no_ascii_77 d ) , then ( a no_ascii_77 c ) is :	divide ( n0 , n1 )
a man can do a job in n0 days . his father takes n1 days and his son finishes it in n2 days . how long will they take to complete the job if they all work together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_1 , #4 )
two brothers ram and ravi appeared for an exam . the probability of selection of ram is n3 / n1 and that of ravi is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
two trains are moving in opposite direction @ n0 kmph and n1 kmph . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( const_1000 , const_3600 ) | multiply ( #0 , #2 ) | multiply ( #1 , const_1000 ) | inverse ( #3 ) | multiply ( #5 , #4 )
a man has rs . n0 in the form of rs . n4 notes and rs . n2 notes . the total number of notes are n3 . find the number of notes of rs . n4 denomination .	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
a flagpole n0 meters high casts a shadow of length n1 meters . if a building under similar conditions casts a shadow of length n2 meters , what is the height of the building ( in meters ) ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
a cyclist bikes x distance at n0 miles per hour and returns over the same path at n1 miles per hour . what is the cyclist ' s average rate for the round trip in miles per hour ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if a lends rs . n0 to b at n1 % per annum and b lends the same sum to c at n2 % per annum then the gain of b in a period of n3 years is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( #0 , n3 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
the average weight of a class of n0 boys was calculated to be n1 kgs and it was later found that one weight was misread as n2 kg instead of n3 kg . what is the correct weight ?	multiply ( n0 , n1 ) | subtract ( n3 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
there has been successive increases of n0 % and then n1 % in the price of gas from the previous month . by what percentage should a driver reduce gas consumption so that the expenditure does not change ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 ) | divide ( const_100 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
if ( a no_ascii_77 b ) is n0 more than ( c + d ) and ( a + b ) is n1 less than ( c no_ascii_77 d ) , then ( a no_ascii_77 c ) is :	divide ( n0 , n1 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
for any positive integer n , the sum of the first n positive integers equals n ( n + n0 ) / n1 . what is the sum m of all the even integers between n2 and n3 ?	add ( n2 , n0 ) | subtract ( n3 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( n0 , #3 )
a glass was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a glass was filled with n2 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in a hostel there were n0 students . to accommodate n1 more students the average is decreased by rupees n2 . but total expenditure increased by rs . n3 . find the total expenditure of the hostel now ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n2 ) | multiply ( #0 , #4 )
the operation is defined for all integers a and b by the equation ab = ( a - n1 ) ( b - n1 ) . if x n2 = n3 , what is the value of x ?	subtract ( n2 , n0 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
a flagpole n0 meters high casts a shadow of length n1 meters . if a building under similar conditions casts a shadow of length n2 meters , what is the height of the building ( in meters ) ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
n0 buckets of water fill a tank when the capacity of each bucket is n1 litres . how many buckets will be needed to fill the same tank , if the capacity of each bucket is n2 litres ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
it takes n0 days to fill a laboratory dish with bacteria . if the size of the bacteria doubles each day , how long did it take for the bacteria to fill n1 / n2 of the dish ?	log ( n2 ) | subtract ( n0 , #0 )
a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by n0 % while buying and by n1 % while selling . what is his percentage profit ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #1 )
if $ n0 invested at a certain rate of simple interest amounts to $ n1 at the end of n2 years , how much will $ n3 amount to at the same rate of interest in n4 years ?	multiply ( n3 , n4 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 ) | divide ( #3 , n2 ) | multiply ( #4 , #0 ) | divide ( #5 , n0 ) | add ( n3 , #6 )
if x < y < z and y - x > n0 , where x is an even integer and y and z are odd integers , what is the least possible value f of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_2 )
a rectangular field is to be fenced on three sides leaving a side of n0 feet uncovered . if the area of the field is n1 sq . feet , how many feet of fencing will be required ?	divide ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( n0 , #1 )
if n5 ^ n1 , n3 ^ n3 , and n4 ^ n5 are all factors of the product of n6 and w where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
if ( a no_ascii_77 b ) is n0 more than ( c + d ) and ( a + b ) is n1 less than ( c no_ascii_77 d ) , then ( a no_ascii_77 c ) is :	divide ( n0 , n1 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 sq . ft , how much will it cost to paint outside of a cube having n3 feet each side	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin gthe plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
an agent , gets a commission of n0 % on the sales of cloth . if on a certain day , he gets rs . n1 as commission , the cloth sold through him on that day is worth	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a man walked a certain distance south and then the same distance plus n0 km due west . he is now n1 km from his starting point . what are the distances south and west that he walked ?	multiply ( n0 , n1 ) | multiply ( const_10 , const_4 ) | multiply ( #0 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( #3 , #1 )
there has been successive increases of n0 % and then n1 % in the price of gas from the previous month . by what percentage should a driver reduce gas consumption so that the expenditure does not change ?	add ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 ) | divide ( const_100 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
if n5 ^ n1 , n3 ^ n3 , and n4 ^ n5 are all factors of the product of n6 and w where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
p and q invested in a business . they earned some profit which they divided in the ratio of n0 : n1 . if p invested rs . n2 , n3 , the amount invested by q is :	add ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( #1 , #0 ) | multiply ( n0 , #2 )
when an amount was distributed among n0 boys , each of them got $ n1 more than the amount received by each boy when the same amount is distributed equally among n2 boys . what was the amount ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | subtract ( #0 , #1 ) | divide ( n1 , #2 )
two brothers ram and ravi appeared for an exam . the probability of selection of ram is n0 / n1 and that of ravi is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
the average age of n0 passengers in a ferry is n1 . what is the average age of the new group formed when combining the passengers with the n2 crew members of ferry whose average age is n3 ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
an agent , gets a commission of n0 % on the sales of cloth . if on a certain day , he gets rs . n1 as commission , the cloth sold through him on that day is worth	divide ( n0 , const_100 ) | divide ( n1 , #0 )
tough and tricky questions : exponents . if n0 ^ ( n5 x - n2 ) * n5 ^ ( n4 y - n5 ) = n6 ^ x * n7 ^ y , then x + y =	add ( n1 , n2 )
n0 men working n1 hours a day can finish a work in n3 days . working at the rate of n3 hours a day , the number of men required to finish the same work in n4 days is	multiply ( n0 , n1 ) | multiply ( n2 , n4 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
a fruit seller sells mangoes at the rate of rs . n0 per kg and thereby loses n2 % . at what price per kg , he should have sold them to make a profit of n2 % ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
the contents of a certain box consist of n0 apples and n1 oranges . how many oranges must be removed from the box so that n2 percent of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
the length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencingthe plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_4 ) | add ( n0 , #3 )
x is a positive integer less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	reminder ( n1 , n0 ) | reminder ( n3 , n0 ) | reminder ( n2 , n0 ) | multiply ( n3 , #0 ) | add ( #3 , #1 ) | subtract ( #4 , #2 )
a can knit a pair of socks in n0 days . b can knit the same thing in n1 days . if they are knitting together , in how many days will they knit two pairs of socks ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | inverse ( #3 )
a can do a job in n1 days and b can do it in n1 days . a and b working together will finish twice the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
walking with n0 / n1 of my usual speed , i arrive at the bus stop n2 minutes later than normal . how many minutes does it take to walk to the bus stop at my usual speed ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the share of a in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
two brother x and y appeared for an exam . the probability of selection of x is n0 / n1 and that of b is n2 / n3 . find the probability that both of them are selected .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 )
a cube of edge n0 cm is cut into cubes each of edge n1 cm . the ratio of the total surface area of one of the small cubes to that of the large cube is equal to :	divide ( const_4 , const_100 )
the least common multiple of positive integer m and n2 - digit integer n is n1 . if n is not divisible by n2 and m is not divisible by n3 , what is the value of n ?	divide ( n1 , n0 )
in a company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
a cyclist bikes x distance at n0 miles per hour and returns over the same path at n1 miles per hour . what is the cyclist ' s average rate for the round trip in miles per hour ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the same direction in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
barbata invests $ n0 in the national bank at n1 % . how much additional money must she invest at n3 % so that the total annual income will be equal to n3 % of her entire investment ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a and b invests rs . n0 and rs . n1 respectively in a business . if a doubles his capital after n2 months . in what ratio should a and b divide that year ' s profit ?	add ( n2 , n2 ) | multiply ( n0 , n2 ) | multiply ( n0 , const_2 ) | multiply ( n2 , #2 ) | multiply ( n1 , #0 ) | add ( #1 , #3 ) | divide ( #5 , #4 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencing the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a bowl was filled with n0 ounces of water , and n1 ounce of the water evaporated each day during a n2 - day period . what percent of the original amount of water evaporated during this period ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
in one hour , a boat goes n0 km / hr along the stream and n1 km / hr against the stream . the speed of the boat in still water ( in km / hr ) is :	stream_speed ( n0 , n1 )
the average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . what is the teacher ' s age in years ?	add ( n0 , const_1 )
at what price must an article costing rs . n0 be marked in order that after deducting n1 % from the list price . it may be sold at a profit of n2 % on the cost price ?	multiply ( n0 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
if it is n0 : n1 in the evening on a certain day , what time in the morning was it exactly n2 , n3 , n4 minutes earlier ? ( assume standard time in one location . )	add ( const_3 , const_4 ) | add ( const_1 , const_10 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( n2 , const_1000 ) | add ( n0 , #2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #4 , const_1000 ) | multiply ( #2 , const_2 ) | add ( #6 , const_2 ) | multiply ( #5 , const_60 ) | multiply ( #7 , const_10 ) | multiply ( #9 , const_60 ) | add ( n1 , #11 ) | multiply ( #12 , const_1000 ) | add ( #10 , #15 ) | add ( #16 , #8 ) | reminder ( #17 , #13 ) | subtract ( #14 , #18 ) | divide ( #19 , const_60 ) | reminder ( #19 , const_60 ) | floor ( #20 ) | divide ( #22 , #21 )
the list price of an article is rs . n0 . a customer pays rs . n1 for it . he was given two successive discounts , one of them being n2 % . the other discount is ?	divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , n1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
the cost of the paint is rs . n0 per kg . if n1 kg of paint covers n2 square feet , how much will it cost to paint outside of a cube having n3 feet each side .	surface_cube ( n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 )
there are n0 more women than there are men on a local co - ed softball team . if there are a total of n1 players on the team , what is the ratio of men to women ?	add ( const_1 , const_1 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #2 , #3 )
a person lent a certain sum of money at n0 % per annum at simple interest and in n1 years the interest amounted to rs . n2 less than the sum lent . what was the sum lent ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a cistern which could be filled in n0 hours takes n1 hour more to be filled owing to a leak in its bottom . if the cistern is full , in what time will the leak empty it ?	divide ( const_1 , n0 ) | divide ( const_1 , const_10 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
average monthly income of a family of n0 earning members was rs . n1 . one of the earning members died and therefore , the average income came down to rs n2 . the income of the deceased was ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
n1 trains starting at the same time from n1 stations n2 km apart and going in opposite direction cross each other at a distance of n3 km from one of the stations . what is the ratio of their speeds	subtract ( n2 , n3 ) | divide ( #0 , n3 ) | inverse ( #1 )
two brothers took the gmat exam , the higher score is x and the lower one is y . if the difference between the two scores is n0 / n1 , what is the value of x / y ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( n1 , #1 )
there are n0 people in the elevator . their average weight is n1 lbs . another person enters the elevator , and increases the average weight to n2 lbs . what is the weight of the n3 th person .	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase w in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a person want to give his money of $ n0 to his n1 children a , b , c , d in the ratio n5 : n3 : n4 : n5 . what is the a + c share ?	add ( const_3.0 , const_2.0 ) | add ( const_4.0 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
carmen made a sculpture from small pieces of wood . the sculpture is n0 feet n1 inches tall . carmen places her sculpture on a base that is n2 inches tall . how tall are the sculpture andbase together ?	add ( n0 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , const_10 ) | add ( n2 , #2 ) | divide ( #3 , #0 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
right triangle pqr is the base of the prism in the figure above . if pq = pr = no_ascii_21 no_ascii_69 no_ascii_3 n0 and the height of the prism is n1 , what is the volume of the prism ?	sqrt ( n0 ) | triangle_area ( #0 , #0 ) | multiply ( n1 , #1 )
saleem bought n1 baskets with the average cost of $ n1 . if saleem also buys the fifth basket with the price of $ n2 , what is the average ( arithmetic mean ) price of those n3 baskets ?	multiply ( n0 , n0 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
in a group of n0 students , n1 are taking history , and n2 are taking statistics . if n3 students are taking history or statistics or both , then how many students are taking history but not statistics ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n1 , #1 )
a positive number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
a and b can finish a work in n0 days and n1 days respectively . if both do work one day and leave one day . and a start the work then in how much days work will finish ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( const_1 , #1 ) | divide ( #0 , #2 ) | inverse ( #3 ) | add ( #4 , const_1 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
a square carpet with an area n0 m n2 must have n2 metres cut - off one of its edges in order to be a perfect fit for a rectangular room . what is the area of rectangular room ?	sqrt ( n0 ) | subtract ( #0 , const_2 ) | multiply ( #0 , #1 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
paper charge is rs . n0 per kg . how much expenditure would be there to cover a cube of edge n1 m with a paper , if one kg of paper covers n2 sq . m . area ?	divide ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
in a class , n0 students like to play basketball and n1 like to play cricket . n2 students like to play on both basketball and cricket . how many students like to play basketball or cricket or both ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a man can row n0 kmph in still water . if the velocity of the current is n2 kmph and it takes him n2 hours to row to a place and come back . how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
a man ' s regular pay is $ n0 per hour up to n1 hours . overtime is twice the payment for regular time . if he was paid $ n2 , how many hours overtime did he work ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
excluding the stoppages , the speed of a bus is n0 km / hr and including the stoppages the speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
i flew my tiny seaplane to visit my mother . on the flight up , i flew at n0 mph . on the way home , i flew n1 mph . what was my average speed for the trip ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a class of n0 students in an examination in maths n1 students scored n2 marks each , n3 get zero each and the average of the rest was n4 . what is the average of the whole class ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n4 , #2 ) | add ( #3 , #1 ) | divide ( #4 , n0 )
two sets of n0 consecutive positive integers have exactly one integer in common . the sum of the integers in the set with greater numbers is how much greater than the sum of the integers in the other set ?	multiply ( n0 , const_10 ) | multiply ( n0 , const_4 ) | subtract ( #0 , #1 )
n0 chairs are to be arranged in a column in such a way that the number of chairs in each column should be equal to the columns . how many chairs will be excluded to make this arrangement possible ?	subtract ( n0 , const_12 ) | subtract ( #0 , const_12 ) | subtract ( #1 , const_12 ) | subtract ( n0 , #2 )
the average ( arithmetic mean ) of n0 positive integers is n1 . if the average of n4 of these integers is n3 , what is the greatest possible value that one of the other n4 integers can have ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a and b can do a piece of work in n0 days and n1 days respectively . both work for n2 days and then a goes away . find how long will b take to complete the remaining work ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #0 )
in a class of n0 students in an examination in maths n3 students scored n2 marks each , n3 get zero each and the average of the rest was n4 . what is the average of the whole class ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n4 , #2 ) | add ( #3 , #1 ) | divide ( #4 , n0 )
there are n0 balls which are red , blue or green . if n1 balls are green and the sum of red balls and green balls is less than n2 , at most how many red balls are there ?	subtract ( n1 , const_1 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a solution contains n0 parts of water for every n1 parts of lemonade syrup . how many parts of the solution should be removed and replaced with water so that the solution will now contain n2 % lemonade syrup ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | divide ( n1 , #0 ) | divide ( const_2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #0 , #5 )
a take twice as much time as b or thrice as much time to finish a piece of work . working together , they can finish the work in n0 days . b can do the work alone in ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | multiply ( n0 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
mixture contains alcohol and water in the ratio n3 : n1 . if n2 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n0 , n4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
n6 people each took n2 tests . if the ranges of their scores in the n2 practice tests were n3 , n4 and n5 , what is the minimum possible range in scores of the n6 test - takers ?	subtract ( n5 , n1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a straight line in the xy - plane has slope n0 . on this line the x - coordinate of the point is n1 and y - coordinate is n2 then what is the y intercept of the plane ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a student traveled n0 percent of the distance of the trip alone , continued another n1 miles with a friend , and then finished the last half of the trip alone . how many miles long was the trip ?	divide ( const_1 , const_2 ) | inverse ( n0 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #0 ) | divide ( n1 , #3 )
rahim bought n0 pillows with the average cost of $ n3 . if rahim also buys the fifth pillow with the price of $ n2 , what is the average ( arithmetic mean ) price of those n3 pillows ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 )
mixture contains alcohol and water in the ratio n3 : n1 . if n2 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n0 , n4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 )
the cost of n4 chairs and n3 tables is rs . n2 . the cost of n3 chairs and n4 tables is rs . n5 . the cost of each table is more than that of each chair by ?	multiply ( n2 , const_3 ) | multiply ( n3 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( n3 , #7 ) | divide ( #8 , n1 ) | subtract ( #6 , #9 )
rajan is sixth from the left end and vinay is tenth from the right end in a row of boys . if there are n0 boys between rajan and vinay , how many boys are there in the row ?	multiply ( const_2 , const_3 ) | add ( n0 , #0 ) | add ( #1 , const_10 )
mixture contains alcohol and water in the ratio n3 : n1 . if n2 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n0 , n4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 )
the radius of the wheel of a bus is n0 cms and the speed of the bus is n1 km / h , then the r . p . m . ( revolutions per minutes ) of the wheel is	multiply ( n1 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( n0 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #7 , #1 ) | power ( #6 , const_2 ) | divide ( #5 , #9 ) | add ( #10 , const_3 ) | multiply ( #11 , #4 ) | divide ( #8 , #12 )
machine r takes n0 more hours than machine b to make n1 widgets . if working together , the machines can make n2 widgets in n3 hours , how long will it take machine r to make n4 widgets ?	subtract ( n4 , n2 ) | subtract ( #0 , const_3 )
arnold and danny are two twin brothers that are celebrating their birthday . the product of their ages today is smaller by n0 from the product of their ages a year from today . what is their age today ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a person want to give his money of $ n0 to his n5 children a , b , c , d in the ratio n2 : n5 : n4 : n5 . what is the a + b share ?	add ( const_3.0 , n2 ) | add ( n4 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
a retailer bought a hat at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	add ( n0 , n2 ) | divide ( #0 , n2 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
the number of positive integers n in the range n0 no_ascii_76 n no_ascii_76 n1 such that the product ( n no_ascii_73 n2 ) ( n no_ascii_73 n3 ) . . . n4 . n5 is not divisible by n is	add ( n3 , n4 ) | add ( n3 , #0 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin g the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
a student traveled n0 percent of the distance of the trip alone , continued another n1 miles with a friend , and then finished the last half of the trip alone . how many miles long was the trip ?	divide ( const_1 , const_2 ) | inverse ( n0 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #0 ) | divide ( n1 , #3 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
of the n0 people at a party , n1 were women , and n3 women tried the appetizer . if n3 people did not try the appetizer , what is the total number of men who tried the appetizer ?	subtract ( n0 , n3 ) | subtract ( #0 , n2 )
excluding the stoppages , the speed of a bus is n0 km / hr and including the stoppages the speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a retailer bought a shirt at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	divide ( n0 , n2 ) | add ( #0 , const_1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
the spherical ball of lead n1 cm in diameter is melted and recast into n1 spherical balls . the diameters of two of these are n2 no_ascii_49 cm and n3 cm respectively . the diameter of third ball is ?	divide ( n0 , n3 ) | divide ( n2 , n3 ) | inverse ( n0 ) | add ( n2 , #1 ) | power ( #0 , const_3 ) | divide ( #3 , n3 ) | power ( #5 , const_3 ) | subtract ( #4 , #6 ) | subtract ( #7 , n2 ) | power ( #8 , #2 ) | multiply ( #9 , const_2 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
one fourth of a solution that was n0 % salt by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent salt by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | subtract ( #3 , #1 ) | subtract ( #2 , #4 ) | multiply ( #5 , const_100 )
a take twice as much time as b or thrice as much time to finish a piece of work . working together , they can finish the work in n0 days . b can do the work alone in ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | multiply ( n0 , #1 )
a rectangular courtyard n0 meters long n1 meters wide is to be paved exactly with square tiles , all of the same size . what is the largest size of the tile which could be used for the purpose ?	multiply ( n0 , const_100 ) | divide ( #0 , const_2 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | divide ( #3 , const_3 ) | divide ( #3 , #4 ) | multiply ( #5 , #4 )
a merchant marks goods up by n0 % and then offers a discount on the marked price . the profit that the merchant makes after offering the discount is n1 % . what % discount did the merchant offer ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , #1 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
when toys are grouped into n0 and n1 , always n2 toys remain ungrouped . what is the minimum number of toys to be added so that when they are grouped into n3 , no toys will remain ungrouped ?	add ( const_2 , const_4 ) | lcm ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n3 , #0 ) | subtract ( #3 , #2 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
the cost of n4 chairs and n3 tables is rs . n2 . the cost of n3 chairs and n4 tables is rs . n5 . the cost of each table is more than that of each chair by ?	multiply ( n2 , const_3 ) | multiply ( n3 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( n3 , #7 ) | divide ( #8 , n1 ) | subtract ( #6 , #9 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a third of arun no_ascii_21 no_ascii_15 no_ascii_38 s marks in mathematics exceed a half of his marks in english by n0 . if he got n1 marks in two subjects together how many marks did he got in english ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | add ( n0 , #3 )
x is able to do a piece of work in n0 days and y can do the same work in n1 days . if they can work together for n2 days , what is the fraction of work completed ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | divide ( n2 , #2 )
average monthly income of a family of n0 earning members was rs . n1 . one of the earning members died and therefore , the average income came down to rs n2 . the income of the deceased was ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
a straight line in the xy - plane has slope n0 . on this line the x - coordinate of the point is n1 and y - coordinate is n2 then what is the y intercept of the plane ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n0 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
a person spent rs . n0 , n1 from his salary on food and n2 , n3 on house rent . after that he was left with n4 % of his monthly salary . what is his monthly salary ?	add ( const_1 , const_4 ) | sqrt ( const_100 ) | multiply ( #0 , const_100 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
x is able to do a piece of work in n0 days and y can do the same work in n1 days . if they can work together for n2 days , what is the fraction of work left ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | divide ( n2 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
the cost of n4 chairs and n3 tables is rs . n2 . the cost of n3 chairs and n4 tables is rs . n5 . the cost of each table is more than that of each chair by ?	multiply ( n2 , const_3 ) | multiply ( n3 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( n3 , #7 ) | divide ( #8 , n1 ) | subtract ( #6 , #9 )
two sets of n0 consecutive positive integers have exactly one integer in common . the sum of the integers in the set with greater numbers is how much greater than the sum of the integers in the other set ?	multiply ( n0 , const_10 ) | multiply ( n0 , const_4 ) | subtract ( #0 , #1 )
the ratio of the length and the width of a rectangle is n0 : n1 and the area of the rectangle is n2 sq cm . what is the ratio of the width and the area of the rectangle ?	multiply ( n2 , n1 ) | sqrt ( #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n2 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
in a class , n0 students like to play basketball and n1 like to play cricket . n2 students like to play on both basketball and cricket . how many students like to play basketball or cricket or both ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
a man ' s regular pay is $ n0 per hour up to n1 hours . overtime is twice the payment for regular time . if he was paid $ n2 , how many hours overtime did he work ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
a man can row at n0 kmph in still water . if the velocity of current is n2 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
the ratio between the present age of p and q is n0 : n1 . if q is n3 years old then p , what will be the ratio of the ages of p and q after n3 year ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | add ( n2 , #3 ) | divide ( #4 , #3 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the contents of a certain box consist of n0 apples and n2 kiwis . how many kiwis must be added to the box so that exactly n2 % of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
the price of a car is marked at $ n0 , n1 . if the car has successive discounts of n2 % , n3 % and n4 % , then at what price does a customer buy the car ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n3 , const_2 ) | multiply ( const_3 , const_4 ) | multiply ( #4 , const_100 ) | multiply ( #3 , #5 ) | multiply ( #0 , #6 ) | subtract ( #6 , #7 ) | multiply ( #1 , #8 ) | subtract ( #8 , #9 ) | multiply ( #2 , #10 ) | subtract ( #10 , #11 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill tank in n0 min , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
in a class of n0 students in an examination in mathematics n1 students scored n2 marks each , n3 get zero each and the average of the rest was n4 . what is the average of the whole class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , n3 ) | multiply ( n4 , #2 ) | add ( #3 , #0 ) | divide ( #4 , n0 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase e in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
rs . n4 becomes rs . n1 in n5 years at a certain rate of simple interest . if the rate of interest is increased by n3 % , what amount will rs . n4 become in n5 years .	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 ) | add ( n3 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , const_100 ) | add ( n0 , #7 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
one fourth of a solution that was n0 % salt by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent salt by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | subtract ( #3 , #1 ) | subtract ( #2 , #4 ) | multiply ( #5 , const_100 )
in a class , n0 students like to play basketball and n1 like to play cricket . n2 students like to play on both basketball and cricket . how many students like to play basketball or cricket or both ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
ram , who is half as efficient as krish , will take n0 days to complete a task if he worked alone . if ram and krish worked together , how long will they take to complete the task ?	divide ( const_1 , n0 ) | divide ( n0 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many hours z will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a bag contains n0 red , n1 black and n2 white balls . what is the probability of drawing a red and a white ball in two successive draws , each ball being put back after it is drawn ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_2 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
arnold and danny are two twin brothers that are celebrating their birthday . the product of their ages today is smaller by n0 from the product of their ages a year from today . what is their age today ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 )
a positive number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers may be selected from among n1 managers , if there are n2 managers who refuse to attend the meeting together .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n3 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
a merchant marks goods up by n0 % and then offers a discount on the marked price . the profit that the merchant makes after offering the discount is n1 % . what % discount did the merchant offer ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , #1 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
if x is equal to the sum of the even integers from n2 to n3 inclusive , and y is the number of even integers from n2 to n3 inclusive , what is the value of x + y ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( #1 , const_2 ) | add ( #2 , const_1 ) | multiply ( #2 , const_2 ) | add ( #0 , #4 ) | multiply ( #3 , #5 ) | divide ( #6 , const_2 ) | add ( #3 , #7 )
the first doughnut is priced at $ n0 and then if you purchase additional doughnuts as dozens then the price is $ n1 / dozen . what is the total number of doughnuts purchased if you paid $ n2 ?	divide ( n2 , n1 ) | multiply ( #0 , const_12 )
a n7 - digit number divisible by n5 is to be formed using numerical n2 , n3 , n4 , n5 , n6 and n7 without repetition . the total number e of ways this can be done is :	factorial ( n0 ) | factorial ( n6 ) | multiply ( n6 , #1 ) | add ( #0 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
of the n0 people at a party , n1 were women , and n2 women tried the appetizer . if n3 people did not try the appetizer , what is the total number of men who tried the appetizer ?	subtract ( n0 , n3 ) | subtract ( #0 , n2 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers may be selected from among n1 managers , if there are n2 managers who refuse to attend the meeting together .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
the contents of a certain box consist of n0 apples and n2 oranges . how many oranges must be added to the box so that exactly n2 % of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
the average ( arithmetic mean ) of n0 positive integers is n1 . if the average of n4 of these integers is n3 , what is the greatest possible value that one of the other n4 integers can have ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the contents of a certain box consist of n0 apples and n1 oranges . how many oranges must be added to the box so that exactly n2 % of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
in a class of n0 students in an examination in maths n1 students scored n2 marks each , n3 get zero each and the average of the rest was n4 . what is the average of the whole class ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n4 , #2 ) | add ( #3 , #1 ) | divide ( #4 , n0 )
obra drove n0 no_ascii_35 meters along a circular track . if the area enclosed by the circular track on which she drove is n1 , n2 no_ascii_35 square meters , what percentage of the circular track did obra drive ?	circumface ( n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_2 )
if the charge of staying in a student youth hostel $ n0 / day for the first week , and $ n1 / day for each additional week , how much does it cost to stay for n2 days ?	add ( const_3 , const_4 ) | multiply ( n0 , #0 ) | subtract ( n2 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
i flew my tiny seaplane to visit my mother . on the flight up , i flew at n0 mph . on the way home , i flew n1 mph . what was my average speed for the trip ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
a rectangle having length n0 cm and width n1 cm . if the length of the rectangle is increased by n2 n3 percent then how much percent the breadth should be decreased so as to maintain the same area .	multiply ( n0 , n1 ) | multiply ( const_100 , const_2 ) | add ( n3 , #1 ) | divide ( #2 , const_100 ) | multiply ( n0 , #3 ) | divide ( #0 , #4 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
ram , who is half as efficient as krish , will take n0 days to complete a task if he worked alone . if ram and krish worked together , how long will they take to complete the task ?	divide ( const_1 , n0 ) | divide ( n0 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
a pump can fill a tank with water in n2 hours . because of a leak , it took n2 2 / n3 hours to fill the tank . the leak can drain all the water of the tank in	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
joan and karl each bought a telescopes and the sum of their purchases was $ n0 . if twice of what joan paid was $ n1 more than what karl paid , what did joan pay for her telescope ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( n0 , #2 )
a can do a piece of work in n0 days . he works at it for n1 days and then b finishes it in n2 days . in how many days can a and b together finish the work ?	divide ( const_1 , n0 ) | multiply ( n2 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n3 ^ n2 germs , equally divided among n3 , n4 petri dishes . how many germs live happily in a single dish ?	multiply ( const_100 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #0 , #3 ) | multiply ( n0 , #2 ) | divide ( #5 , #4 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
i flew my tiny seaplane to visit my mother . on the flight up , i flew at n0 mph . on the way home , i flew n1 mph . what was my average speed for the trip ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the contents of two vessels containing copper and tin in the ratio n4 : n2 and n2 : n3 are mixed in the ratio n4 : n5 . the resulting mixture will have copper and tin in the ratio ?	multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | multiply ( n1 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #5 )
the first doughnut is priced at $ n0 and then if you purchase additional doughnuts as dozens then the price is $ n1 / dozen . what is the total number of doughnuts purchased if you paid $ n2 ?	divide ( n2 , n1 ) | multiply ( #0 , const_12 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the average age of n0 members of a committee is the same as it was n1 years ago , because an old member has been replaced by a young member . find how much younger is the new member ?	multiply ( n0 , n1 )
the sum of n3 numbers is n1 . the ratio of the first to the second is n2 / n3 , and the ratio of the second to the third is n4 / n5 . the second number is :	multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | multiply ( n1 , #0 ) | add ( #3 , #2 ) | divide ( #4 , #5 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
q - n1 : how many two digit numbers of distinct digits can be formed by using digits n1 , n2 , n3 , n4 , n8 , n6 and n7 such that the numbers are divisible by n8 ?	add ( n0 , n1 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | add ( n0 , #3 )
a sum of money lent at compound interest for n0 years at n1 % per annum would fetch rs . n2 more , if the interest was payable half yearly than if it was payable annually . the sum is	divide ( n1 , const_2 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_100 ) | add ( #3 , const_1 ) | power ( #2 , const_2 ) | power ( #4 , const_4 ) | subtract ( #6 , #5 ) | divide ( n2 , #7 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
there are n0 balls which are red , blue or green . if n1 balls are blue and the sum of green balls and blue balls is less than n2 , at most how many green balls are there ?	subtract ( n1 , const_1 )
in a class of n0 students in an examination in maths n1 students scored n2 marks each , n3 get zero each and the average of the rest was n4 . what is the average of the whole class ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n4 , #2 ) | add ( #3 , #1 ) | divide ( #4 , n0 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to decreased by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
when sourav increases his speed from n0 km / hr to n1 km / hr , he takes one hour less than the usual time to cover a certain distance . what is the distance usually covered by him ?	subtract ( n1 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
machine c takes n0 more hours than machine b to make n1 widgets . if working together , the machines can make n2 widgets in n3 hours , how long will it take machine c to make n4 widgets ?	add ( n0 , const_4 ) | multiply ( n4 , #0 ) | divide ( #1 , n1 )
a tempo is insured to an extent of n0 / n1 of its original value . if the premium on it at the rate of n2 % amounts to $ n3 , the original value of the tempo is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( n3 , #2 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
company workers decided to raise rs . n0 lakhs by equal contribution from each . had they contributed rs . n1 each extra , the contribution would have been rs . n2 lakhs . how many workers were they ?	multiply ( const_100 , const_1000 ) | multiply ( n2 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n1 )
right triangle pqr is the base of the prism in the figure above . if pq = pr = no_ascii_21 no_ascii_69 no_ascii_3 n0 and the height of the prism is n1 , what is the volume of the prism ?	sqrt ( n0 ) | triangle_area ( #0 , #0 ) | multiply ( n1 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
profits in the partnership of bess , bill and bob are shared in the ratio n0 : n1 : n2 . if bill ' s share of the profits is $ n3 , what is bob ' s share ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | add ( #3 , #0 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
rs . n4 becomes rs . n1 in n5 years at a certain rate of simple interest . if the rate of interest is increased by n3 % , what amount will rs . n4 become in n5 years ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 ) | add ( n3 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , const_100 ) | add ( n0 , #7 )
a person spent rs . n2 , n1 from his salary on food and n2 , n3 on house rent . after that he was left with n4 % of his monthly salary . what is his monthly salary ?	add ( const_1 , const_4 ) | sqrt ( const_100 ) | multiply ( #0 , const_100 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
a positive number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
by combining number of small cubes , a larger cube is produced . the ratio between volume of larger cube and small cube is n0 : n1 then how many small cubes are required to produce a larger cube ?	divide ( n0 , n1 )
a man can row at n0 kmph in still water . if the velocity of current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
obra drove n0 no_ascii_35 meters along a circular track . if the area enclosed by the circular track on which she drove is n1 , n2 no_ascii_35 square meters , what percentage of the circular track did obra drive ?	circumface ( n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_2 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
a positive number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
two cyclist start from the same places in opposite directions . one is going towards north at n1 kmph and the other is going towards south n1 kmph . what time will they take to be n2 km apart ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a person travels equal distances with speeds of n0 km / hr , n1 km / hr and n2 km / hr and takes a total time of n3 minutes . the total distance ( in km ) is :	divide ( n3 , const_60 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 ) | multiply ( #6 , const_3 ) | multiply ( #7 , const_1000 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
two brothers took the gmat exam , the higher score is x and the lower one is y . if the difference between the two scores is n0 / n1 , what is the value of y / x ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( n1 , #1 )
in a software company n3 / n1 of people know c + + , n4 / n3 of them know java , n4 / n5 of them know neither , find the total possibility to know c + + ?	divide ( n2 , n5 ) | divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #1 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
a merchant marks goods up by n0 % and then offers a discount on the marked price . the profit that the merchant makes after offering the discount is n1 % . what % discount did the merchant offer ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , #1 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
amithab ' s average expenditure for the january to june is rs . n0 and he spends rs . n1 in january and rs . n2 in july . the average expenditure for the months of febraury to july is	multiply ( const_2 , const_3 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( const_2.0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a cube has a volume of n0 cubic feet . if a similar cube is twice as long , twice as wide , and twice as high , then the volume , in cubic feet of such cube is ?	cube_edge_by_volume ( n0 ) | multiply ( #0 , const_2 ) | volume_cube ( #1 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a boat covers a certain distance downstream in n0 hour , while it comes back in n1 hours . if the speed of the stream be n2 kmph , what is the speed of the boat in still water ?	divide ( n2 , const_2 ) | multiply ( n2 , #0 ) | subtract ( #0 , n0 ) | add ( n2 , #1 ) | divide ( #3 , #2 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a trader sold an item at a loss of n0 % . if he had increased the price by $ n1 he would have made a gain of n2 % . what is the cost price of the item ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #3 , #4 ) | multiply ( #5 , const_100 ) | divide ( #2 , #6 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . thereforedecreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a tempo is insured to an extent of n0 / n1 of its original value . if the premium on it at the rate of n2 % amounts to $ n3 , the original value of the tempo is ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( n3 , #2 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
an individual deposited n0 % of n1 % of n2 % of what he had into his account with a bank . if he deposited rs . n3 , how much was he having initially with him before depositing ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n3 , #4 )
the ratio of the length and the width of a rectangle is n0 : n1 and the area of the rectangle is n2 sq cm . what is the ratio of the width and the area of the rectangle ?	multiply ( n2 , n1 ) | sqrt ( #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
machine z takes n0 more hours than machine b to make n1 widgets . if working together , the machines can make n2 widgets in n3 hours , how long will it take machine z to make n4 widgets ?	divide ( n4 , n1 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
p is able to do a piece of work in n0 days and q can do the same work in n1 days . if they can work together for n2 days , what is the fraction of work left ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n4 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers may be selected from among n1 managers , if there are n2 managers who refuse to attend the meeting together .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a retailer bought a shirt at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	divide ( n0 , n2 ) | add ( #0 , const_1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
find the total average marks of all the students in n0 separate classes , if the average marks of students in the first class of n1 students is n2 and that of another class of n3 students is n4 .	multiply ( n2 , const_1 ) | add ( #0 , const_4 ) | add ( #1 , const_12 ) | subtract ( #2 , const_4 ) | subtract ( #3 , const_0_25 ) | add ( #4 , const_1 ) | subtract ( #5 , const_1 )
if n0 lamps can be lighted n1 hours per day for n2 days for rs . n3 , then the number of lamps which can be lighted n4 hours daily for n5 days for rs . n6 , is ?	multiply ( n1 , n6 ) | multiply ( n3 , n5 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
ram , who is half as efficient as krish , will take n0 days to complete a task if he worked alone . if ram and krish worked together , how long will they take to complete the task ?	divide ( const_1 , n0 ) | divide ( n0 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
a can do a piece of work in n0 days and b in n1 days . they began the work together but n2 days before the completion of the work , a leaves . the work was completed in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | add ( n2 , #6 )
carmen made a sculpture from small pieces of wood . the sculpture is n0 feet n1 inches tall . carmen places her sculpture on a base that is n2 inches tall . how tall are the sculpture andbase together ?	add ( n0 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , n1 ) | add ( n2 , #2 ) | divide ( #3 , #0 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many v hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a can do a piece of work in n0 days and b in n1 days . together they started the work and b left after n2 days . in how many days can a alone do the remaining work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | add ( n2 , #6 )
at a small company , n0 percent of the employees are women , and n1 percent of the employees are married . if n2 / n3 of the men are single , what fraction of the women are married ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , n3 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #1 )
in a n0 - mile trip , the first n1 miles were completed at n2 mph . if the average speed for the whole trip was n3 mph , what was the average speed in the last n4 miles ?	divide ( n0 , n3 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n4 , #2 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
a student committee on academic integrity has n0 ways to select a president and vice president from a group of candidates . the same person can not be both president and vice president . how many candidates are there ?	multiply ( n0 , const_4 ) | negate ( const_1 ) | power ( #1 , const_2 ) | add ( #0 , #2 ) | sqrt ( #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_2 )
a rectangular courtyard , the sides of which are in the ratio of n0 : n1 , cost rs . n2 for paving at n3 p per m n4 ; find the length of the diagonal of the courtyard ?	add ( const_2 , const_3 ) | divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | divide ( n2 , #1 ) | divide ( #3 , #2 ) | sqrt ( #4 ) | multiply ( n0 , #5 ) | multiply ( n1 , #5 ) | power ( #6 , n4 ) | power ( #7 , n4 ) | add ( #8 , #9 ) | sqrt ( #10 ) | subtract ( #11 , #0 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
a person can swim in still water at n2 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
x , a , z , and b are single digit positive integers . x = no_ascii_26 a . z = no_ascii_26 b . ( n1 a + b ) no_ascii_77 ( n1 x + z ) could not equal	multiply ( n0 , const_4 ) | add ( #0 , const_4 )
a merchant marks goods up by n0 % and then offers a discount on the marked price . the profit that the merchant makes after offering the discount is n1 % . what % discount did the merchant offer ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1 ) | subtract ( #3 , #1 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a man can row at n0 kmph in still water . if the velocity of current is n2 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill tank in n0 min , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
rahul played weel in this season . his current batting averagge is n0 . if he score n1 runs in today match . his batting average will become n2 . how many matches had he played in this season .	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a man ' s regular pay is $ n0 per hour up to n1 hours . overtime is twice the payment for regular time . if he was paid $ n2 , how many hours overtime did he work ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
rahul played weel in this season . his current batting averagge is n0 . if he score n1 runs in today match . his batting average will become n2 . how many matches had he played in this season .	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a train n0 m long is moving at a speed of n1 km / hr . it crosses a train n2 m long coming from opposite direction in n3 seconds . what is the speed of the second train ?	add ( n0 , n2 ) | multiply ( n1 , const_0_2778 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_3_6 )
the first doughnut is priced at $ n0 and then if you purchase additional doughnuts as dozens then the price is $ n1 / dozen . what is the total number of doughnut purchased if you paid $ n2 ?	divide ( n2 , n1 ) | multiply ( #0 , const_12 )
at a kennel with n0 dogs , n1 of the dogs wear tags and n2 wear flea collars . if n3 of the dogs wear both , then how many of the dogs wear neither a collar nor tags ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
albert father was n0 years of age when she was born while her mother was n1 years old when her brother n2 years younger to her was born . what is the difference between the ages of her parents ?	add ( const_2 , const_3 ) | add ( #0 , const_4 ) | subtract ( #1 , #0 )
the ratio between the current age of a and b is n0 : n1 . if b is n3 years old than a . what will be the ratio of the ages of a and b after n3 years ?	multiply ( n0 , n2 ) | add ( n2 , #0 ) | add ( n2 , #1 ) | divide ( #1 , #2 )
a cube has a volume of n0 cubic feet . if a similar cube is twice as long , twice as wide , and twice as high , then the volume , in cubic feet of such cube is ?	cube_edge_by_volume ( n0 ) | multiply ( #0 , const_2 ) | volume_cube ( #1 )
rahul played weel in this season . his current batting averagge is n0 . if he score n1 runs in today match . his batting average will become n2 . how many matches had he played in this season .	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a and b are partners in a business . a contributes n0 / n1 of the capital for n2 months and b received n3 / n4 of the profit . for how long b ' s money was used ?	add ( n0 , const_10 ) | subtract ( #0 , n0 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
two cyclist start from the same places in opposite directions . one is going towards north at n0 kmph and the other is going towards south n1 kmph . what time will they take to be n2 km apart ?	add ( n0 , n1 ) | divide ( n2 , #0 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( const_2.0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
the radius of the wheel of a bus is n0 cms and the speed of the bus is n1 km / h , then the r . p . m . ( revolutions per minutes ) of the wheel is	multiply ( n1 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( n0 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #7 , #1 ) | power ( #6 , const_2 ) | divide ( #5 , #9 ) | add ( #10 , const_3 ) | multiply ( #11 , #4 ) | divide ( #8 , #12 )
find the last term of a g . p whose first term is n0 and common ratio is ( n1 / n4 ) if the sum of the terms of the g . p is ( n3 / n4 )	divide ( n1 , n2 )
p is able to do a piece of work in n0 days and q can do the same work in n1 days . if they can work together for n2 days , what is the fraction of work left ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a company has n2 managers and n4 associates . the n2 managers have an average salary of $ n3 . the n4 associates have an average salary of $ n5 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
in a theater , the first row has n0 seats and each row has n1 more seats than previous row . if the last row has n2 seats , what is the total number of seats in the theater ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | add ( n1 , #1 ) | divide ( #0 , const_2 ) | divide ( #2 , n1 ) | multiply ( #3 , #4 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n0 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
a sucrose solution contains n0 grams of sucrose per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of sucrose would be in the container ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
one fourth of a solution that was n0 % salt by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent salt by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | subtract ( #3 , #1 ) | subtract ( #2 , #4 ) | multiply ( #5 , const_100 )
the radius of the wheel of a bus is n0 cms and the speed of the bus is n1 km / h , then the r . p . m . ( revolutions per minutes ) of the wheel is	multiply ( n1 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( n0 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #7 , #1 ) | power ( #6 , const_2 ) | divide ( #5 , #9 ) | add ( #10 , const_3 ) | multiply ( #11 , #4 ) | divide ( #8 , #12 )
the first doughnut is priced at $ n0 and then if you purchase additional doughnuts as dozens then the price is $ n1 / dozen . what is the total number of doughnuts purchased if you paid $ n2 ?	divide ( n2 , n1 ) | multiply ( #0 , const_12 )
a bowl was half full of water . n0 cups of water were then added to the bowl , filling the bowl to n1 % of its capacity . how many cups of water are now in the bowl ?	divide ( n1 , const_100 ) | divide ( const_100 , const_2 ) | multiply ( n0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #0 , #3 ) | multiply ( #4 , const_100 ) | divide ( #2 , #5 ) | multiply ( #0 , #6 )
the hypotenuse of a right triangle is n0 centimeters more than the longer side of the triangle . the shorter side of the triangle is n1 centimeters less than the longer side . find the length of the hypotenuse .	add ( n0 , n1 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | multiply ( #4 , const_4 ) | power ( #3 , const_2 ) | subtract ( #6 , #5 ) | sqrt ( #7 ) | add ( #3 , #8 ) | divide ( #9 , const_2 ) | add ( n0 , #10 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
i flew my tiny seaplane to visit my mother . on the flight up , i flew at n0 mph . on the way home , i flew n1 mph . what was my average speed for the trip ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
the salaries of a and b together is rs . n0 . a spend n1 % of his salary and b spends n2 % of his salary . what is the salary of b if their savings are equal ?	add ( const_1 , const_1 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #1 ) | subtract ( #0 , #1 ) | subtract ( n0 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , #6 )
a man invested rs . n0 in rs . n1 shares of a company at n2 % premium . if the company declares n3 % dividend at the end of the year , then how much does he get ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , n1 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a boat can travel with aspeed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a classroom has n3 electric lamps . from a collocation of n1 electric bulbs of which n2 are good , n3 are selected at random and put in the lamps . find the probability that the room is lighted .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n0 ) | subtract ( #0 , #2 ) | divide ( #3 , #0 )
a student traveled n0 percent of the distance of the trip alone , continued another n1 miles with a friend , and then finished the last half of the trip alone . how many miles long was the trip ?	divide ( const_1 , const_2 ) | inverse ( n0 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #0 ) | divide ( n1 , #3 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
the average ( arithmetic mean ) of n0 positive integers is n1 . if the average of n4 of these integers is n3 , what is the greatest possible value that one of the other n4 integers can have ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
carol spends n2 / n1 of her savings on a stereo and n2 / n3 less than she spent on the stereo for a television . what fraction of her savings did she spend on the stereo and television ?	divide ( n0 , n1 )
the contents of a certain box consist of n0 apples and n2 kiwis . how many kiwis must be added to the box so that exactly n2 % of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
rs . n4 becomes rs . n1 in n5 years at a certain rate of simple interest . if the rate of interest is increased by n3 % , what amount will rs . n4 become in n5 years ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 ) | add ( n3 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , const_100 ) | add ( n0 , #7 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a rectangular of certain dimensions is chopped off from one corner of a larger rectangle as shown . ab = n0 cm and bc = n1 cm . the perimeter of the figure abcpqra ( in cm ) is :	add ( n0 , n1 ) | multiply ( #0 , const_2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many hours x will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n0 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
carmen made a sculpture from small pieces of wood . the sculpture is n2 feet n1 inches tall . carmen places her sculpture on a base that is n2 inches tall . how tall are the sculpture andbase together ?	add ( n0 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , n1 ) | add ( n2 , #2 ) | divide ( #3 , #0 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a and b go around a circular track of length n0 m on a cycle at speeds of n2 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the ratio of the capacity to do work of a and b is n0 : n1 . if they together can complete a work in n2 days , then how long does a take to complete the work alone ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( n0 , #3 ) | divide ( #4 , n1 )
excluding the stoppages , the speed of a bus is n0 km / hr and including the stoppages the speed o the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a train passes a station platform in n2 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
in a group of n0 students , n1 are taking history , and n2 are taking statistics . if n3 students are taking history or statistics or both , then how many students are taking history but not statistics ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n1 , #1 )
rahul played weel in this season . his current batting averagge is n0 . if he score n1 runs in today match . his batting average will become n2 . how many matches had he played in this season .	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
mixture contains alcohol and water in the ratio n3 : n1 . if n2 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n0 , n4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
a and b have monthly incomes in the ratio n0 : n1 and monthly expenditures in the ratio n2 : n3 . if they save rs . n4 and rs . n5 respectively , find the monthly income of b	multiply ( n3 , n4 ) | multiply ( n0 , n3 ) | divide ( #0 , n2 ) | divide ( #1 , n2 ) | subtract ( #2 , n5 ) | subtract ( #3 , n1 ) | divide ( #4 , #5 ) | multiply ( n1 , #6 )
a can do a piece of work in n0 days and b in n1 days . they began the work together but n2 days before the completion of the work , a leaves . the work was completed in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | add ( n2 , #6 )
how many seconds will a n0 meter long train moving with a speed of n1 km / hr , take to cross a man walking with a speed of n2 km / hr in the direction of the train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average age of a family of n0 members is n1 years . if the age of the youngest member is n2 years , what was the average age of the family at the birth of the youngest member ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_4 ) | subtract ( #2 , n2 )
a salt solution contains n0 grams of salt per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of salt would be in the container ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
in a class of n0 students n1 are taking french , n2 are taking german . of the students taking french or german , n3 are taking both courses . how many students are not enrolled in either course ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
what is the least positive integer x for which ( x ^ n2 ) + n1 is divisible by n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , n10 , and n11 ?	lcm ( n0 , n3 ) | lcm ( n4 , #0 ) | lcm ( n5 , #1 ) | lcm ( n6 , #2 ) | lcm ( n7 , #3 ) | lcm ( n8 , #4 ) | lcm ( n9 , #5 ) | lcm ( n11 , #6 ) | subtract ( #7 , n1 ) | sqrt ( #8 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
one fourth of a solution that was n0 % salt by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent salt by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | subtract ( #3 , #1 ) | subtract ( #2 , #4 ) | multiply ( #5 , const_100 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a mixture of n0 kg contains milk and water in the ratio n1 : n2 . how much more water is to be added to get a new mixture containing milk and water in the ratio n3 : n4 ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , n3 )
a person want to give his money of $ n0 to his n3 children a , b , c , d in the ratio n2 : n3 : n4 : n5 . what is the a + d share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( const_3.0 , #1 ) | multiply ( n0 , #2 )
a and b can do a piece of work in n0 days and n1 days respectively . both work for n2 days and then a goes away . find how long will b take to complete the remaining work ?	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #3 , #0 )
obra drove n0 no_ascii_35 meters along a circular track . if the area enclosed by the circular track on which she drove is n1 , n2 no_ascii_35 square meters , what percentage of the circular track did obra drive ?	circumface ( n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_2 )
obra drove n0 no_ascii_35 meters along a circular track . if the area enclosed by the circular track on which she drove is n1 , n2 no_ascii_35 square meters , what percentage of the circular track did obra drive ?	circumface ( n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_2 )
the average salary of workers in an industry is rs . n0 the average salary of technicians being rs . n1 and that of non - technicians being rs . n2 . what is the total number of workers ?	divide ( n1 , n0 ) | subtract ( n0 , n2 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | floor ( #3 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
circles x and y are concentric . if the radius of circle x is n0 times that of circle y , what is the probability that a point selected inside circle x at random will be outside circle y ?	power ( n0 , const_2 ) | subtract ( #0 , const_1 ) | divide ( #1 , #0 )
a boat can travel with aspeed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
excluding the stoppages , the speed of a bus is n0 km / hr and including the stoppages the speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the equal amounts of money are deposited in two banks each at n0 % per annum for n1 years and n2 years respectively . if the difference between their interests is rs . n3 , find the each sum ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n3 , #3 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
two cyclist start from the same places in opposite directions . one is going towards north at n1 kmph and the other is going towards south n1 kmph . what time will they take to be n2 km apart ?	add ( n0 , n1 ) | divide ( n2 , #0 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase i in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
n0 beavers , working together in a constant pace , can build a dam in n1 hours . how many b hours will it take n2 beavers that work at the same pace , to build the same dam ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
the ratio between the present age of p and q is n0 : n1 . if q is n3 years old than p , what will be the ratio of the ages of p and q after n3 years ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | add ( n2 , #3 ) | divide ( #4 , #3 )
rs . n4 becomes rs . n1 in n5 years at a certain rate of simple interest . if the rate of interest is increased by n3 % , what amount will rs . n4 become in n5 years ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 ) | add ( n3 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , const_100 ) | add ( n0 , #7 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish n2 times the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( n2 , #3 )
a person can swim in still water at n2 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
if the difference between compound interest ( interest compounded yearly ) and simple interest on a certain sum at the rate n0 % p . a . after n1 years is rs . n2 then what is the principal ?	multiply ( n1 , n2 ) | multiply ( n1 , #0 )
average monthly income of a family of n0 earning members was rs . n1 . one of the earning members died and therefore , the average income came down to rs n2 . the income of the deceased was ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
average monthly income of a family of n0 earning members was rs . n1 . one of the earning members died and therefore , the average income came down to rs n2 . the income of the deceased was ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
evaluate : ( n13 - n13 / n2 ) ( n13 - n13 / n5 ) ( n13 - n13 / n8 ) . . . ( n13 - n13 / n11 ) ( n13 - n13 / n14 )	subtract ( n2 , n0 ) | divide ( #0 , n14 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a merchant has n0 kg of sugar part of which he sells at n1 % profit and the rest at n4 % profit . he gains n3 % on the whole . the quantity sold at n4 % profit is	add ( const_2 , const_3 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | subtract ( #3 , #4 ) | multiply ( n0 , #6 ) | multiply ( #5 , #7 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a can do a job in n0 days and b can do it in n1 days . a and b working together will finish four times the amount of work in - - - - - - - days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 )
rs . n4 becomes rs . n1 in n5 years at a certain rate of simple interest . if the rate of interest is increased by n3 % , what amount will rs . n4 become in n5 years ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 ) | add ( n3 , #3 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , const_100 ) | add ( n0 , #7 )
a retailer bought a hat at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
two brothers took the gmat exam , the higher score is x and the lower one is y . if the difference between the two scores is n0 / n1 , what is the value of x / y ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( n1 , #1 )
a glucose solution contains n0 grams of glucose per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of glucose would be in the container ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
' a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the addition of the maximum and minimum possible values of ' a + b ' ?	divide ( n0 , const_4 ) | add ( #0 , const_4 ) | subtract ( #1 , #1 )
a person spent rs . n0 , n1 from his salary on food and n2 , n3 on house rent . after that he was left with n4 % of his monthly salary . what is his monthly salary ?	add ( const_1 , const_4 ) | sqrt ( const_100 ) | multiply ( #0 , const_100 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
in a theater , the first row has n0 seats and each row has n1 more seats than previous row . if the last row has n2 seats , what is the total number of seats in the theater ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | add ( n1 , #1 ) | divide ( #0 , const_2 ) | divide ( #2 , n1 ) | multiply ( #3 , #4 )
the average age of a family of n0 members is n1 years . if the age of the youngest member is n2 years , what was the average age of the family at the birth of the youngest member ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_4 ) | subtract ( #2 , n2 )
one fourth of a solution that was n0 % salt by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent salt by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | subtract ( #3 , #1 ) | subtract ( #2 , #4 ) | multiply ( #5 , const_100 )
a mixture of n0 gallons of wine and water contains n1 % of water . how much water must be added to the mixture in order to increase the percentage of water to n2 % of the new mixture ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #2 ) | subtract ( #3 , n2 ) | divide ( #5 , #4 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
the radius of the wheel of a bus is n0 cms and the speed of the bus is n1 km / h , then the r . p . m . ( revolutions per minutes ) of the wheel is	multiply ( n1 , const_1000 ) | multiply ( const_1 , const_60 ) | multiply ( const_3 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( n0 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #7 , #1 ) | power ( #6 , const_2 ) | divide ( #5 , #9 ) | add ( #10 , const_3 ) | multiply ( #11 , #4 ) | divide ( #8 , #12 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
an ant is climbing n0 meters tall pole . it climbs n1 meter during the day and slips down n2 meters down during night in sleep , how many days it takes to reach the top of the pole ?	subtract ( n1 , n2 ) | multiply ( n0 , #0 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
in a group of n0 students , n1 are taking history , and n2 are taking statistics . if n3 students are taking history or statistics or both , then how many students are taking history but not statistics ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n1 , #1 )
a person can swim in still water at n0 km / h . if the speed of water n2 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
n4 men went to a hotel . n1 of them spent n2 each over their meals and the ninth spent n3 more than the average expenditure of all the n4 . the total money spent by all of them was	multiply ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
elena purchased brand x pens for $ n0 apiece and brand y for $ n1 apiece . if elena purchased a total of n2 of these pens for $ n3 , how many brand x pens did she purchase ?	multiply ( n0 , n2 ) | subtract ( #0 , n3 )
in a school of n0 students , n1 students are in the band , n2 students are on sports teams , and n3 students participate in both activities . how many students are involved in either band or sports ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 )
in a n0 m race between rose and diane , rose lost to diane by n1 m . if diane was given a n2 m head start , how many meters more will it take before rose overtakes diane ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
if the difference between the compound interest & simple interest of a certain sum of money is rs . n0 at n1 % p . a . per two year . find the sum ( in rs . ) ?	multiply ( const_100 , const_100 ) | power ( n1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
two employees m and n are paid a total of rs . n0 per week by their employer . if m is paid n1 percent of the sum paid to n , how much is n paid per week ?	divide ( const_10 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #1 , n1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | add ( #4 , #0 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
one pipe can fill a tank n0 times as fast as another pipe . if together the two pipes can fill tank in n1 min , then the slower pipe alone will be able to fill the tank in ?	add ( n0 , const_1 ) | divide ( const_1 , #0 ) | divide ( n1 , #1 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
right triangle abc is the base of the prism in the figure above . if ab = ac = no_ascii_21 no_ascii_69 no_ascii_3 n0 and the height of the prism is n1 , what is the volume of the prism ?	sqrt ( n0 ) | volume_rectangular_prism ( n1 , #0 , #0 ) | divide ( #1 , n0 )
how many points ( x , y ) lie on the line segment between ( n0 , n1 n6 / n7 ) and ( n4 , n5 n6 / n7 ) such that x and y are both integers ?	divide ( n4 , n4 )
if the charge of staying in a student youth hostel $ n0 / day for the first week , and $ n1 / day for each additional week , how much does it cost to stay for n2 days ?	add ( const_3 , const_4 ) | multiply ( n0 , #0 ) | subtract ( n2 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a positive number x is multiplied by n1 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
a number consists of n0 digits whose sum is n1 . the middle digit is equal to the sum of the other two and the number will be increased by n2 if its digits are reversed . the number is	divide ( n1 , const_2 ) | multiply ( n1 , #0 ) | subtract ( #0 , n0 ) | multiply ( #2 , const_100 ) | add ( #3 , #1 ) | add ( n0 , #4 )
the average age of a family of n0 members is n1 years . if the age of the youngest member is n2 years , what was the average age of the family at the birth of the youngest member ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_4 ) | subtract ( #2 , n2 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin g the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
the average salary of workers in an industry is rs . n0 the average salary of technicians being rs . n1 and that of non - technicians being rs . n2 . what is the total number of workers ?	divide ( n1 , n0 ) | subtract ( n0 , n2 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | floor ( #3 )
two trains start from same place at same time at right angles to each other . their speeds are n0 km / hr and n1 km / hr respectively . after n2 seconds the distance between them will be ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | power ( #2 , const_2 ) | power ( #3 , const_2 ) | add ( #4 , #5 ) | sqrt ( #6 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a solution contains n0 parts of water for every n1 parts of lemonade syrup . how many parts of the solution should be removed and replaced with water so that the solution will now contain n2 % lemonade syrup ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | divide ( n1 , #0 ) | divide ( const_2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #0 , #5 )
a student committee on academic integrity has n0 ways to select a president and vice president from a group of candidates . the same person can not be both president and vice president . how many candidates are there ?	multiply ( n0 , const_4 ) | negate ( const_1 ) | power ( #1 , const_2 ) | add ( #0 , #2 ) | sqrt ( #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_2 )
a caterer ordered n1 ice - cream bars and n1 sundaes . if the total price was $ n2 and the price of each ice - cream bar was $ n3 , what was the price of each sundae ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
the cost of n4 chairs and n3 tables is rs . n2 . the cost of n3 chairs and n4 tables is rs . n5 . the cost of each table is more than that of each chair by ?	multiply ( n2 , const_3 ) | multiply ( n3 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n0 , #6 ) | subtract ( n3 , #7 ) | divide ( #8 , n1 ) | subtract ( #6 , #9 )
in a soccer bet , we play n0 teams . first team odd n1 , second n2 , third n3 , fourth n4 . we place the bet with n5 euros . how much money we expect to win ?	multiply ( n4 , n5 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #2 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a cube has a volume of n0 cubic feet . if a similar cube is twice as long , twice as wide , and twice as high , then the volume , in cubic feet of such cube is ?	cube_edge_by_volume ( n0 ) | multiply ( #0 , const_2 ) | volume_cube ( #1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
the equal amounts of money are deposited in two banks each at n0 % per annum for n1 years and n2 years respectively . if the difference between their interests is rs . n3 , find the each sum ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( n3 , #3 )
a cube has two of its faces painted half red and half white . the other faces are completely painted white . what is the ratio between the red painted areas and the white painted areas of the cube ?	add ( const_1 , const_4 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | divide ( #4 , #5 )
there are n0 balls which are red , blue or green . if n1 balls are green and the sum of red balls and green balls is less than n2 , at most how many red balls are there ?	subtract ( n1 , const_1 )
a glucose solution contains n0 grams of glucose per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of glucose would be in the container ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a n7 - digit number divisible by n5 is to be formed using numerical n2 , n3 , n4 , n5 , n6 and n7 without repetition . the total number q of ways this can be done is :	factorial ( n0 ) | factorial ( n6 ) | multiply ( #0 , const_2 ) | subtract ( #2 , #1 )
two cyclist start from the same places in opposite directions . one is going towards north at n0 kmph and the other is going towards south n1 kmph . what time will they take to be n2 km apart ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the contents of a certain box consist of n2 apples and n1 oranges . how many oranges must be added to the box so that exactly n2 % of the pieces of fruit in the box will be apples ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
in a class , n0 students like to play basketball and n1 like to play cricket . n2 students like to play on both basketball and cricket . how many students like to play basketball or cricket or both ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
a take twice as much time as b or thrice as much time to finish a piece of work . working together , they can finish the work in n0 days . b can do the work alone in ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | multiply ( n0 , #1 )
two cyclist start from the same places in opposite directions . one is going towards north at n0 kmph and the other is going towards south n1 kmph . what time will they take to be n2 km apart ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
how many points ( x , y ) lie on the line segment between ( n0 , n1 n6 / n7 ) and ( n4 , n5 n6 / n7 ) such that x and y are both integers ?	divide ( n4 , n4 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
if p , q , and r are distinct positive digits and the product of the two - digit integers pq and pr is n0 , what is the sum of the digits p , q , and r ?	add ( const_1 , const_12 ) | divide ( n0 , #0 ) | reminder ( #0 , const_10 ) | add ( #2 , const_1 ) | reminder ( #1 , const_10 ) | add ( #3 , #4 )
two employees a and b are paid a total of rs . n0 per week by their employer . if a is paid n1 percent of the sum paid to b , how much is b paid per week ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a father purchased dress for his n1 daughters . the dresses are of same color but diff size and they are kept in dark room . what is probability that all the n1 will not choose there own dress ?	choose ( const_2 , const_1 ) | factorial ( const_3 ) | divide ( #0 , #1 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
length of a rectangular plot is n0 mtr more than its breadth . if the cost of fencin g the plot at n1 per meter is rs . n2 , what is the length of the plot in mtr ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | divide ( #2 , const_4 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
a man ' s regular pay is $ n0 per hour up to n1 hours . overtime is twice the payment for regular time . if he was paid $ n2 , how many hours overtime did he work ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a grocery store priced a gallon of milk at n0 % above the wholesale price of $ n1 . if a customer comes in with a coupon for n2 % off milk , how much does that customer pay ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( n2 , #4 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
i flew my tiny seaplane to visit my mother . on the flight up , i flew at n0 mph . on the way home , i flew n1 mph . what was my average speed for the trip ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
how many points ( x , y ) lie on the line segment between ( n0 , n1 n6 / n7 ) and ( n4 , n5 n6 / n7 ) such that x and y are both integers ?	divide ( n4 , n4 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
of the n0 people at a party , n1 were women , and n2 women tried the appetizer . if n3 people did not try the appetizer , what is the total number of men who tried the appetizer ?	subtract ( n0 , n3 ) | subtract ( #0 , n2 )
a student traveled n0 percent of the distance of the trip alone , continued another n1 miles with a friend , and then finished the last half of the trip alone . how many miles long was the trip ?	divide ( const_1 , const_2 ) | inverse ( n0 ) | subtract ( const_1 , #1 ) | subtract ( #2 , #0 ) | divide ( n1 , #3 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n0 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
elena purchased brand x pens for $ n0 apiece and brand y for $ n1 apiece . if elena purchased a total of n2 of these pens for $ n3 , how many brand x pens did she purchase ?	multiply ( n0 , n2 ) | subtract ( #0 , n3 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
let p and q be the root of the quadratic equation x n5 - ( no_ascii_12 - n5 ) x - no_ascii_12 - n2 = n3 . what is the minimum possible value of p n5 + q n5 ?	add ( n0 , n0 ) | add ( n0 , #0 ) | subtract ( #1 , n2 )
' a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the difference between the minimum and maximum possible values of ' a + b ' ?	divide ( n0 , const_4 ) | add ( #0 , const_4 ) | subtract ( #1 , #1 )
the ratio of the length and the width of a rectangle is n0 : n1 and the area of the rectangle is n2 sq cm . what is the ratio of the width and the area of the rectangle ?	multiply ( n2 , n1 ) | sqrt ( #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n2 )
the average age of a husband and his wife was n0 years at the time of their marriage . after n1 years they have a one - year old child . the average age of the family now is :	multiply ( n0 , const_2 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( #2 , const_1 ) | divide ( #3 , const_3 )
the average ( arithmetic mean ) of n0 positive integers is n3 . if the average of n4 of these integers is n3 , what is the greatest possible value that one of the other n4 integers can have ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill tank in n0 min , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
a caterer ordered n1 ice - cream bars and n1 sundaes . if the total price was $ n2 and the price of each ice - cream bar was $ n3 , what was the price of each sundae ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 )
a student committee on academic integrity has n0 ways to select a president and vice president from a group of candidates . the same person can not be both president and vice president . how many candidates are there ?	multiply ( n0 , const_4 ) | negate ( const_1 ) | power ( #1 , const_2 ) | add ( #0 , #2 ) | sqrt ( #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_2 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the contents of two vessels containing copper and tin in the ratio n0 : n4 and n5 : n3 are mixed in the ratio n4 : n5 . the resulting mixture will have copper and tin in the ratio ?	multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | multiply ( n1 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #5 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , n1 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
in a theater , the first row has n0 seats and each row has n1 more seats than previous row . if the last row has n2 seats , what is the total number of seats in the theater ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | add ( n1 , #1 ) | divide ( #0 , const_2 ) | divide ( #2 , n1 ) | multiply ( #3 , #4 )
a glucose solution contains n0 grams of glucose per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of glucose would be in the container ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
total of the ages of a , b ahd c at present is n0 years . n1 years ago , the ratio of their ages was n2 : n3 : n4 . what is the age of b at present	add ( n1 , n1 ) | add ( n3 , n4 ) | add ( n1 , #0 ) | add ( n2 , #1 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 ) | add ( #5 , #6 )
if d | | d ' , d : n4 x - y = n2 and d ' : ( a - n2 ) x + n4 y = x - n4 , then find the value of a .	multiply ( n0 , n0 ) | subtract ( n0 , #0 )
a , b and c are employed to do apiece of work for rs . n0 . a and c are supposed to finish n1 / n2 of the work together . how much shall be paid to b ?	add ( const_4 , const_4 ) | divide ( n1 , n2 ) | multiply ( n0 , #1 ) | subtract ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , #0 )
a glucose solution contains n0 grams of glucose per n1 cubic centimeters of solution . if n2 cubic centimeters of the solution were poured into an empty container , how many grams of glucose would be in the container ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the wages of n0 men and n1 women amounts to rs . n2 per day . half the number of men and n3 women earn the same amount per day . what is the daily wage of a man ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | subtract ( #0 , n2 ) | subtract ( #1 , n1 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | subtract ( n2 , #5 ) | divide ( #6 , n0 )
suppose a , b , and c are positive integers with a < b < c such that n3 / a + n3 / b + n3 / c = n3 . what is a + b + c ?	add ( n0 , n0 ) | add ( n0 , #0 ) | add ( #0 , #1 ) | multiply ( #1 , #0 ) | add ( #2 , #3 )
two sets of n0 consecutive positive integers have exactly one integer in common . the sum of the integers in the set with greater numbers is how much greater than the sum of the integers in the other set ?	multiply ( n0 , const_10 ) | multiply ( n0 , const_4 ) | subtract ( #0 , #1 )
n0 trains in same direction at n1 km / hr , n2 km / hr . a man in slower train observes n3 sec elapse before the faster train completely passed by him what is length of faster train ?	subtract ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n3 , #2 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
how many two digit prime numbers are there in which both digits are prime numbers ? ( for example , n0 is one of these numbers but n1 is not , since n2 is not a prime number . )	reminder ( n1 , n0 ) | divide ( #0 , const_2 )
p is able to do a piece of work in n0 days and q can do the same work in n1 days . if they can work together for n2 days , what is the fraction of work completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 )
there are n0 people in the elevator . their average weight is n1 lbs . another person enters the elevator , and increases the average weight to n2 lbs . what is the weight of the n3 th person .	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase q in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a group of men decided to do a work in n0 days , but n1 of them became absent . if the rest of the group did the work in n2 days , find the original number of men ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
of the n0 people at a party , n1 were women , and n2 women tried the appetizer . if n3 people did not try the appetizer , what is the total number of men who tried the appetizer ?	subtract ( n0 , n3 ) | subtract ( #0 , n2 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
mixture contains alcohol and water in the ratio n3 : n1 . if n3 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n0 , n4 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 )
there are n0 balls which are red , blue or green . if n1 balls are green and the sum of red balls and green balls is less than n2 , at most how many red balls are there ?	subtract ( n1 , const_1 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
a cube has four of its faces painted half red and half white . the other faces are completely painted white . what is the ratio between the red painted areas and the white painted areas of the cube ?	add ( const_1 , const_4 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | divide ( #4 , #5 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
jerry no_ascii_32 s average ( arithmetic mean ) score on the first n0 of n1 tests is n2 . if jerry wants to raise his average by n3 points , what score must he earn on the fourth test ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 )
a container holds n1 quarts of alcohol and n1 quarts of water . how many quarts of water must be added to the container to create a mixture that is n2 parts alcohol to n3 parts water by volume ?	divide ( n2 , n3 ) | divide ( n0 , #0 ) | subtract ( #1 , n0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
at a small company , n0 percent of the employees are women , and n1 percent of the employees are married . if n2 / n3 of the men are single , what fraction of the women are married ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , n3 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #1 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill tank in n0 min , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
john ' s marks wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half ( n2 / n3 ) . the number of john in the class is ?	divide ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n3 , #2 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
in a renowned city , the average birth rate is n0 people every two seconds and the death rate is n1 people every two seconds . estimate the size of the population net increase that occurs in one day .	subtract ( n0 , const_2 ) | multiply ( #0 , const_3600 ) | multiply ( #1 , const_12 )
a fifth of arun no_ascii_21 no_ascii_15 no_ascii_38 s marks in mathematics exceed a third of his marks in english by n0 . if he got n1 marks in two subjects together how many marks did he got in english ?	multiply ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 )
in a mixture of n0 litres the ratio of milk to water is n1 : n2 . additional n3 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture .	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( n3 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 )
a large tanker can be filled by two pipes a and b in n0 and n1 hours respectively . how many hours will it take to fill the tanker from empty state if a and b fill it together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
the ratio between the presents of the a and b is n0 : n1 . if b is n3 years older than a , what will be the ratio of the ages of a and b after n3 years ?	multiply ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( #0 , n2 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a and b are partners in a business . a contributes n0 / n1 of the capital for n2 months and b received n3 / n4 of the profit . for how long b no_ascii_32 s money was used ?	add ( n0 , const_10 ) | subtract ( #0 , n0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a man can row at n0 kmph in still water . if the velocity of current is n2 kmph and it takes him n2 hour to row to a plce and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
a solution of n0 litres contains milk and water in the ratio n1 : x . if n2 litres of water is added to the solution , the ratio becomes n3 : n4 , find the value of x ?	divide ( n3 , n4 ) | divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | divide ( #2 , const_10 ) | divide ( #3 , #0 ) | subtract ( #4 , n2 ) | divide ( #5 , #1 )
one paper sheet can be used to create n0 paper boats or n1 paper planes . if total exact n2 paper toys are to be made , minimum how many sheets need to be used to make paper boats ?	divide ( n2 , n0 ) | divide ( #0 , const_10 )
rahul played weel in this season . his current batting averagge is n0 . if he score n1 runs in today match . his batting average will become n2 . how many matches had he played in this season .	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill tank in n0 min , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
mona and sona go around a circular track of length n0 m on a bike at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
a person spent rs . n2 , n1 from his salary on food and n2 , n3 on house rent . after that he was left with n4 % of his monthly salary . what is his monthly salary ?	add ( const_1 , const_4 ) | sqrt ( const_100 ) | multiply ( #0 , const_100 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
one fourth of a solution that was n0 % sugar by weight was replaced by a second solution resulting in a solution that was n1 percent sugar by weight . the second solution was what percent sugar by weight ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | subtract ( #3 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a study group consists of n0 english majors , n1 biological sciences majors , and n2 engineers . in how many ways can n5 english majors , n5 biological science majors and n5 engineers selected from the given group ?	factorial ( n1 ) | factorial ( n3 ) | factorial ( n2 ) | multiply ( #1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #0 , #3 ) | divide ( #2 , #4 ) | multiply ( #5 , #6 )
a bus covered a distance of n0 km , partly at an average speed of n4 kmph and partly at n2 kmph . if the total time taken is n3 hours , then the distance covered at n4 kmph is	multiply ( n2 , n3 ) | subtract ( n1 , n2 ) | negate ( #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 ) | multiply ( n1 , #4 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
a train n0 m long is running with a speed of n1 kmph . . in what will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going	divide ( n0 , const_1000 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
there are n0 balls which are red , blue or green . if n1 balls are green and the sum of red balls and green balls is less than n2 , at most how many red balls are there ?	subtract ( n1 , const_1 )
the simple interest on a sum of money will be rs . n0 after n1 years . if the principal is trebled after n2 years , what will be the total interest at the end of the tenth year ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_3 ) | add ( #2 , #1 )
there are n0 people in the elevator . their average weight is n1 lbs . another person enters the elevator , and increases the average weight to n2 lbs . what is the weight of the n3 th person .	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
carol spends n2 / n1 of her savings on a stereo and n2 / n3 less than she spent on the stereo for a television . what fraction of her savings did she spend on the stereo and television ?	divide ( n0 , n1 )
a trader sold an item at a loss of n0 % . if he had increased the price by $ n1 he would have made a gain of n2 % . what is the cost price of the item ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | subtract ( #3 , #4 ) | multiply ( #5 , const_100 ) | divide ( #2 , #6 )
two pipes a and b can fill a cistern in n0 and n1 minutes respectively . both are opened together but after n2 minutes a is turned off . after how much more time will the cistern be filled ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
a solution contains n0 parts of water for every n1 parts of lemonade syrup . how many parts of the solution should be removed and replaced with water so that the solution will now contain n2 % lemonade syrup ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | divide ( n1 , #0 ) | divide ( const_2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #0 , #5 )
a third of arun no_ascii_21 no_ascii_15 no_ascii_38 s marks in mathematics exceed a half of his marks in english by n0 . if he got n1 marks in two subjects together how many marks did he got in english ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | add ( n0 , #3 )
a can do a piece of work in n0 days . he works at it for n1 days and then b finishes it in n2 days . in how many days can a and b together finish the work ?	divide ( const_1 , n0 ) | multiply ( n2 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
the average amount with a group of n0 numbers is rs . n1 . if the newly joined member has rs . n2 with him , what was the average amount with the group before his joining the group ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( #0 , n2 ) | divide ( #2 , #1 )
a circular mat with radius n0 inches is placed on a square tabletop , each of whose sides is n1 inches long . which of the following is closest to the fraction of the tabletop covered by the mat ?	circle_area ( n0 ) | square_area ( n1 ) | divide ( #0 , #1 )
a father purchased dress for his n1 daughters . the dresses are of same color but diff size and they are kept in dark room . what is probability that all the n1 will not choose their own dress ?	choose ( const_2 , const_1 ) | factorial ( n0 ) | divide ( #0 , #1 )
the present ages of a , b & c are in the ratio of n0 : n3 : n2 . n3 years ago , the sum oftheir ages was n4 . what is the present age of eldest one ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n2 , #4 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the average age of a family of n0 members is n1 years . if the age of the youngest member is n2 years , what was the average age of the family at the birth of the youngest member ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_4 ) | subtract ( #2 , n2 )
robin ' s average ( arithmetic mean ) test score on n0 tests is n1 . what must be robin ' s score on a n3 th test for his average score on the n3 tests to be n4 ?	multiply ( n2 , n4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
a man whose speed is n0 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at n1 kmph , find his average speed for the total journey ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
carmen made a sculpture from small pieces of wood . the sculpture is n0 feet n1 inches tall . carmen places her sculpture on a base that is n2 inches tall . how tall are the sculpture andbase together ?	add ( n0 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , n1 ) | add ( n2 , #2 ) | divide ( #3 , #0 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 litres of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture	multiply ( n2 , const_1 )
a cube has a volume of n0 cubic feet . if a similar cube is twice as long , twice as wide , and twice as high , then the volume , in cubic feet of such cube is ?	cube_edge_by_volume ( n0 ) | multiply ( #0 , const_2 ) | volume_cube ( #1 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a take twice as much time as b or thrice as much time to finish a piece of work . working together , they can finish the work in n0 days . b can do the work alone in ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | multiply ( n0 , #1 )
a man can row at n0 kmph in still water . if the velocity of current is n2 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
a train passes a station platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , #0 )
the sum of n3 numbers is n1 . if the ratio of the first to the second is n2 : n3 and that of the second to the third is n4 : n5 , then the second number is :	add ( n0 , n2 ) | multiply ( n0 , n5 ) | divide ( #1 , n4 ) | add ( #0 , #2 ) | divide ( n1 , #3 ) | multiply ( n0 , #4 )
an urn contains n0 red , n1 blue and n2 green balls . n3 balls are randomly selected from the urn , find the probability that the drawn ball are n6 blue and n5 red and n6 green balls ?	add ( n0 , n1 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n2 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n3 ) | divide ( #4 , #5 )
machine t takes n0 more hours than machine b to make n1 widgets . if working together , the machines can make n2 widgets in n3 hours , how long will it take machine t to make n4 widgets ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
carmen made a sculpture from small pieces of wood . the sculpture is n0 feet n1 inches tall . carmen places her sculpture on a base that is n2 inches tall . how tall are the sculpture andbase together ?	add ( n0 , n1 ) | multiply ( n0 , #0 ) | add ( #1 , n1 ) | add ( n2 , #2 ) | divide ( #3 , #0 )
a and b go around a circular track of length n0 m on a cycle at speeds of n1 kmph and n2 kmph . after how much time will they meet for the first time at the starting point ?	multiply ( n2 , const_0_2778 ) | multiply ( n1 , const_0_2778 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
elena purchased brand x pens for $ n0 apiece and brand y for $ n1 apiece . if elena purchased a total of n2 of these pens for $ n3 , how many brand x pens did she purchase ?	multiply ( n0 , n2 ) | subtract ( #0 , n3 )
a man ' s regular pay is $ n0 per hour up to n1 hours . overtime is twice the payment for regular time . if he was paid $ n2 , how many hours overtime did he work ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 )
joan and karl each bought a sofa and the sum of their purchases was $ n0 . if twice of what joan paid was $ n1 more than what karl paid , what did joan pay for her sofa ?	add ( n0 , n1 ) | divide ( #0 , const_3 )
a meeting has to be conducted with n0 managers . find the number of ways in which the managers may be selected from among n1 managers , if there are n2 managers who refuse to attend the meeting together .	choose ( n1 , n0 ) | subtract ( n1 , n2 ) | choose ( #1 , n2 ) | subtract ( #0 , #2 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to decreased by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
if each digit in the set a = { n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 } is used exactly once , in how many ways can the digits be arranged ?	factorial ( n5 )
h . c . f of n0 , n1 and a third number is n2 and their l . c . m is n6 ^ n4 * n5 ^ n6 * n7 * n8 . the third number is :	multiply ( n0 , n1 ) | power ( n3 , n4 ) | power ( n5 , n3 ) | multiply ( #1 , #2 ) | multiply ( n7 , #3 ) | multiply ( n8 , #4 ) | multiply ( n2 , #5 ) | divide ( #6 , #0 ) | multiply ( n2 , #7 ) | multiply ( #8 , const_3 )
a retailer bought a coat at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	divide ( n0 , n2 ) | add ( #0 , const_1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same at the same rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a batsman in his n3 th innings makes a score of n1 , and thereby increases his average by n2 . what is his average after the n3 th innings ? he had never been no_ascii_32 not out no_ascii_32 .	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
average monthly income of a family of n0 earning members was rs . n1 . one of the earning members died and therefore , the average income came down to rs n2 . the income of the deceased was ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
in a class , n0 students like to play basketball and n1 like to play cricket . n2 students like to play on both basketball and cricket . how many students like to play basketball or cricket or both ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
a retailer bought a shirt at wholesale and marked it up n0 % to its initial price of $ n1 . by how many more dollars does he need to increase the price to achieve a n2 % markup ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n1 )
average age of n0 members of a family is n1 years . if present age of the youngest member is n2 year , find average age of the remaining members at the time of birth of the youngest member .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
ram , who is half as efficient as krish , will take n0 days to complete a task if he worked alone . if ram and krish worked together , how long will they take to complete the task ?	divide ( const_1 , n0 ) | divide ( n0 , const_2 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | inverse ( #3 )
if i earn a profit n0 $ in a day and i have n1 employees . after keeping n2 percent profit for me , and distribute remianing money equally among my employees then how much each employee would get ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
in a theater , the first row has n0 seats and each row has n1 more seats than previous row . if the last row has n2 seats , what is the total number of seats in the theater ?	add ( n0 , n2 ) | subtract ( n2 , n0 ) | add ( n1 , #1 ) | divide ( #0 , const_2 ) | divide ( #2 , n1 ) | multiply ( #3 , #4 )
a third of arun no_ascii_21 no_ascii_15 no_ascii_38 s marks in mathematics exceed a half of his marks in english by n0 . if he got n1 marks in two subjects together how many marks did he got in english ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | add ( n0 , #3 )
arnold and danny are two twin brothers that are celebrating their birthday . the product of their ages today is smaller by n0 from the product of their ages a year from today . what is their age today ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 )
if the charge of staying in a student youth hostel $ n0 / day for the first week , and $ n1 / day for each additional week , how much does it cost to stay for n2 days ?	add ( const_3 , const_4 ) | multiply ( n0 , #0 ) | subtract ( n2 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
arnold and danny are two twin brothers that are celebrating their birthday . the product of their ages today is smaller by n0 from the product of their ages a year from today . what is their age today ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 )
what is the minimum possible range in scores of the n1 test - takers ? n1 people each took n3 tests . if the ranges of their scores in the n3 practice tests were n4 , n5 and n6 .	subtract ( n6 , n5 ) | multiply ( n2 , #0 )
q - n2 : how many two digit numbers of distinct digits can be formed by using digits n1 , n2 , n8 , n4 , n5 , n6 and n7 such that the numbers are divisible by n8 ?	add ( n0 , n1 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | add ( n0 , #3 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
n0 fencers participate in a fencing championship . assuming all competitors have an equal chance of winning , how many possibilities are there with respect to how a first - place and second - place medal can be awarded ?	factorial ( n0 ) | subtract ( n0 , const_2 ) | factorial ( #1 ) | divide ( #0 , #2 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a person can swim in still water at n0 km / h . if the speed of water n1 km / h , how many hours will the man take to swim back against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
' a ' and ' b ' are positive integers such that their lcm is n0 and their hcf is n1 . what is the difference between the maximum and minimum possible values of ' a + b ' ?	divide ( n0 , const_4 ) | add ( #0 , const_4 ) | subtract ( #1 , #1 )
a student committee on academic integrity has n0 ways to select a president and vice president from a group of candidates . the same person can not be both president and vice president . how many candidates are there ?	multiply ( n0 , const_4 ) | negate ( const_1 ) | power ( #1 , const_2 ) | add ( #0 , #2 ) | sqrt ( #3 ) | add ( #4 , const_1 ) | divide ( #5 , const_2 )
carol spends n0 / n1 of her savings on a stereo and n2 / n3 less than she spent on the stereo for a television . what fraction of her savings did she spend on the stereo and television ?	divide ( n0 , n1 )
a person spent rs . n0 , n1 from his salary on food and n2 , n3 on house rent . after that he was left with n4 % of his monthly salary . what is his monthly salary ?	add ( const_1 , const_4 ) | sqrt ( const_100 ) | multiply ( #0 , const_100 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
n0 ladies and n1 gentlemen are present at a party . there are n2 couples among them . if a lady and a gentleman is selected at random , what is the probability that they will be a couple ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
a solution contains n0 parts of water for every n1 parts of lemonade syrup . how many parts of the solution should be removed and replaced with water so that the solution will now contain n2 % lemonade syrup ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | divide ( n1 , #0 ) | divide ( const_2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #0 , #5 )
at a small company , n0 percent of the employees are women , and n1 percent of the employees are married . if n2 / n3 of the men are single , what fraction of the women are married ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , n3 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | subtract ( #0 , #5 ) | divide ( #6 , #1 )
the average age of a family of n0 members is n1 years . if the age of the youngest member is n2 years , what was the average age of the family at the birth of the youngest member ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_4 ) | subtract ( #2 , n2 )
an urn contains n0 red , n1 blue and n2 green balls . n3 balls are randomly selected from the urn , find the probability that the drawn ball are n5 blue and n5 red and n6 green balls ?	add ( n0 , n1 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n2 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n3 ) | divide ( #4 , #5 )
a batsman in his n3 th innings makes a score of n1 and thereby increases his average by n2 runs . what is his average after the n3 th innings if he had never been no_ascii_47 not out no_ascii_32 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
the age of father n2 years ago was n1 times the age of his son . n2 years hence , father ' s age will be twice that of his son . the ratio of their present ages is :	add ( n0 , n0 ) | multiply ( n0 , n1 ) | add ( n0 , #1 ) | divide ( #2 , #0 )
a store reported total sales of $ n0 million for february of this year . if the total sales for the same month last year was $ n1 million , approximately what was the percent increase r in sales ?	subtract ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
two trains of equal lengths take n0 sec and n1 sec respectively to cross a telegraph post . if the length of each train be n2 m , in what time will they cross other travelling in opposite direction ?	multiply ( n2 , const_2 ) | speed ( n2 , n1 ) | speed ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the owner of a furniture shop charges his customer n0 % more than the cost price . if a customer paid rs . n1 for a computer table , then what was the cost price of the computer table ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
a man invested rs . n0 in rs . n1 shares of a company at n2 % premium . if his company declares n3 % dividend at the end of the year , then how much does he get ?	add ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( #0 , const_100 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
if sharon ' s weekly salary increased by n0 percent , she would earn $ n1 per week . if instead , her weekly salary were to increase by n2 percent , how much would she earn per week ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #2 ) | multiply ( #1 , #3 ) | add ( #3 , #4 )
if the charge of staying in a student youth hostel $ n0 / day for the first week , and $ n1 / day for each additional week , how much does it cost to stay for n2 days ?	add ( const_3 , const_4 ) | multiply ( n0 , #0 ) | subtract ( n2 , #0 ) | multiply ( n1 , #2 ) | add ( #1 , #3 )
the age of father n0 years ago was n2 times the age of his son . n2 years hence , father ' s age will be thrice that of his son . the ratio of their present ages is :	multiply ( n1 , const_3 ) | multiply ( n0 , n1 ) | subtract ( n1 , const_3 ) | subtract ( #1 , n0 ) | add ( #0 , #3 ) | subtract ( #4 , n1 ) | divide ( #5 , #2 ) | multiply ( n1 , #6 ) | subtract ( #7 , #3 ) | divide ( #8 , #6 )
if x is a randomly chosen integer between n0 and n1 , inclusive , and y is a randomly chosen integer between n2 and n3 , inclusive , what is the probability that xy is a multiple of n4 ?	divide ( const_1 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | add ( #1 , #2 ) | add ( #3 , #2 ) | subtract ( n0 , #4 )
the profit earned by selling an article for rs . n0 is equal to the loss incurred when the same article is sold for rs . n1 . what should be the sale price for making n2 % profit ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_2 ) | subtract ( n0 , #3 ) | multiply ( #2 , #4 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
if the simple interest on a sum of money for n0 years at n1 % per annum is rs . n2 , what is the compound interest on the same sum at the rate and for the same time ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | subtract ( #8 , #2 )
a positive number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x ?	divide ( n0 , n1 )
the profit earned by selling an article for n0 is equal to the loss incurred when the same article is sold for n1 . what should be the sale price of the article for making n2 per cent profit ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | divide ( #0 , const_2 ) | multiply ( #2 , #3 )
arnold and danny are two twin brothers that are celebrating their birthday . the product of their ages today is smaller by n0 from the product of their ages a year from today . what is their age today ?	subtract ( n0 , const_1 ) | divide ( #0 , const_2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream	add ( n0 , n1 ) | divide ( n2 , #0 )
two employees x and y are paid a total of rs . n0 per week by their employer . if x is paid n1 percent of the sum paid to y , how much is y paid per week ?	add ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , #4 )
mohit sold an article for $ n0 . had he offered a discount of n1 % on the selling price , he would have earned a profit of n2 % . what is the cost price of the article ?	add ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #0 ) | multiply ( #4 , const_100 )
a take twice as much time as b or thrice as much time to finish a piece of work . working together , they can finish the work in n0 days . b can do the work alone in ?	add ( const_1 , const_2 ) | add ( #0 , const_3 ) | multiply ( n0 , #1 )
thomas ' s age and matt ' s age are in the ratio n0 : n2 . two years ago the ratio of their ages was n2 : n3 . find the ratio of their ages n4 years hence ?	add ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_2 ) | add ( n4 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , n1 ) | add ( n4 , #5 ) | divide ( #6 , #3 )
a can finish a work in n0 days , b in n1 days and c in n2 days . b and c start the work but are forced to leave after n3 days . when a done the work ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n3 , #3 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a train consists of n0 boggies , each boggy n1 metres long . the train crosses a telegraph post in n2 seconds . due to some problem , one boggies were detached . the train now crosses a telegraph post in	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a number consists of n0 digits whose sum is n1 . the middle digit is equal to the sum of the other two and the number will be increased by n2 if its digits are reversed . the number is :	divide ( n1 , const_2 ) | multiply ( n1 , #0 ) | subtract ( #0 , n0 ) | multiply ( #2 , const_100 ) | add ( #3 , #1 ) | add ( n0 , #4 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
a father said his son , ` ` i was as old as you are at present at the time of your birth . ` ` if the father age is n0 now , the son age n1 years back was	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
there are n0 chess amateurs playing in villa ' s chess club tournament . if each chess amateur plays with exactly n1 other amateurs , what is the total number of chess games possible to be played in the tournament ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the average weight of d , e and f is n0 kg . if the average weight of d and e be n1 kg and that of e and f be n2 kg , what is the weight of e ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
a circular swimming pool is surrounded by a concrete wall n0 ft wide . if the area of the concrete wall surrounding the pool is n1 / n2 that of the pool , then the radius of the pool is ?	divide ( n1 , n2 ) | multiply ( n0 , const_2 ) | power ( n0 , const_2 ) | multiply ( #0 , n0 ) | power ( #1 , const_2 ) | multiply ( #3 , #2 ) | add ( #5 , #4 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , #0 ) | divide ( #9 , const_2 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to four - fifths of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
hall is n0 m long and n1 m broad . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , the volume of the hall is :	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #0 , const_2 ) | divide ( #2 , #3 ) | multiply ( #4 , #1 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should b pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
two cars of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
in a manufacturing plant , it takes n0 machines n2 hours of continuous work to fill n2 standard orders . at this rate , how many hours of continuous work by n3 machines are required to fill n4 standard orders ?	multiply ( n0 , n4 ) | multiply ( #0 , n1 ) | divide ( #1 , n3 ) | divide ( #2 , n2 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the remainder when positive integer nn ( n > n5 n > n5 ) is divided by n2 is n5 and the remainder when nn is divided by n4 is also n5 . what is the least value of nn ?	multiply ( n2 , n4 )
in a class of n0 students , n1 did not opt for math . n2 did not opt for science and n3 did not opt for either . how many students of the class opted for both math and science ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n3 ) | subtract ( #0 , #2 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he traveled at n2 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
if n0 ^ n1 , n5 ^ n5 , and n4 ^ n5 are factors of the product of n6 , n7 and w , where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n5 , n5 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n4 ^ n5 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n5 , n3 )
the average age of a class is n0 years . the average age of boys in the class is n1 years while that of girls is n2 years . what is the ratio of boys to girls in the class ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
jill ' s favorite number is even and has some repeating prime factors . john is guessing jills favorite number , and the only hint she gives is that n0 is a prime factor . what is johns best guess ?	multiply ( n0 , const_3 ) | power ( const_2 , const_2 ) | multiply ( #0 , #1 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
a train consists of n0 boggies , each boggy n1 metres long . the train crosses a telegraph post in n2 seconds . due to some problem , three boggies were detached . the train now crosses a telegraph post in	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
a trader marked the selling price of an article at n0 % above the cost price . at the time of selling , he allows certain discount and suffers a loss of n1 % . he allowed a discount of :	add ( const_2 , const_3 ) | add ( n0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr . find the time taken by the boat to go n2 km downstream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a card board of n0 * n1 has to be attached to a wooden box and a total of n2 pins are to be used on the each side of the cardbox . find the total number of pins used .	multiply ( n2 , const_4 )
in a neighborhood having n0 households , n1 did not have either a car or a bike . if n2 households had a both a car and a bike and n3 had a car , how many had bike only ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n2 )
y = x ^ n0 + bx + n1 cuts the x axis at ( h , n3 ) and ( k , n3 ) . if h and k are integers , what is the least value of b ?	negate ( n1 ) | subtract ( #0 , const_1 )
a container contains n0 litres of milk . from this container n1 litres of milk was taken out and replaced by water . this process was repeated further two times . how much milk is now contained by the container ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | power ( #1 , const_3 ) | multiply ( n0 , #2 )
the ratio of the number of females to males at a party was n4 : n1 but when n5 females and n5 males left , the ratio became n4 : n5 . how many people were at the party originally ?	multiply ( n1 , n2 ) | multiply ( n5 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 )
in the coordinate plane , points ( x , n2 ) and ( n3 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x - y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a cyclist rides a bicycle n3 km at an average speed of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . what is the average speed for the entire trip ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
a man , a woman and a boy can complete a job in n0 , n1 and n2 days respectively . how many boys must assist n4 man and n4 woman to complete the job in no_ascii_26 of a day ?	add ( const_3 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , #0 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n4 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quantity of alcohol in the given mixture .	multiply ( n2 , const_1 )
after n0 games , team b had an average of n1 points per game . if it got only n2 points in game n3 , how many more points does it need to score to get its total above n4 ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( n4 , #1 )
a marketing survey of anytown found that the ratio of trucks to sedans to motorcycles was n0 : n1 : n2 , respectively . given that there are n3 , n4 sedans in anytown , how many motorcycles are there ?	multiply ( n0 , n0 ) | multiply ( #0 , const_1000 ) | add ( #1 , const_100 ) | divide ( #2 , n1 ) | multiply ( n2 , #3 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to two - fifth of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
in a neighborhood having n0 households , n1 did not have either a car or a bike . if n2 households had a both a car and a bike and n3 had a car , how many had bike only ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n2 )
if a and b are multiples of n4 then which are all the multiples of n4 n2 ) a / b n3 ) a ^ b n4 ) a + b n5 ) a - b n6 ) a * b	multiply ( n0 , const_10 ) | multiply ( n0 , n5 ) | add ( n6 , #0 ) | multiply ( #2 , #1 )
a bag contains n3 white marbles and n3 black marbles . if each of n3 girls and n3 boys randomly selects and keeps a marble , what is the probability that all of the girls select the same colored marble ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_2 , #1 )
a shopkeeper sells n1 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
a n0 - liter solution of cool - drink is made from n1 % jasmine water . if n2 liters of jasmine and n3 liters of water were added to the solution , what percent of the solution is jasmine ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a basketball game , tim scored n0 points more than joe , but only half as many points as ken . if the n1 players scored a combined total of n2 points , how many points did tim score ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
x can finish a work in n0 days . y can finish the same work in n1 days . yworked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for n2 day and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
a does n0 / n1 th of a work in n2 days . he then calls in b and they together finish the remaining work in n3 days . how long b alone would take to do the whole work ?	divide ( n1 , n0 ) | multiply ( n1 , n3 ) | inverse ( #1 ) | multiply ( n2 , #0 ) | inverse ( #3 ) | subtract ( #2 , #4 ) | inverse ( #5 )
n5 men and n1 women complete a task in same time as n2 men and n4 women do . how much fraction of work will be finished in same time if n4 men and n5 women will do that task .	subtract ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( n2 , #2 ) | add ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
the ratio of the number of females to males at a party was n4 : n1 but when n3 females and n3 males left , the ratio became n4 : n5 . how many people were at the party originally ?	multiply ( n1 , n2 ) | multiply ( n5 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
a boy is travelling from his home to school at n1 km / hr and reached n1 min late . next day he travelled at n3 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
a can do a work in n0 days . b can do the same work in n1 days . both a & b together will finish the work and they got $ n2 from that work . find their shares ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
two brothers took the gmat exam , the higher score is u and the lower one is v . if the difference between the two scores is equal to their average , what is the value of v / u ?	divide ( const_1 , const_3 )
in the rectangular coordinate system , if the line x = n0 y + n1 passes through points ( m , n ) and ( m + n2 , n + p ) , what is the value of p ?	divide ( n2 , n0 )
each digit n0 through n5 is used exactly once to create a n5 - digit integer . if the n5 and the n4 can not be adjacent digits in the integer , how many n5 - digit integers are possible ?	multiply ( n1 , n4 ) | multiply ( n3 , n4 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | subtract ( #4 , #5 )
nina has exactly enough money to purchase n0 widgets . if the cost of each widget were reduced by $ n1 , then nina would have exactly enough money to purchase n2 widgets . how much money does nina have ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a n0 - liter solution of cool - drink is made from n1 % jasmine water . if n2 liters of jasmine and n3 liters of water were added to the solution , what percent of the solution is jasmine ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a man is standing on a railway bridge which is n0 m long . he finds that a train crosses the bridge in n1 seconds but himself in n2 seconds . find the length of the train and its speed .	divide ( n0 , n1 ) | inverse ( n2 ) | inverse ( n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | speed ( #4 , n2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the difference of the areas of two squares drawn on two line segments of different lengths is n0 sq . cm . find the length of the greater line segment if one is longer than the other by n1 cm .	multiply ( n1 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
carina has n0 ounces of coffee divided into n4 - and n6 - ounce packages . if she has n3 more n4 - ounce packages than n6 - ounce packages , how many n6 - ounce packages does she have ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a park square in shape has a n0 metre wide road inside it running along its sides . the area occupied by the road is n1 square metres . what is the perimeter along the outer edge of the road ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | power ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_4 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in the expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
if m equals the sum of the odd integers from n0 to n1 , inclusive , and t equals the sum of the even integers from n2 to n3 , inclusive , what is the value of m + t ?	add ( n0 , n1 ) | divide ( n3 , n2 ) | add ( #1 , const_1 ) | divide ( #0 , n2 ) | multiply ( #2 , #1 ) | power ( #3 , const_2 ) | add ( #4 , #5 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
the class mean score on a test was n0 , and the standard deviation was n1 . if jack ' s score was within n2 standard deviations of the mean , what is the lowest score he could have received ?	multiply ( n1 , n2 )
if n0 ^ n1 , n5 ^ n5 , and n4 ^ n5 are factors of the product of n6 , n7 and w , where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n5 , n0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
x can finish a work in n0 days . y can finish the same work in n1 days . yworked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
in the coordinate plane , points ( x , n2 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
the speed at which a girl can row a boat in still water is n0 kmph . if she rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( n2 , const_3_6 ) | divide ( #1 , #0 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in the rectangular coordinate system , if the line x = n0 y + n1 passes through points ( m , n ) and ( m + n2 , n + p ) , what is the value of p ?	divide ( n2 , n0 )
nina has exactly enough money to purchase n0 widgets . if the cost of each widget were reduced by $ n1 , then nina would have exactly enough money to purchase n2 widgets . how much money does nina have ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a car that moves at an average speed of n0 kmph , reaches its destination on time . when its average speed becomes n1 kmph , then it reaches its destination n2 minutes late . find the length of journey .	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
selling an kite for rs . n1 , a shop keeper gains n1 % . during a clearance sale , the shopkeeper allows a discount of n2 % on the marked price . his gain percent during the sale is ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , #0 ) | multiply ( #1 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
n0 percent of a certain grass seed is timothy . if the amount of the mixture needed to plant one acre contains n1 pounds of timothy , how many acres can be planted with n2 pounds of the seed mixture ?	divide ( const_100 , n0 ) | multiply ( n1 , #0 ) | divide ( n2 , #1 )
in a class of n0 students , n1 did not opt for math . n2 did not opt for science and n3 did not opt for either . how many students of the class opted for both math and science ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n3 ) | subtract ( #0 , #2 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he travelled at n2 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
a wholesaler wishes to sell n0 pounds of mixed nuts at $ n1 a pound . she mixes peanuts worth $ n2 a pound with cashews worth $ n3 a pound . how many pounds of cashews must she use ?	subtract ( n3 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
in a manufacturing plant , it takes n0 machines n1 hours of continuous work to fill n2 standard orders . at this rate , how many hours of continuous work by n3 machines are required to fill n4 standard orders ?	multiply ( n0 , n4 ) | multiply ( #0 , n1 ) | divide ( #1 , n3 ) | divide ( #2 , n2 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time cistern will get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
if the perimeter of square region q and the perimeter of rectangular region r are equal and the sides of r are in the ratio n0 : n1 then the ratio of the area of r to the area of q	add ( n0 , n1 ) | rectangle_area ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_4 ) | square_area ( #3 ) | divide ( #1 , #4 )
the speed at which a girl can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( n2 , const_3_6 ) | divide ( #1 , #0 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
if n0 ( p ' s capital ) = n1 ( q ' s capital ) = n2 ( r ' s capital ) , then out of the total profit of rs n3 , how much r will receive ?	add ( n0 , const_1 ) | add ( n2 , #0 ) | add ( n2 , #1 ) | add ( n1 , #2 ) | divide ( n1 , #3 ) | multiply ( n3 , #4 )
the cost of a one - family home was $ n0 , n5 in n2 . in n3 , the price had increased to $ n4 , n5 . what was the percent increase in the cost of the home ?	multiply ( const_4 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_12 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
a marketing survey of anytown found that the ratio of trucks to sedans to motorcycles was n0 : n1 : n2 , respectively . given that there are n3 , n4 sedans in anytown , how many motorcycles are there ?	multiply ( const_3 , const_3 ) | multiply ( #0 , const_1000 ) | add ( #1 , const_100 ) | divide ( #2 , n1 ) | multiply ( n2 , #3 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to n1 / n2 of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a worker is paid rs . n0 / - for a full days work . he works n1 / n2 / n3 / n4 / n5 days in a week . what is the total amount paid for that worker ?	divide ( const_1 , const_3 ) | divide ( const_2 , const_3 ) | divide ( const_3 , n5 ) | multiply ( const_2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #3 ) | add ( #4 , #1 ) | add ( #6 , #5 ) | add ( #7 , #2 ) | multiply ( n0 , #8 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a neighborhood having n0 households , n1 did not have either a car or a bike . if n2 households had a both a car and a bike and n3 had a car , how many had bike only ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n2 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he traveled at n2 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to one - fifth of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a wholesaler wishes to sell n0 pounds of mixed nuts at $ n1 a pound . she mixes peanuts worth $ n2 a pound with cashews worth $ n3 a pound . how many pounds of cashews must she use ?	subtract ( n3 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a father said his son , ` ` i was as old as you are at present at the time of your birth . ` ` if the father age is n0 now , the son age n1 years back was	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
jill has n0 gallons of water stored in quart , half - gallon , and one gallon jars . she has equal numbers of each size jar holding the liquid . what is the total number of water filled jars ?	divide ( const_1 , const_2 ) | add ( #0 , const_0_25 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 )
mary ' s income is n0 % more than tim ' s income and tim ' s income is n1 % less than juan ' s income . what % of juan ' s income is mary ' s income .	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | add ( #2 , #1 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the average ( arithmetic man ) of n0 integers a , b , and c is exactly half the median . if a < b < c and a = n1 , what is the value of c / b ?	divide ( const_1 , const_2 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_1 ) | multiply ( n0 , #2 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n4 ^ n5 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n5 , n3 )
a circular garden is surrounded by a fence of negligible width along the boundary . if the length of the fence is n0 / n1 of th area of the garden . what is the radius of the circular garden ?	power ( n1 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
a father said his son , ` ` i was as old as you are at present at the time of your birth . ` ` if the father age is n0 now , the son age n1 years back was	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
ifaequals the sum of the even integers from n4 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of ( a - b ) / n4 ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
at an elementary school , n0 % of the faculty members are women and n1 % of the faculty members are married . if n2 no_ascii_39 n3 of the men are single , what fraction of the men are married ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a can do a work in n0 days . b can do the same work in n1 days . both a & b together will finish the work and they got $ n2 from that work . find their shares ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n4 ^ n5 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n2 , n3 )
the avg age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasingthe avg by n3 year . find what was the original strength of class ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | subtract ( #0 , #1 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n0 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n6 , n7 ) ?	add ( const_2 , const_3 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
a rectangular courty n0 metres long and n1 metres wide is to be paved exactly with square tiles , all of the same size . what is the largest size of the tile which could be used for the purpose ?	multiply ( n0 , const_100 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | divide ( #3 , const_2 ) | multiply ( #4 , const_3 )
the organizers of a fair projected a n0 percent increase in attendance this year over that of last year , but attendance this year actually decreased by n1 percent . what percent of the projected attendance was the actual attendance ?	add ( n0 , const_100 ) | multiply ( n1 , const_4 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in the expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the area of an equilateral triangle is subtracted from its base , and the perimeter is then added to this total , the result is n0 . what is the height of the equilateral triangle if its base is n1 ?	multiply ( n1 , const_3 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of a is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
in the coordinate plane , points ( x , n3 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the population of a town increases n0 % and n1 % respectively in two consecutive years . after the growth the present population of the town is n2 . then what is the population of the town n3 years ago ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a man has $ n0 , n1 to invest . he invests $ n2 at n3 % and $ n4 at n5 % . in order to have a yearly income of $ n6 , he must invest the remainder at	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , n1 ) | subtract ( n5 , #3 ) | subtract ( #5 , n3 ) | divide ( #7 , const_100 ) | subtract ( #6 , #4 ) | divide ( #9 , #8 )
there is a clock which shows false timing ie it shows n0 minutes less for each n1 hour . . . . if the clock shows n2 noon now how many minutes will be lost when it shows n3 pm ?	multiply ( n3 , const_60 ) | subtract ( const_60 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , n3 ) | multiply ( #3 , const_60 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , const_4.0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
a person can row at n0 kmph in still water . if the velocity of the current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
a straight line in the xy - plane has y - intercept of n0 and a slope of n1 / n2 . given the x - coordinate of the point is n3 , find it ' s y - coordinate .	subtract ( n2 , n0 ) | divide ( #0 , n1 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n4 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quality of alcohol in the given mixture .	multiply ( n2 , const_1 )
jill has n0 gallons of water stored in quart , half - gallon , and one gallon jars . she has equal numbers of each size jar holding the liquid . what is the total number of water filled jars ?	divide ( const_1 , const_2 ) | add ( #0 , const_0_25 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a boy rides his bicycle n3 km at an average sped of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . his average speed for the entire trip is approximately .	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a train consists of n0 boggies , each boggy n1 metres long . the train crosses a telegraph post in n2 seconds . due to some problem , three boggies were detached . the train now crosses a telegraph post in	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
p and q can complete a work in n0 days and n1 days respectively . p alone started the work and q joined him after n2 days till the completion of the work . how long did the work last ?	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n3 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n6 , n7 ) ?	add ( const_2 , const_3 )
two quarts containing n0 no_ascii_39 n5 water and n2 no_ascii_39 n5 formula are mixed with n5 quarts containing n5 no_ascii_39 n8 water and n9 no_ascii_39 n8 formula . approximately what percent of the combined n9 - quart mixture is water ?	divide ( n0 , n1 ) | divide ( n1 , n6 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n7 ) | multiply ( #5 , const_100 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 x n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in his expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
a train covers a distance in n0 min , if it runs at a speed of n1 kmph on an average . the speed at which the train must run to reduce the time of journey to n2 min will be	divide ( n0 , const_60 ) | divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
the class mean score on a test was n0 , and the standard deviation was n1 . if jack ' s score was within n2 standard deviations of the mean , what is the lowest score he could have received ?	multiply ( n1 , n2 )
you have a flashlight that takes n0 working batteries . you have n1 batteries but only n2 of them work . what is the fewest number of pairs you need to test to guarantee you can get the flashlight on ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 )
a marketing survey of anytown found that the ratio of trucks to sedans to motorcycles was n0 : n1 : n2 , respectively . given that there are n3 , n4 sedans in anytown , how many motorcycles are there ?	multiply ( n0 , n0 ) | multiply ( #0 , const_1000 ) | add ( #1 , const_100 ) | divide ( #2 , n1 ) | multiply ( n2 , #3 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
n0 men and n1 women complete a task in same time as n2 men and n5 women do . how much fraction of work will be finished in same time if n4 men and n5 women will do that task .	subtract ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( n2 , #2 ) | add ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to n1 / n2 of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
set a { n2 , n2 , n2 , n3 , n6 , n6 , n6 } has a standard deviation of n7 . what will the standard deviation be if every number in the set is multiplied by n8 ?	multiply ( n4 , n5 )
a and b can do a piece of work in n0 days , a and c can do it in n1 days , b and c can do it n2 days . in what time can c alone do it ?	subtract ( n2 , n0 ) | add ( n1 , #0 )
in the number n2 , n3 ab , a and b represent the tens and units digits , respectively . if n2 , n3 ab is divisible by n4 , what is the greatest possible value of b no_ascii_62 a ?	power ( n0 , const_2 ) | add ( #0 , const_1000 ) | divide ( #1 , n2 ) | add ( #2 , const_1 ) | multiply ( n2 , #3 ) | reminder ( #4 , n0 ) | reminder ( #5 , const_10 ) | subtract ( #5 , #6 ) | divide ( #7 , const_10 ) | multiply ( #8 , #6 ) | subtract ( #9 , const_10 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he traveled at n2 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
amithab ' s average expenditure for the january to june is rs . n0 and he spends rs . n1 in january and rs . n2 in july . the average expenditure for the months of febraury to july is :	multiply ( const_2 , const_3 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
a boat can travel with a speed of n1 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
bottle r contains n0 capsules and costs $ n1 . bottle t contains n2 capsules and costs $ n3 . what is the difference between the cost per capsule for bottle r and the cost per capsule for bottle t ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
there are n0 chess amateurs playing in villa ' s chess club tournament . if each chess amateur plays with exactly n1 other amateurs , what is the total number of chess games possible to be played in the tournament ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
a milkman purchases the milk at rs . x per litre and sells it at rs . n1 x per litre still he mixes n1 litres water with every n2 litres of pure milk . what is the profit percentage ?	add ( n0 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a and b can do a work in n0 days , b and c in n1 days , c and a in n2 days . if a , b and c work together , they will complete the work in :	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
let q represent a set of n0 distinct prime numbers . if the sum of the numbers in q is even and x is a member of q , then what is the least possible value that x can be ?	divide ( n0 , n0 ) | add ( #0 , const_2 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for n2 days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , const_4.0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
if i equals the sum of the even integers from n0 to n1 , inclusive , and k equals the sum of the even integers from n2 to n3 , inclusive , what is the value of i - k ?	add ( n0 , n0 ) | add ( n0 , n3 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | subtract ( n1 , #1 ) | divide ( #4 , const_2 ) | multiply ( #3 , #5 ) | add ( #3 , #6 ) | divide ( #7 , const_2 ) | add ( #2 , #8 )
a number consists of n0 digit whose sum is n1 . the middle digit is equal to the sum of the other two and the number will be increased by n2 if its digits are reversed . the number is :	add ( n1 , const_2 ) | divide ( #0 , const_4 ) | subtract ( #1 , const_1 ) | add ( #1 , #2 ) | multiply ( #2 , const_100 ) | multiply ( #3 , const_10 ) | add ( #4 , #5 ) | add ( #6 , #1 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
if n2 ^ n1 , n2 ^ n5 , and n4 ^ n5 are factors of the product of n6 , n7 and w , where w is a positive integer , what is the smallest possible value of w ?	divide ( n4 , n0 ) | power ( n0 , n0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( n0 , #3 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on $ n2 for n3 years at n4 % per annum . the sum placed on simple interest is :	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
after n0 games , team b had an average of n1 points per game . if it got only n2 points in game n3 , how many more points does it need to score to get its total above n4 ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( n4 , #1 )
the cost of a one - family home was $ n0 , n5 in n2 . in n3 , the price had increased to $ n4 , n5 . what was the percent increase in the cost of the home ?	multiply ( const_4 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_12 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , how many questions does he answer correctly ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to two - fifth of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a car averages n0 mph for the first n1 hours of a trip and averages n2 mph for each additional hour . the average speed for the entire trip was n3 mph . how many hours long is the trip ?	multiply ( n3 , n1 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
if the perimeter of square region e and the perimeter of rectangular region r are equal and the sides of r are in the ratio n0 : n1 then the ratio of the area of r to the area of e	divide ( const_10 , const_4 ) | rectangle_area ( n0 , n1 ) | square_area ( #0 ) | divide ( #1 , #2 )
in a neighborhood having n0 households , n1 did not have either a car or a bike . if n2 households had a both a car and a bike and n3 had a car , how many had bike only ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n2 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n3 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n6 , n7 ) ?	add ( const_2 , const_3 )
in the coordinate plane , points ( x , n2 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	divide ( n0 , const_1000 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , what is the weight of b ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
the speed at which a woman can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
carina has n0 ounces of coffee divided into n4 - and n6 - ounce packages . if she has n3 more n4 - ounce packages than n6 - ounce packages , how many n6 - ounce packages does she have ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr . find the time taken by the boat to go n2 km downstream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the cost of n0 pens and n3 pencils is rs . n2 . also the cost of one pen and one pencil is in the ratio of n3 : n4 respectively . what is the cost of one dozen pens ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
a cyclist rides a bicycle n3 km at an average speed of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . what is the average speed for the entire trip ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
the cost of n0 pens and n3 pencils is rs . n2 . also the cost of one pen and one pencil is in the ratio of n3 : n4 respectively . what is the cost of one dozen pens ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a mixture contains milk and water in the ratio n3 : n1 . on adding n2 litters of water , the ratio of milk to water becomes n3 : n4 . the quantity of milk in the original mixture is ?	add ( n0 , n1 ) | divide ( n3 , n4 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #6 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
the population of a town increases n0 % and n1 % respectively in two consecutive years . after the growth the present population of the town is n2 . then what is the population of the town n3 years ago ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
one copy machine can make n0 copies a minute , and a second copy machine makes n1 copies a minute . if the two copiers work together , how long would it take them to make n2 , n3 copies ?	add ( n0 , n1 ) | power ( n1 , const_3 ) | divide ( #1 , #0 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr . find the time taken by the boat to go n2 km downstream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall profit of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
n0 ^ n19 no_ascii_77 n19 ^ n19 + n4 ^ n19 no_ascii_77 n6 ^ n19 + n8 ^ n19 no_ascii_77 n10 ^ n19 + n12 ^ n19 no_ascii_77 n14 ^ n19 + n16 ^ n19 no_ascii_77 n18 ^ n19 = ?	power ( n8 , n1 )
there are n0 kids in a play school . n1 kids play with white color balls and some kids play with yellow color balls and n2 kids play with both color balls . how many kids use yellow color balls ?	subtract ( n1 , n2 ) | subtract ( n0 , #0 )
q is as much younger than r as he is older than t . if the sum of the ages of r and t is n0 years , what is definitely the difference between r and q no_ascii_32 s age ?	divide ( n0 , const_2 )
in the number n2 , n3 ab , a and b represent the tens and units digits , respectively . if n2 , n3 ab is divisible by n4 , what is the greatest possible value of b no_ascii_62 a ?	power ( n0 , const_2 ) | add ( #0 , const_1000 ) | divide ( #1 , n2 ) | add ( #2 , const_1 ) | multiply ( n2 , #3 ) | reminder ( #4 , n0 ) | reminder ( #5 , const_10 ) | subtract ( #5 , #6 ) | divide ( #7 , const_10 ) | multiply ( #8 , #6 ) | subtract ( #9 , const_10 )
in some quantity of ghee , n0 % is pure ghee and n1 % is vanaspati . if n2 kg of pure ghee is added , then the strength of vanaspati ghee becomes n3 % . the original quantity was ?	multiply ( n2 , n3 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
in measuring the sides of a rectangle , one side is taken n0 % in excess , and the other n1 % in deficit . find the error percent in the error percent in the area calculated from these measurements .	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 )
the average weight of a , b and c is n2 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
if x is an integer such that n0 < x < n9 , n2 < x < n3 , n4 > x > n5 , n6 > x > n7 , and x + n8 < n9 , then x is	subtract ( n9 , n8 ) | subtract ( #0 , n8 )
a began business with rs . n0 and was joined afterwards by b with rs . n1 . when did b join if the profits at the end of the year were divided in the ratio of n2 : n3 ?	multiply ( const_3 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n2 ) | subtract ( #0 , #3 )
a certain kind of fuel is n0 high octane and n1 regular octane . if high octane costs n2 times as much as regular octane , what fraction of the cost of the fuel is due to the high octane ?	add ( const_3 , const_4 ) | divide ( n2 , #0 )
the volume of a certain substance is always directly proportional to its weight . if n0 cubic inches of the substance weigh n1 ounces , what is the volume , in cubic inches , of n2 ounces of this substance ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
at an elementary school , n0 % of the faculty members are women and n1 % of the faculty members are married . if n2 no_ascii_39 n3 of the men are single , what fraction of the men are married ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
in the coordinate plane , points ( x , n3 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , const_4.0 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n0 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n6 , n7 ) ?	add ( const_2 , const_3 )
a shopkeeper sells n1 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
one pipe can fill a tank four times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
a person can row at n2 kmph in still water . if the velocity of the current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
a train consists of n0 boggies , each boggy n1 metres long . the train crosses a telegraph post in n2 seconds . due to some problem , two boggies were detached . the train now crosses a telegraph post in	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
nina has exactly enough money to purchase n0 widgets . if the cost of each widget were reduced by $ n1 , then nina would have exactly enough money to purchase n2 widgets . how much money does nina have ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to n1 / n2 of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
carina has n0 ounces of coffee divided into n4 - and n6 - ounce packages . if she has n3 more n4 - ounce packages than n6 - ounce packages , how many n6 - ounce packages does she have ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
in a mixture n0 litres , the ra no_ascii_72 o of milk and water n4 : n3 . if the this ra no_ascii_72 o is to be n3 : n4 , then the quanity of water to be further added is	add ( n1 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | subtract ( n0 , #2 ) | subtract ( #3 , #4 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to four - fifth of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a circular garden is surrounded by a fence of negligible width along the boundary . if the length of the fence is n0 / n1 of th area of the garden . what is the radius of the circular garden ?	power ( n1 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
in the excel manufacturing company , n0 percent of the employees are men . if n1 percent of the employees are unionized and n2 percent of these are men , what percent of the non - union employees are women ?	divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | multiply ( n1 , #0 ) | subtract ( n1 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n0 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n7 , n7 ) ?	add ( const_2 , const_3 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n4 ^ n5 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n2 , n3 )
in some quantity of ghee , n0 % is pure ghee and n1 % is vanaspati . if n2 kg of pure ghee is added , then the strength of vanaspati ghee becomes n3 % . the original quantity was :	multiply ( n2 , n3 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
if n0 apprentices can finish a job in n1 hours , and n2 journeymen can finish the same job in n3 hours , how much of the job should be completed by n4 apprentices and n5 journeymen in one hour ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_10 ) | divide ( #1 , n5 ) | divide ( const_1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 )
a player holds n0 cards of n1 suits , of which n2 are black and n3 are red . there are twice as many diamonds as spades and twice as many hearts as diamonds . how many clubs does he hold	add ( n1 , const_2 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 )
in the coordinate plane , points ( x , n2 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
p and q can complete a work in n0 days and n1 days respectively . p alone started the work and q joined him after n2 days till the completion of the work . how long did the work last ?	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
a can do a work in n0 days . b can do the same work in n1 days . both a & b together will finish the work and they got $ n2 from that work . find their shares ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
simple interest on a certain sum at a certain annual rate of interest is n0 / n1 of the sum . if the numbers representing rate percent and time in years be equal , then the rate of interest is :	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | sqrt ( #1 ) | floor ( #2 ) | multiply ( #3 , const_10 ) | add ( #4 , n0 ) | divide ( #5 , const_3 )
two cars , one from austin to dallas and the other from dallas to austin , start simultaneously . after they meet , the cars reach their destinations after n0 hours and n1 hours respectively the ratio of their speeds is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #1 )
a circular garden is surrounded by a fence of negligible width along the boundary . if the length of the fence is n0 / n1 of th area of the garden . what is the radius of the circular garden ?	power ( n1 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
the class mean score on a test was n0 , and the standard deviation was n1 . if jack ' s score was within n2 standard deviations of the mean , what is the lowest score he could have received ?	multiply ( n1 , n2 )
the volume of a certain substance is always directly proportional to its weight . if n0 cubic inches of the substance weigh n1 ounces , what is the volume , in cubic inches , of n2 ounces of this substance ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
jerry began driving from home on a trip averaging n2 miles per hour . how many miles per hour must carla drive on average to catch up to him in exactly n1 hours if she leaves n2 minutes after jerry ?	divide ( n0 , const_60 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
x can finish a work in n0 days . y can finish the same work in n1 days . yworked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
x starts a business with rs . n2 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
if the perimeter of square region d and the perimeter of rectangular region r are equal and the sides of r are in the ratio n0 : n1 then the ratio of the area of r to the area of d	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_4 ) | power ( #3 , const_2 ) | divide ( #1 , #4 )
if the perimeter of square region z and the perimeter of rectangular region r are equal and the sides of r are in the ratio n0 : n1 then the ratio of the area of r to the area of z	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , const_2 ) | power ( #2 , const_2 ) | divide ( #1 , #3 )
the price of n0 sarees and n1 shirts is $ n2 . with the same money one can buy n3 saree and n4 shirts . if one wants to buy n5 shirts , how much shall he have to pay ?	multiply ( n0 , n2 ) | multiply ( n0 , n4 ) | subtract ( #0 , n2 ) | subtract ( #1 , n1 ) | divide ( #2 , #3 ) | multiply ( n5 , #4 )
in a certain pet shop , the ratio of dogs to cats to bunnies in stock is n1 : n1 : n2 . if the shop carries n3 dogs and bunnies total in stock , how many dogs are there ?	add ( n0 , n2 ) | divide ( n3 , #0 ) | multiply ( n0 , #1 )
eighteen years ago , a father was n0 times as old as his son . now the father is only twice as old his son . then the sum of the present ages of the son and the father is :	add ( const_3 , const_3 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_2 ) | add ( #4 , #3 )
a train consists of n0 boggies , each boggy n1 metres long . the train crosses a telegraph post in n2 seconds . due to some problem , one boggies were detached . the train now crosses a telegraph post in	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
p and q can complete a work in n0 days and n1 days respectively . p alone started the work and q joined him after n2 days till the completion of the work . how long did the work last ?	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
the population of a town increases n0 % and n1 % respectively in two consecutive years . after the growth the present population of the town is n2 . then what is the population of the town n3 years ago ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a wholesaler wishes to sell n0 pounds of mixed nuts at $ n2 a pound . she mixes peanuts worth $ n2 a pound with cashews worth $ n3 a pound . how many pounds of cashews must she use ?	subtract ( n3 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
two trains n0 m and n2 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
if two trains are n0 miles apart and are traveling toward each other at constant rate of n1 miles per hour and n2 miles per hour , respectively , how far apart will they be n3 hour before they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | subtract ( #1 , n3 ) | multiply ( n1 , #2 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | subtract ( n0 , #5 )
in the number n2 , n3 ab , a and b represent the tens and units digits , respectively . if n2 , n3 ab is divisible by n4 , what is the greatest possible value of b no_ascii_62 a ?	power ( n0 , const_2 ) | add ( #0 , const_1000 ) | divide ( #1 , n2 ) | add ( #2 , const_1 ) | multiply ( n2 , #3 ) | reminder ( #4 , n0 ) | reminder ( #5 , const_10 ) | subtract ( #5 , #6 ) | divide ( #7 , const_10 ) | multiply ( #8 , #6 ) | subtract ( #9 , const_10 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
n0 years ago the average age of a class of n1 members was n2 years . a boy have been added , the average age of the class is the same today . what is the age of the boy ?	add ( n1 , const_1 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #0 ) | subtract ( #4 , #3 )
mary ' s income is n0 % more than tim ' s income and tim ' s income is n1 % less than juan ' s income . what % of juan ' s income is mary ' s income .	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | add ( #2 , #1 )
a man invests rs . n0 at the rate of n1 % per annum . how much more should he invest at the rate of n2 % , so that he can earn a total of n3 % per annum ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the ratio of the number of females to males at a party was n4 : n1 but when n3 females and n3 males left , the ratio became n4 : n5 . how many people were at the party originally ?	multiply ( n1 , n2 ) | multiply ( n5 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 )
in the rectangular coordinate system , if the line x = n1 y + n1 passes through points ( m , n ) and ( m + n2 , n + p ) , what is the value of p ?	divide ( n2 , n0 )
a car averages n0 mph for the first n1 hours of a trip and averages n2 mph for each additional hour . the average speed for the entire trip was n3 mph . how many hours long is the trip ?	multiply ( n3 , n1 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
the sum of n0 integers a , b and c is n1 . a is one third of the sum of b and c and b is one fifth of the sum of a and c . what is c ?	add ( const_1 , const_4 ) | inverse ( const_3 ) | inverse ( #0 ) | multiply ( n1 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | add ( n0 , #5 )
the age of mother one decade age was n0 times the age of her daughter . n1 years hence , mother no_ascii_32 s age will be two times that of her daughter . the proposition of their current ages is :	add ( n1 , n1 ) | subtract ( n0 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 ) | add ( n1 , #4 ) | multiply ( n0 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #5 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should a pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
a can do a work in n0 days . b can do the same work in n1 days . both a & b together will finish the work and they got $ n2 from that work . find their shares ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
if n0 apprentices can finish a job in n1 hours , and n2 journeymen can finish the same job in n3 hours , how much of the job should be completed by n4 apprentices and n5 journeymen in one hour ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , n4 ) | divide ( #1 , n5 ) | divide ( const_1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 )
a cyclist rides a bicycle n3 km at an average speed of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . what is the average speed for the entire trip ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in a manufacturing plant , it takes n0 machines n1 hours of continuous work to fill n2 standard orders . at this rate , how many hours of continuous work by n3 machines are required to fill n4 standard orders ?	multiply ( n0 , n4 ) | multiply ( #0 , n1 ) | divide ( #1 , n3 ) | divide ( #2 , n2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
y = x ^ n0 + bx + n1 cuts the x axis at ( h , n3 ) and ( k , n3 ) . if h and k are integers , what is the least value of b ?	negate ( n1 ) | subtract ( #0 , const_1 )
n0 years ago , the average age of a family of n1 members was n2 . a baby having been born , the average age of the family is the same today . what is the age of the child ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 )
the average marks obtained by n0 candidates in an examination is n1 . find how many candidates have passed in the examination , if the average marks of candidates who passed is n2 and that of failed candidates is n3 .	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
simple interest on a certain sum at a certain annual rate of interest is n0 / n1 of the sum . if the numbers representing rate percent and time in years be equal , then the rate of interest is :	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | sqrt ( #1 ) | floor ( #2 ) | multiply ( #3 , const_10 ) | add ( #4 , n0 ) | divide ( #5 , const_3 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in the expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
can you solve it ? n0 + n3 = n16 , n3 + n15 = n5 , n6 + n9 = n8 , n9 + n16 = n11 , n12 + n15 = n14 , n15 + n16 = ? ?	subtract ( n4 , const_1 ) | add ( n2 , #0 ) | multiply ( n4 , #1 )
mary ' s income is n0 % more than tim ' s income and tim ' s income is n1 % less than juan ' s income . what % of juan ' s income is mary ' s income .	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | add ( #2 , #1 )
in some quantity of ghee , n1 % is pure ghee and n1 % is vanaspati . if n2 kg of pure ghee is added , then the strength of vanaspati ghee becomes n3 % . the original quantity was ?	multiply ( n2 , n3 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
a straight line in the xy - plane has a slope of n1 and a y - intercept of n1 . on this line , what is the x - coordinate of the point whose y - coordinate is n2 ?	subtract ( n2 , n0 ) | divide ( #0 , n0 )
machine x takes n0 hours longer than machine y to produce n1 widgets . machine y produces n2 percent more widgets in an hour than machine x does in an hour . how many widgets per hour does machine x produce	divide ( n0 , const_10 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to two - fifths of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively the ratio of their speeds is	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
two sets of n0 consecutive positive odd integers have exactly one integer in common . the sum of the integers in the set with greater numbers is how much greater than the sum of the integers in the other set ?	add ( const_2 , const_3 ) | add ( const_2 , const_4 ) | add ( const_3 , const_4 ) | subtract ( #0 , n0 ) | subtract ( #2 , const_1 ) | subtract ( #1 , #3 ) | add ( #3 , #5 ) | add ( #6 , #4 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
in the number n2 , n3 ab , a and b represent the tens and units digits , respectively . if n2 , n3 ab is divisible by n4 , what is the greatest possible value of b no_ascii_62 a ?	power ( n0 , const_2 ) | add ( #0 , const_1000 ) | divide ( #1 , n2 ) | add ( #2 , const_1 ) | multiply ( n2 , #3 ) | reminder ( #4 , n0 ) | reminder ( #5 , const_10 ) | subtract ( #5 , #6 ) | divide ( #7 , const_10 ) | multiply ( #8 , #6 ) | subtract ( #9 , const_10 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for n2 days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
if x and y are multiples of n3 then which are all the multiples of n3 n2 ) x * y n3 ) x ^ y n4 ) x + y n5 ) x - y n6 ) x / y	min ( n2 , n2 )
each digit n3 through n5 is used exactly once to create a n5 - digit integer . if the n3 and the n4 can not be adjacent digits in the integer , how many n5 - digit integers are possible ?	multiply ( n1 , n4 ) | multiply ( n3 , n4 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | subtract ( #4 , #5 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
in a certain pet shop , the ratio of dogs to cats to bunnies in stock is n0 : n1 : n2 . if the shop carries n3 dogs and bunnies total in stock , how many dogs are there ?	add ( n0 , n2 ) | divide ( n3 , #0 ) | multiply ( n0 , #1 )
a man can row at n0 kmph in still water . if the velocity of the current is n2 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
in a rectangular axis system , what is the area of a parallelogram with the coordinates : ( n7 , n3 ) , ( n2 , n3 ) , ( n4 , n7 ) , ( n6 , n7 ) ?	add ( const_2 , const_3 )
john can row at n1 kmph and still water . he takes n1 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n2 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | divide ( n0 , #4 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
a mixture contains alcohol and water in the ratio n3 : n1 . if n2 liters of water is added to the mixture , the ratio becomes n3 : n4 . find the quality of alcohol in the given mixture .	multiply ( n2 , const_1 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
a circular garden is surrounded by a fence of negligible width along the boundary . if the length of the fence is n0 / n1 of th area of the garden . what is the radius of the circular garden ?	power ( n1 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should b pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
two trains of length n0 m and n2 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
if n0 apprentices can finish a job in n1 hours , and n2 journeymen can finish the same job in n3 hours , how much of the job should be completed by n4 apprentices and n5 journeymen in one hour ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , n4 ) | divide ( #1 , n5 ) | divide ( const_1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 )
for a recipe for triple berry pie calls for cups of strawberries , raspberries , and blueberries in a ratio of n0 : n1 : n2 . how many total cups of fruit will you need to make the pie ?	add ( n0 , n1 ) | add ( n2 , #0 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
the speed at which a woman can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a merchant has n0 kg of sugar part of which he sells at n1 % profit and the rest at n4 % profit . he gains n3 % on the whole . the quantity sold at n4 % profit is ?	add ( const_2 , const_3 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | subtract ( #3 , #4 ) | multiply ( n0 , #6 ) | multiply ( #5 , #7 )
a marketing survey of anytown found that the ratio of trucks to sedans to motorcycles was n0 : n1 : n2 , respectively . given that there are n3 , n4 sedans in anytown , how many motorcycles are there ?	multiply ( n0 , n0 ) | multiply ( #0 , const_1000 ) | add ( #1 , const_100 ) | divide ( #2 , n1 ) | multiply ( n2 , #3 )
a wholesaler wishes to sell n0 pounds of mixed nuts at $ n1 a pound . she mixes peanuts worth $ n2 a pound with cashews worth $ n3 a pound . how many pounds of cashews must she use ?	subtract ( n3 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a horse chases a pony n0 hours after the pony runs . horse takes n1 hours to reach the pony . if the average speed of the horse is n2 kmph , what s the average speed of the pony ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
the h . c . f and l . c . m of two numbers are n0 and n1 respectively . if the ratio of the two numbers is n2 : n3 , then the larger of the two numbers is	multiply ( n0 , n1 ) | divide ( #0 , n3 ) | sqrt ( #1 ) | multiply ( n3 , #2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
nina has exactly enough money to purchase n0 widgets . if the cost of each widget were reduced by $ n1 , then nina would have exactly enough money to purchase n2 widgets . how much money does nina have ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a bag contains n3 white marbles and n3 black marbles . if each of n3 girls and n3 boys randomly selects and keeps a marble , what is the probability that all of the girls select the same colored marble ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_2 , #1 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
at an elementary school , n1 % of the faculty members are women and n1 % of the faculty members are married . if n2 / n3 of the men are single , what fraction of the women are married ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
q is a set of n0 distinct prime numbers . if the sum of the integers in q is even and the number x is a member of q , then what is the least value that x can be ?	divide ( n0 , const_4 ) | add ( #0 , const_1 )
in the coordinate plane , points ( x , n2 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of theother n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a container contains n0 liters of milk , from this container n1 liters of milk was taken out and replaced by water . this process was repeated further n2 times . how much milk is now contained by the container ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr . find the time taken by the boat to go n2 km downstream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the speed at which a girl can row a boat in still water is n0 kmph . if she rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( n2 , const_3_6 ) | divide ( #1 , #0 )
dhoni spent n0 percent of his earning last month on rent and n1 percent less than what he spent on rent to purchase a new dishwasher . what percent of last month ' s earning did dhoni have left over ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | subtract ( const_100 , #3 )
( ( n6 ^ m ) / ( n1 ^ m ) ) ( ( n6 ^ n5 ) / ( n4 ^ n5 ) ) = n6 / ( n7 ( n8 ) ^ n9 ) what is m ?	divide ( n0 , n3 ) | divide ( n4 , n3 ) | inverse ( n9 ) | multiply ( n7 , n8 ) | divide ( #0 , #1 ) | divide ( n0 , #3 ) | divide ( #4 , #5 ) | divide ( #6 , n1 ) | multiply ( #7 , #2 ) | inverse ( #8 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should a pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
a salesman sold twice as much pears in the afternoon than in the morning . if he sold n0 kilograms of pears that day , how many kilograms did he sell in the morning and how many in the afternoon ?	divide ( n0 , const_3 ) | multiply ( #0 , const_2 )
a car averages n0 mph for the first n1 hours of a trip and averages n2 mph for each additional hour . the average speed for the entire trip was n3 mph . how many hours long is the trip ?	multiply ( n3 , const_4 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
n0 men and n1 women complete a task in same time as n2 men and n3 women do . how much fraction of work will be finished in same time if n4 men and n5 women will do that task .	subtract ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( n2 , #2 ) | add ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
selling an kite for rs . n0 , a shop keeper gains n1 % . during a clearance sale , the shopkeeper allows a discount of n2 % on the marked price . his gain percent during the sale is ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , #0 ) | multiply ( #1 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
a certain high school has n0 students . of these students , n1 are taking music , n2 are taking art , and n3 are taking both music and art . how many students are taking neither music nor art ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a person can row at n0 kmph in still water . if the velocity of the current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
a person can row at n0 kmph in still water . if the velocity of the current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
a trader marked the selling price of an article at n0 % above the cost price . at the time of selling , he allows certain discount and suffers a loss of n1 % . he allowed a discount of :	add ( const_2 , const_3 ) | add ( n0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr . find the time taken by the boat to go n2 km downstream ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a trader has n0 kg of sugar . he sells a part at n1 % profit and the rest at n4 % profit . if he gains n3 % on the whole , find the quantity sold at n4 % ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
john spent n0 percent of his earning last month on rent and n1 percent less than what he spent on rent to purchase a new dishwasher . what percent of last month ' s earning did john have left over ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #2 , #3 ) | add ( #4 , #3 ) | subtract ( const_100 , #5 )
in a group of n0 cars , n1 cars do not have air conditioning . if at least n2 cars have racing stripes , what is the greatest number of cars that could have air conditioning but not racing stripes ?	subtract ( n0 , n2 )
the probability that a can solve the problem is n0 / n2 and b can solve it is n2 / n3 . if both of them attemp the problem , then what is the probability that the problem get solved ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
two trains of length n0 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . after how much time will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
you make a cube that is made of n2 x n2 x n2 smaller cubes which sums up to a total of n3 smaller cubes . now , if someone takes one layer of cubes , how many will remain ?	subtract ( n0 , const_2 ) | power ( #0 , const_3 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
a began business with rs . n0 and was joined afterwards by b with rs . n1 . when did b join if the profits at the end of the year were divided in the ratio of n2 : n3 ?	multiply ( const_3 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n2 ) | subtract ( #0 , #3 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for four days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
a man can row at n0 kmph in still water . if the velocity of the current is n2 kmph and it takes him n2 hour to row to a place and come back . how far is that place .	subtract ( n0 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n0 )
each digit n3 through n5 is used exactly once to create a n5 - digit integer . if the n3 and the n5 can not be adjacent digits in the integer , how many n5 - digit integers are possible ?	multiply ( n1 , n4 ) | multiply ( n3 , n4 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | subtract ( #4 , #5 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
the class mean score on a test was n0 , and the standard deviation was n1 . if jack ' s score was within n2 standard deviations of the mean , what is the lowest score he could have received ?	multiply ( n1 , n2 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the cost of n0 pens and n3 pencils is rs . n2 . also the cost of one pen and one pencil is in the ratio of n3 : n4 respectively . what is the cost of one dozen pens ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
if in a cricket one day match , there were no wide balls , no wides , no extras and no overthrows . what is the maximum number of runs that a batsman can score in an ideal case scenario ?	add ( const_1 , const_10 ) | add ( const_1 , const_4 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_10 ) | add ( #2 , const_3 ) | subtract ( #3 , const_1 ) | multiply ( #2 , #5 ) | add ( #4 , #6 )
a straight line in the xy - plane has a slope of n1 and a y - intercept of n1 . on this line , what is the x - coordinate of the point whose y - coordinate is n2 ?	subtract ( n2 , n0 ) | divide ( #0 , n0 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
the ratio of the number of females to males at a party was n4 : n1 but when n3 females and n3 males left , the ratio became n4 : n5 . how many people were at the party originally ?	multiply ( n1 , n2 ) | multiply ( n5 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the volume of a certain substance is always directly proportional to its weight . if n0 cubic inches of the substance weigh n1 ounces , what is the volume , in cubic inches , of n2 ounces of this substance ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
a trader marked the selling price of an article at n0 % above the cost price . at the time of selling , he allows certain discount and suffers a loss of n1 % . he allowed a discount of :	add ( const_2 , const_3 ) | add ( n0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
bottle r contains n0 capsules and costs $ n1 . bottle t contains n2 capsules and costs $ n3 . what is the difference between the cost per capsule for bottle r and the cost per capsule for bottle t ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
p and q can complete a work in n0 days and n1 days respectively . p alone started the work and q joined him after n2 days till the completion of the work . how long did the work last ?	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he traveled at n3 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
how many seconds will a n0 meter long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_2 )
a cyclist rides a bicycle n3 km at an average speed of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . what is the average speed for the entire trip ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in the coordinate plane , points ( x , n2 ) and ( n3 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
if n6 x + y = n1 , n6 y + z = n3 and n6 x + z = n5 . where x , y , and z are real number . what is the value of n6 x ?	multiply ( n3 , n4 ) | multiply ( n0 , n4 ) | multiply ( n0 , #1 ) | subtract ( #0 , n4 ) | add ( #2 , const_1 ) | multiply ( n0 , #3 ) | add ( n1 , #5 ) | divide ( #6 , #4 ) | subtract ( n1 , #7 ) | divide ( #8 , n0 )
a hall is n0 m long and n1 m broad . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , the volume of the hall is	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #3 ) | volume_rectangular_prism ( n0 , n1 , #5 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
a wholesaler wishes to sell n0 pounds of mixed nuts at $ n1 a pound . she mixes peanuts worth $ n2 a pound with cashews worth $ n3 a pound . how many pounds of cashews must she use ?	subtract ( n3 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
in the coordinate plane , points ( x , n2 ) and ( n3 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
in the coordinate plane , points ( x , n0 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x * y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
machine x takes n0 hours longer than machine y to produce n1 widgets . machine y produces n2 percent more widgets in an hour than machine x does in an hour . how many widgets per hour does machine x produce	divide ( const_60.0 , const_10 ) | multiply ( n0 , #0 ) | divide ( n1 , #1 )
daal is now being sold at rate rs . n0 a kg . during last month its rate was rs n1 per kg . by how reduce percent should a family its consumption so as to keep the expenditure fixed ?	divide ( n0 , n1 ) | inverse ( #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
at an elementary school , n0 % of the faculty members are women and n1 % of the faculty members are married . if n2 no_ascii_39 n3 of the men are single , what fraction of the women are married ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
if rs . n0 be allowed as true discount on a bill of rs . n1 at the end of a certain time , then the discount allowed on the same sum due at the end of double the time is	add ( n0 , n1 ) | subtract ( #0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a cyclist rides a bicycle n3 km at an average speed of n2 km / hr and again travels n2 km at an average speed of n3 km / hr . what is the average speed for the entire trip ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a can do a work in n0 days . b can do the same work in n1 days . both a & b together will finish the work and they got $ n2 from that work . find their shares ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
simple interest on a certain sum of money for n3 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
in the coordinate plane , points ( x , n0 ) and ( n1 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x * y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
if $ n0 be allowed as true discount on a bill of $ n1 due at the end of a certain time , then the discount allowed on the same sum due at the end of double the time is :	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a sample of college students , n0 percent are third year students and n1 percent are not second - year students . what fraction of those students who are not third - year students are second - year students ?	multiply ( const_10 , const_3 ) | subtract ( const_100 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , #0 )
the volume of a box with a square base is n0 cubic cm . the area of the base of the box is n1 inches more than the height . what is the length of the base of the box ?	multiply ( n0 , const_4 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n1 , #3 ) | divide ( #4 , const_2 ) | sqrt ( #5 )
a father said his son , ` ` i was as old as you are at present at the time of your birth . ` ` if the father age is n0 now , the son age n1 years back was	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
the speed at which a man can row a boat in still water is n2 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the cost of a one - family home was $ n0 , n5 in n2 . in n3 , the price had increased to $ n4 , n5 . what was the percent increase in the cost of the home ?	multiply ( const_4 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_12 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
a began business with rs . n0 and was joined afterwards by b with rs . n1 . when did b join if the profits at the end of the year were divided in the ratio of n2 : n3 ?	multiply ( const_3 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n2 ) | subtract ( #0 , #3 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a jar of n0 marbles is divided equally among a group of marble - players . if n1 people join the group , each one would receive n2 marble less . how many people are there in the group today ?	multiply ( n0 , n1 ) | power ( n1 , n1 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n1 ) | divide ( #5 , n1 )
at an elementary school , n1 % of the faculty members are women and n1 % of the faculty members are married . if n2 / n3 of the men are single , what fraction of the men are married ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
a and b can do a work in n0 days , b and c in n1 days , c and a in n2 days . if a , b and c work together , they will complete the work in ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
ganesh , ram and sohan together can do a work in n0 days . if ganesh and ram together can do a the same work in n1 days then , how long will take sohan to do the same work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
a container contains n0 litres of milk . from this container n1 litres of milk was taken out and replaced by water . this process was repeated further two times . how much milk is now contained by the container .	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | power ( #1 , const_3 ) | multiply ( n0 , #2 )
a shopkeeper sells n0 % of his stock at n1 % profit ans sells the remaining at a loss of n2 % . he incurred an overall loss of rs . n3 . find the total worth of the stock ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | subtract ( #6 , #5 ) | divide ( n3 , #7 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
y = x ^ n0 + bx + n1 cuts the x axis at ( h , n3 ) and ( k , n3 ) . if h and k are integers , what is the least value of b ?	negate ( n1 ) | subtract ( #0 , const_1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a boat covers a certain distance downstream in n1 hour , while it comes back in n1 no_ascii_49 hours . if the speed of the stream be n2 kmph , what is the speed of the boat in still water ?	divide ( const_3 , const_2 ) | multiply ( n2 , #0 ) | subtract ( #0 , n0 ) | add ( n2 , #1 ) | divide ( #3 , #2 )
the volume of a certain substance is always directly proportional to its weight . if n0 cubic inches of the substance weigh n1 ounces , what is the volume , in cubic inches , of n2 ounces of this substance ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in the expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
in a manufacturing plant , it takes n0 machines n2 hours of continuous work to fill n2 standard orders . at this rate , how many hours of continuous work by n3 machines are required to fill n4 standard orders ?	multiply ( n0 , n4 ) | multiply ( #0 , n1 ) | divide ( #1 , n3 ) | divide ( #2 , n2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
a bag contains n3 white marbles and n3 black marbles . if each of n3 girls and n3 boys randomly selects and keeps a marble , what is the probability that all of the girls select the same colored marble ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_2 , #1 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was theoriginal strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
a circular garden is surrounded by a fence of negligible width along the boundary . if the length of the fence is n0 / n1 of th area of the garden . what is the radius of the circular garden ?	power ( n1 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 )
given that g and h are events such that q ( g ) = n0 q ( h ) = n2 q ( gnh ) = n2 find q ( g | h ) and q ( g | h )	divide ( n1 , n0 ) | multiply ( n0 , const_4 ) | add ( n0 , #1 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 ) | divide ( #4 , #0 )
the speed at which a woman can row a boat in still water is n0 kmph . if she rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the average weight of a , b and c is n2 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a certain high school has n0 students . of these students , n1 are taking music , n2 are taking art , and n3 are taking both music and art . how many students are taking neither music nor art ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
in a group of people , if n0 people were made to stand in each column , n1 columns could be formed . if n2 people were made to stand in a column , how many columns could be formed ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the cost of a one - family home was $ n0 , n5 in n2 . in n3 , the price had increased to $ n4 , n5 . what was the percent increase in the cost of the home ?	multiply ( const_4 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_12 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
a paper is in a square form whose one side is n0 cm . two semi circles are drawn on its opposites as diameters . if these semi circles are cut down what is the area of the remaining paper ?	divide ( n0 , const_2 ) | square_area ( n0 ) | circle_area ( #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_10 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
mary ' s income is n0 % more than tim ' s income and tim ' s income is n1 % less than juan ' s income . what % of juan ' s income is mary ' s income .	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #1 ) | add ( #2 , #1 )
in a race , the speeds of a and b are in the ratio n0 : n1 . a takes n2 minutes more than b to reach the destination . the time taken by a to reach the destination is ?	multiply ( n0 , n2 ) | add ( n2 , #0 ) | divide ( #1 , const_60 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
there are an average of n0 jellybeans in each of n1 bags of various sizes . after adding another bag , the average number of jellybeans per bag increases by n2 . how many jellybeans are in the new bag ?	add ( n1 , const_1 ) | multiply ( n2 , #0 ) | add ( n0 , #1 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a batsman ' s avg in n0 innings is n1 . if his avg is to be double of the no of innings ( n2 innings ) , what should he score in the remaining n3 innings ( avg ) ?	multiply ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n3 )
n0 men and n1 women complete a task in same time as n2 men and n5 women do . how much fraction of work will be finished in same time if n5 men and n5 women will do that task .	subtract ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( n2 , #2 ) | add ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
a boy is travelling from his home to school at n0 km / hr and reached n1 min late . next day he traveled at n2 km / hr and reached n3 min early . distance between home and school ?	divide ( n1 , const_60 ) | divide ( n3 , const_60 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
x is a positive integer of t less than n0 . when x is divided by n1 , the remainder is n2 ; when x is divided by n3 , the remainder is n4 . how many x are there ?	add ( n3 , n4 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | divide ( #2 , n1 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in a class of n0 students , n1 did not opt for math . n2 did not opt for science and n3 did not opt for either . how many students of the class opted for both math and science ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n3 ) | subtract ( #0 , #2 )
x can finish a work in n0 days . y can finish the same work in n1 days . yworked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
jill has n0 gallons of water stored in quart , half - gallon , and one gallon jars . she has equal numbers of each size jar holding the liquid . what is the total number of water filled jars ?	divide ( const_1 , const_2 ) | add ( #0 , const_0_25 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
in the coordinate plane , points ( x , n2 ) and ( n3 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then x + y =	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
in a certain pet shop , the ratio of dogs to cats to bunnies in stock is n0 : n1 : n2 . if the shop carries n3 dogs and bunnies total in stock , how many dogs are there ?	add ( n0 , n2 ) | divide ( n3 , #0 ) | multiply ( n0 , #1 )
in the rectangular coordinate system , if the line x = n0 y + n1 passes through points ( m , n ) and ( m + n2 , n + p ) , what is the value of p ?	divide ( n2 , const_3 )
bottle r contains n0 capsules and costs $ n1 . bottle t contains n2 capsules and costs $ n3 . what is the difference between the cost per capsule for bottle r and the cost per capsule for bottle t ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a n0 - liter solution of cool - drink is made from n1 % jasmine water . if n2 liters of jasmine and n3 liters of water were added to the solution , what percent of the solution is jasmine ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
ifaequals the sum of the even integers from n4 to n1 , inclusive , andbequals the sum of the odd integers from n2 to n3 , inclusive , what is the value of ( a + b ) / n4 ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | subtract ( n3 , n2 ) | add ( n2 , #1 ) | divide ( #2 , n0 ) | divide ( #0 , n0 ) | add ( n2 , #4 ) | multiply ( #3 , #1 ) | multiply ( #6 , #5 ) | subtract ( #7 , #8 )
a straight line in the xy - plane has a slope of n1 and a y - intercept of n1 . on this line , what is the x - coordinate of the point whose y - coordinate is n2 ?	subtract ( n2 , n0 ) | divide ( #0 , n0 )
a trader marked the selling price of an article at n0 % above the cost price . at the time of selling , he allows certain discount and suffers a loss of n1 % . he allowed a discount of :	add ( const_2 , const_3 ) | add ( n0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n5 ^ n5 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n2 , n3 )
in a group of people , if n0 people were made to stand in each column , n1 columns could be formed . if n2 people were made to stand in a column , how many columns could be formed ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a boat can travel with a speed of n0 km / hr in still water . if the speed of the stream is n1 km / hr , find the time taken by the boat to go n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
a person can row at n0 kmph in still water . if the velocity of the current is n1 kmph and it takes him n2 hour to row to a place and come back , how far is the place ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to n1 / n2 of its present ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
if a triangle in the xy - coordinate system has vertices at ( - n0 , - n3 ) , ( n2 , - n3 ) and ( n4 , n5 ) , what is the area of the triangle ?	add ( n0 , n4 ) | add ( n1 , n5 ) | add ( n0 , n2 ) | subtract ( n4 , n2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | power ( #3 , const_2 ) | power ( #2 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #5 ) | sqrt ( #7 ) | sqrt ( #8 ) | sqrt ( #9 ) | triangle_area_three_edges ( #11 , #12 , #10 )
in a class of n0 students , n1 did not opt for math . n2 did not opt for science and n3 did not opt for either . how many students of the class opted for both math and science ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n3 ) | subtract ( #0 , #2 )
the cost of n0 pens and n3 pencils is rs . n2 . also the cost of one pen and one pencil is in the ratio of n3 : n4 respectively . what is the cost of one dozen pens ?	add ( n0 , n4 ) | multiply ( const_3 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
the volume of a certain substance is always directly proportional to its weight . if n0 cubic inches of the substance weigh n1 ounces , what is the volume , in cubic inches , of n2 ounces of this substance ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
the marks obtained by vijay and amith are in the ratio n0 : n1 and those obtained by amith and abhishek in the ratio of n2 : n3 . the marks obtained by vijay and abhishek are in the ratio o	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
there are n0 chess amateurs playing in villa ' s chess club tournament . if each chess amateur plays with exactly n1 other amateurs , what is the total number of chess games possible to be played in the tournament ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
a hollow iron pipe is n0 cm long and its external diameter is n3 cm . if the thickness of the pipe is n2 cm and iron weighs n3 g / cm n4 , then the weight of the pipe is	divide ( n1 , const_2 ) | subtract ( #0 , n2 ) | volume_cylinder ( #0 , n0 ) | volume_cylinder ( #1 , n0 ) | subtract ( #2 , #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_1000 )
the school soccer team looks at their record and finds that they win , lose , and tie games in a ratio of n0 : n1 : n2 . how many games did they play if they lost n3 games ?	add ( n0 , n1 ) | divide ( n3 , n1 ) | add ( n2 , #0 ) | multiply ( #2 , #1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
cricket match is conducted in us . the run rate of a cricket game was only n0 in first n1 over . what should be the run rate in the remaining n2 overs to reach the target of n3 runs ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 )
the cost of n0 pens and n1 pencils is rs . n2 . also the cost of one pen and one pencil is in the ratio of n3 : n4 respectively . what is the cost of one dozen pens ?	add ( n0 , n4 ) | multiply ( n0 , const_4 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 )
the guests at a football banquet consumed a total of n0 pounds of food . if no individual guest consumed more than n1 pounds of food , what is the minimum number of guests that could have attended the banquet ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
to fill a tank , n0 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of the bucket is reduced to n1 - fifths of its present ?	divide ( const_10 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #1 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
a car averages n0 mph for the first n1 hours of a trip and averages n2 mph for each additional hour . the average speed for the entire trip was n3 mph . how many hours long is the trip ?	multiply ( n3 , n1 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
if albert no_ascii_32 s monthly earnings rise by n0 % , he would earn $ n1 . if , instead , his earnings rise by only n2 % , how much ( in $ ) would he earn this month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
in the rectangle below , the line mn cuts the rectangle into two regions . find x the length of segment nb so that the area of the quadrilateral mnbc is n0 % of the total area of the rectangle .	divide ( n0 , const_12 ) | subtract ( #0 , const_0_33 ) | subtract ( #1 , const_2 )
a trader bought a car at n0 % discount on its original price . he sold it at a n1 % increase on the price he bought it . what percent of profit did he make on the original price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
rectangle dimensions were given , n1 doors dimensions given , n1 windows dimensions given . n2 cm wide wallpaper to be covered on the walls of this room . cost of wallpaper is n3 per meter . . calculate total cost	multiply ( n3 , const_1 )
dhoni spent n0 percent of his earning last month on rent and n1 percent less than what he spent on rent to purchase a new dishwasher . what percent of last month ' s earning did dhoni have left over ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | subtract ( const_100 , #3 )
one pipe can fill a tank three times as fast as another pipe . if together the two pipes can fill the tank in n0 minutes , then the slower pipe alone will be able to fill the tank in :	add ( const_1 , const_4 ) | multiply ( n0 , #0 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should c pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
the average weight of a , b and c is n0 kg . if the average weight of a and b be n1 kg and that of b and c be n2 kg , then the weight of b is :	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
excluding stoppages , the average speed of a bus is n0 km / hr and including stoppages , the average speed of the bus is n1 km / hr . for how many minutes does the bus stop per hour ?	divide ( n1 , n0 ) | multiply ( const_1 , const_60 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of theother n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
n7 people each took n2 tests . if the ranges of their scores in the n2 practice tests were n3 , n4 and n5 , n6 what is the minimum possible range in scores of the n7 test - takers ?	add ( n1 , n5 ) | add ( n1 , #0 )
in a n0 digit number , the n1 digit is n3 more than the tens digit and the units digit is n3 less than the tens digit . if the sum of the digits is n4 , find the number ?	divide ( n4 , n0 ) | add ( n2 , #0 ) | multiply ( #0 , const_10 ) | subtract ( #0 , n2 ) | multiply ( #1 , const_100 ) | add ( #4 , #2 ) | add ( #5 , #3 )
nina has exactly enough money to purchase n0 widgets . if the cost of each widget were reduced by $ n1 , then nina would have exactly enough money to purchase n2 widgets . how much money does nina have ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
if x is an integer such that n0 < x < n1 , n2 < x < n3 , n9 > x > n5 , n6 > x > n7 , and x + n8 < n9 , then x is	subtract ( n4 , n8 ) | subtract ( #0 , n8 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
in a sample of college students , n0 percent are third year students and n1 percent are not second - year students . what fraction of those students who are not third - year students are second - year students ?	multiply ( const_10 , const_3 ) | subtract ( const_100 , n0 ) | subtract ( #1 , #0 ) | divide ( #2 , #0 )
there are n0 chess amateurs playing in villa ' s chess club tournament . if each chess amateur plays with exactly n1 other amateurs , what is the total number of chess games possible to be played in the tournament ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 )
in a group of people , if n0 people were made to stand in each column , n1 columns could be formed . if n2 people were made to stand in a column , how many columns could be formed ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
a train passes a platform in n0 seconds . the same train passes a man standing on the platform in n1 seconds . if the speed of the train is n2 km / hr , the length of the platform is	multiply ( n2 , const_0_2778 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long it take both a & b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
jill has n0 gallons of water stored in quart , half - gallon , and one gallon jars . she has equal numbers of each size jar holding the liquid . what is the total number of water filled jars ?	divide ( const_1 , const_2 ) | add ( #0 , const_0_25 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_3 )
n4 men and n1 women complete a task in same time as n2 men and n5 women do . how much fraction of work will be finished in same time if n4 men and n5 women will do that task .	subtract ( n1 , n3 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( n2 , #2 ) | add ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
a and b can do a work in n0 days , b and c in n1 days , c and a in n2 days . if a , b and c work together , they will complete the work in ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
a car averages n0 mph for the first n1 hours of a trip and averages n2 mph for each additional hour . the average speed for the entire trip was n3 mph . how many hours long is the trip ?	multiply ( n3 , n1 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
john began driving from home on a trip averaging n2 miles per hour . how many miles per hour must carla drive on average to catch up to him in exactly n1 hours if she leaves n2 minutes after john ?	divide ( const_1 , const_2 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 )
a , b and c rents a pasture for rs . n0 . a put in n1 horses for n2 months , b n3 horses for n4 months and n5 horses for n6 months . how much should b pay ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 )
a straight line in the xy - plane has a slope of n1 and a y - intercept of n1 . on this line , what is the x - coordinate of the point whose y - coordinate is n2 ?	subtract ( n2 , n0 ) | divide ( #0 , n0 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
if an integer n is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that n ( n + n2 ) ( n + n3 ) will be divisible by n4 ?	divide ( n1 , n3 ) | divide ( n1 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
if an integer w is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that w ( w + n2 ) ( w + n3 ) will be divisible by n4 ?	divide ( n1 , n4 ) | divide ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n1 )
q is as much younger than r as he is older than t . if the sum of the ages of r and t is n0 years . what is definitely the difference between r and q ' s age ?	divide ( n0 , const_2 )
a sum of rs . n0 was divided among a , b , and c in such a way that b gets n1 % more than a and n2 % more than c . what is the share of a ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | add ( #4 , const_1 ) | divide ( n0 , #5 ) | multiply ( #2 , #6 )
in a group of n0 cars , n1 cars do not have air conditioning . if at least n2 cars have racing stripes , what is the greatest number of cars that could have air conditioning but not racing stripes ?	subtract ( n0 , n2 )
carol and jordan draw rectangles of equal area . if carol ' s rectangle measures n0 inches by n1 inches and jordan ' s rectangle is n2 inches long , how wide is jordan ' s rectangle , in inches ?	rectangle_area ( n0 , n1 ) | divide ( #0 , n2 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
in a group of people , if n0 people were made to stand in each column , n1 columns could be formed . if n2 people were made to stand in a column , how many columns could be formed ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a container contains n0 liters of milk , from this container n2 liters of milk was taken out and replaced by water . this process was repeated further n2 times . how much milk is now contained by the container ?	subtract ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n1 )
a can finish a piece of work in n0 days . b can do it in n1 days . they work together for two days and then a goes away . in how many days will b finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 )
a and b can do a work in n0 days , b and c in n1 days , c and a in n2 days . if a , b and c work together , they will complete the work in ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
a bag contains n3 white marbles and n3 black marbles . if each of n3 girls and n3 boys randomly selects and keeps a marble , what is the probability that all of the girls select the same colored marble ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_2 , #1 )
in a group of people , if n0 people were made to stand in each column , n1 columns could be formed . if n2 people were made to stand in a column , how many columns could be formed ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a bag contains n3 white marbles and n3 black marbles . if each of n3 girls and n3 boys randomly selects and keeps a marble , what is the probability that all of the girls select the same colored marble ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_2 , #1 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
a hall is n0 m long and n1 m broad . if the sum of the areas of the floor and the ceiling is equal to the sum of areas of the four walls , the volume of hall is ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #3 ) | volume_rectangular_prism ( n0 , n1 , #5 )
selling an kite for rs . n0 , a shop keeper gains n1 % . during a clearance sale , the shopkeeper allows a discount of n2 % on the marked price . his gain percent during the sale is ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , #0 ) | multiply ( #1 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
today david , who is n0 years old , and his daughter , who is n1 years old , celebrate their birthdays . how many years will pass before david no_ascii_32 s age is twice his daughter no_ascii_32 s age ?	add ( n0 , n1 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , n1 ) | add ( #3 , const_1 )
a began business with rs . n0 and was joined afterwards by b with rs . n1 . when did b join if the profits at the end of the year were divided in the ratio of n2 : n3 ?	multiply ( const_3 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n2 ) | subtract ( #0 , #3 )
p and q can complete a work in n0 days and n1 days respectively . p alone started the work and q joined him after n2 days till the completion of the work . how long did the work last ?	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
the speed at which a man can row a boat in still water is n0 kmph . if he rows downstream , where the speed of current is n1 kmph , what time will he take to cover n2 metres ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
a pump can fill a tank with water in n1 hours . because of a leak , it took n1 n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in ?	divide ( n2 , n0 ) | multiply ( n0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n3 ) | inverse ( #3 ) | subtract ( #0 , #4 ) | inverse ( #5 )
carina has n0 ounces of coffee divided into n4 - and n6 - ounce packages . if she has n3 more n4 - ounce packages than n6 - ounce packages , how many n6 - ounce packages does she have ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 )
the cost of a one - family home was $ n0 , n5 in n2 . in n3 , the price had increased to $ n4 , n5 . what was the percent increase in the cost of the home ?	multiply ( const_4 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_12 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1000 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
in a tournament prize of n4 st , n1 nd , and n2 rd is given in same interval . if total amount of prize rs n3 and prize of n4 st is rs n5 , find the interval ? ?	multiply ( n2 , n5 ) | subtract ( #0 , n3 ) | divide ( #1 , const_3 )
addison high school no_ascii_32 s senior class has n0 boys and n1 girls . if n2 % of the boys and n3 % of the girls attended college , what percentage of the total class that did not attend college ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
two trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time which they take to cross each other is ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a train n0 meters long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_3600 )
if the price of sugar rises from rs . n0 per kg to rs . n1 per kg , a person , to have no increase in the expenditure on sugar , will have to reduce his consumption of sugar by	multiply ( n0 , const_1 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
in a neighborhood having n0 households , n1 did not have either a car or a bike . if n2 households had a both a car and a bike and n3 had a car , how many had bike only ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n2 )
given that a is the average ( arithmetic mean ) of the first n0 positive multiples of n3 and b is the median of the first n2 positive multiples of n3 , what is the ratio of a to b ?	add ( n0 , const_1 ) | add ( n2 , const_1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | multiply ( n1 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #5 )
a alone can finish a work in n0 days which b alone can finish in n1 days . if they work together and finish it , then out of a total wages of rs . n2 , a will get :	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 )
x starts a business with rs . n0 . y joins in the business after n1 months with rs . n2 . what will be the ratio in which they should share the profit at the end of the year ?	add ( const_3 , const_4 ) | multiply ( n0 , const_12 ) | multiply ( n2 , #0 ) | divide ( #1 , #2 )
if x is equal to the sum of the integers from n2 to n3 , inclusive , and y is the number of even integers from n2 to n3 , inclusive , what is the value of x + y ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | add ( #1 , const_1 ) | divide ( #1 , const_2 ) | divide ( #0 , const_2 ) | add ( #3 , const_1 ) | multiply ( #2 , #4 ) | add ( #5 , #6 )
a can finish a work in n0 days and b can do the same work in half the time taken by a . then , working together , what part of the same work they can finish in a day ?	divide ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 )
the population of a town increases n0 % and n1 % respectively in two consecutive years . after the growth the present population of the town is n2 . then what is the population of the town n3 years ago ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a zeebra chases a tiger n0 hours after the tiger runs . zeebra takes n1 hours to reach the tiger . if the average speed of the zeebra is n2 kmph , what s the average speed of the tiger ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
n1 years ago , the ratio of the ages of vimal and saroj was n1 : n2 . n3 years hence , the ratio of their ages will be n4 : n5 . what is saroj ' s age at present ?	multiply ( n4 , n5 ) | multiply ( n5 , const_10 ) | multiply ( n0 , n5 ) | multiply ( n2 , n4 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n2 , #6 ) | add ( n0 , #7 )
a rectangular swimming pool is n0 feet by n1 feet . a deck that has uniform width surrounds the pool . the total area of the pool and deck is n2 square feet . what is the width of the deck ?	rectangle_area ( n0 , n1 ) | subtract ( n1 , const_1 ) | power ( #1 , const_2 ) | subtract ( n2 , #0 ) | add ( #2 , #3 ) | sqrt ( #4 ) | subtract ( #5 , #1 ) | divide ( #6 , const_2 )
it takes printer a n0 more minutes more than printer b to print n1 pages . working together , the two printers can print n2 pages in n3 minutes . how long will it take printer a to print n4 pages ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
abcd is a square . f and e are the midpoints of sides ad and cd , respectively . the area of triangle fed is n0 square inches . what is the area of square abcd ( in square inches ) ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_4 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
the marks obtained by vijay and amith are in the ratio n0 : n1 and those obtained by amith and abhishek in the ratio of n2 : n3 . the marks obtained by vijay and abhishek are in the ratio of ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
a rectangular garden is to be twice as long as it is wide . if n0 yards of fencing , including the gate , will completely enclose the garden , what will be the length of the garden , in yards ?	add ( const_1 , const_2 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 ) | multiply ( #2 , const_2 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of the other n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
a completes n0 % of a work in n1 days . then b also joins and a and b together finish the remaining work in n2 days . how long does it need for b if he alone completes the work ?	add ( n0 , const_100 )
a rectangular swimming pool is n0 feet by n1 feet . a deck that has uniform width surrounds the pool . the total area of the pool and deck is n2 square feet . what is the width of the deck ?	rectangle_area ( n0 , n1 ) | subtract ( n1 , const_1 ) | power ( #1 , const_2 ) | subtract ( n2 , #0 ) | add ( #2 , #3 ) | sqrt ( #4 ) | subtract ( #5 , #1 ) | divide ( #6 , const_2 )
in a graduate physics course , n0 percent of the students are male and n1 percent of the students are married . if two - sevenths of the male students are married , what fraction of the female students is single ?	divide ( const_10 , n1 )
two men a and b start from place x walking at n0 no_ascii_49 kmph and n1 no_ascii_14 kmph respectively . how many km apart they are at the end of n2 no_ascii_49 hours if they are walking in the same direction ?	divide ( const_1 , const_2 ) | divide ( const_3 , n0 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | add ( n0 , #0 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , const_2 )
divide rs . n0 among a , b and c so that a receives n1 / n2 as much as b and c together and b receives n3 / n4 as a and c together . b ' s share is ?	divide ( n0 , const_3 )
if the length of a certain rectangle is decreased by n0 cm and the width is increased by n1 cm , a square with the same area as the original rectangle would result . find the perimeter of the original rectangle ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 ) | add ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
two equilateral triangle of side n0 cm are placed one on top another , such a n1 pionted star is formed if the six vertices lie on a circle what is the area of the circle not enclosed by the star ?	sqrt ( const_3 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 ) | multiply ( #2 , const_2 )
a and b are two multiples of n2 , and q is the set of consecutive integers between a and b , inclusive . if q contains n1 multiples of n2 , how many multiples of n3 are there in q ?	multiply ( n1 , const_2 ) | subtract ( #0 , const_1 )
bhanu spends n0 % of his income on petrol on scooter n1 % of the remaining on house rent and the balance on food . if he spends rs . n2 on petrol then what is the expenditure on house rent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 ) | multiply ( #0 , #3 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
x can finish a work in n0 days . y can finish the same work in n1 days . y worked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
the product x of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other is greater than n4 but less than n5 , then x =	add ( n2 , const_1 ) | subtract ( n5 , n2 ) | multiply ( #0 , #1 )
a can complete the job in n0 hours and b can complete the same job in n1 hours . a works for n2 hour and then b joins and both complete the job . what fraction of the job did b complete	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 )
addison high school no_ascii_32 s senior class has n0 boys and n1 girls . if n3 % of the boys attended the college then n3 % of the total class attended college , what percentage of the girls class attended college ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
a set of consecutive positive integers beginning with n0 is written on the blackboard . a student came along and erased one number . the average of the remaining numbers is n1 n2 / n3 . what was the number erased ?	divide ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | floor ( #2 ) | divide ( #3 , const_2 ) | subtract ( #3 , n0 ) | multiply ( #4 , #5 ) | subtract ( #5 , n0 ) | multiply ( #1 , #7 ) | subtract ( #6 , #8 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
a group of n students can be divided into equal groups of n3 with n1 student left over or equal groups of n2 with n3 students left over . what is the sum of the two smallest possible values of n ?	multiply ( n2 , const_2 ) | multiply ( const_2 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #4 )
a can do piece of work in n0 days and b in n1 days they finished the work with the assistance of c in n2 days and got rs . n3 as their wages find the share for each in wages ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | add ( #2 , #0 ) | subtract ( #1 , #3 ) | add ( #0 , #4 ) | inverse ( #4 ) | add ( n1 , #6 ) | inverse ( #5 ) | add ( n0 , #8 ) | divide ( #6 , #7 ) | divide ( #8 , #9 ) | multiply ( n3 , #11 ) | subtract ( n3 , #12 ) | multiply ( #10 , #13 ) | subtract ( #13 , #14 )
if n0 is added to thrice a number and this sum is multiplied by n2 , the result is the same as if the number is multiplied by n2 and n3 is added to the product . what is the number ?	multiply ( n0 , n1 ) | multiply ( n1 , const_3 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 ) | divide ( #2 , #3 )
a corporation that had $ n0 billion in profits for the year paid out $ n1 million in employee benefits . approximately what percent of the profits were the employee benefits ? ( note : n2 billion = n3 ^ n4 )	add ( const_3 , const_3 ) | power ( n3 , n4 ) | multiply ( n0 , #1 ) | power ( n3 , #0 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a rectangular garden is to be twice as long as it is wide . if n0 yards of fencing , including the gate , will completely enclose the garden , what will be the length of the garden , in yards ?	add ( const_1 , const_2 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 ) | multiply ( #2 , const_2 )
the product x of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other is greater than n4 but less than n5 , then x =	add ( n2 , const_1 ) | subtract ( n5 , n2 ) | multiply ( #0 , #1 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
in a n0 m sprint race kelly was given a n1 m head start by abel . if abel lost the race to kelly by a distance of n2 m , how many meters more would abel need to overtake kelly ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #0 , #2 ) | multiply ( n2 , #3 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
mother , her daughter and her grand child weighs n0 kg . daughter and her daughter ( child ) weighs n1 kg . child is n2 / n3 th of her grand mother . what is the age of the daughter ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n1 , #1 )
calculate the number of bricks , each measuring n0 cm * n1 cm * n2 cm required to construct a wall of dimensions n6 m * n4 m * n5 m when n6 % of its volume is occupied by mortar ?	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n5 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n3 , const_1 ) | divide ( #4 , n3 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | multiply ( #6 , #2 ) | multiply ( #5 , #8 ) | divide ( #9 , #7 ) | divide ( #10 , n3 )
a class has a ratio of n0 : n1 : n2 of children with red hair , blonde hair and black hair respectively . if the class has n3 kids with red hair , how many kids are in the class ?	add ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n0 , #1 )
if three machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
j is faster than p . j and p each walk n0 km . sum of the speeds of j and p is n1 kmph . sum of time taken by them is n2 hours . then j speed is equal to	divide ( n0 , const_4 ) | divide ( n0 , const_3 ) | add ( #0 , #1 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
ajith and rana walk around a circular course n0 km in circumference , starting together from the same point . if they walk at speed of n1 and n2 kmph respectively , in the same direction , when will they meet ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 )
there are n0 female managers in a certain company . find the total number of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a cistern is filled by pipe a in n0 hours and the full cistern can be leaked out by an exhaust pipe b in n1 hours . if both the pipes are opened , in what time the cistern is full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a cistern is filled by pipe a in n0 hours and the full cistern can be leaked out by an exhaust pipe b in n1 hours . if both the pipes are opened , in what time the cistern is full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
with an average speed of n0 km / hr a car reaches its destination on time . if it goes with an average speed of n1 km / h , it is late by n2 minutes . the total journey is ?	divide ( n2 , const_60 ) | gcd ( n0 , n1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 ) | multiply ( n1 , #3 )
a plane flies n0 miles with the wind and n1 miles against the wind in the same length of time . if the speed of the wind is n2 mph , what is the speed of the plain in still air ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #3 , #2 )
a rectangular swimming pool is n0 feet by n1 feet . a deck that has uniform width surrounds the pool . the total area of the pool and deck is n2 square feet . what is the width of the deck ?	rectangle_area ( n0 , n1 ) | subtract ( n1 , const_1 ) | power ( #1 , const_2 ) | subtract ( n2 , #0 ) | add ( #2 , #3 ) | sqrt ( #4 ) | subtract ( #5 , #1 ) | divide ( #6 , const_2 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
eighteen years ago , a father was n0 times as old as his son . now the father is only twice as old as his son . then the sum of the present ages of the son and the father is :	multiply ( const_2 , const_3 ) | multiply ( #0 , const_3 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | multiply ( #3 , const_2 ) | add ( #4 , #3 )
a wooden box of dimensions n0 m x n4 m x n2 m is to carry rectangularboxes of dimensions n3 cm x n4 cm x n5 cm . the maximum number ofboxes that can be carried in the wooden box , is	multiply ( n3 , const_100 ) | multiply ( const_2.0 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
the marks obtained by vijay and amith are in the ratio n1 : n1 and those obtained by amith and abhishek in the ratio of n2 : n3 . the marks obtained by vijay and abhishek are in the ratio of ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
a man invested rs . n0 , n1 in rs . n2 shares of a company at n3 % premium . if the company declares n4 % dividend at the end of the year , then how much does he get ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | multiply ( const_10 , const_1000 ) | multiply ( const_1000 , const_4 ) | multiply ( n1 , const_4 ) | add ( #2 , #3 ) | multiply ( n1 , #1 ) | add ( #5 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #8 ) | multiply ( n1 , #9 ) | multiply ( #0 , #10 )
indu gave bindu rs . n0 on compound interest for n4 years at n2 % per annum . how much loss would indu has suffered had she given it to bindu for n4 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number i and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
mary ' s income is n0 percent more than tim ' s income , and tim ' s income is n1 percent less than juan ' s income . what percent of juan ' s income is mary ' s income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
a furniture store owner decided to drop the price of her recliners by n0 % to spur business . by the end of the week she had sold n1 % more recliners . what is the percentage increase of the gross ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , const_100 )
the average temperature for monday , tuesday , wednesday and thursday was n0 degrees and for tuesday , wednesday , thursday and friday was n1 degrees . if the temperature on monday was n2 degrees . find the temperature on friday ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 )
a can finish a work in n0 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
a is n0 times as fast as b . a alone can do the work in n1 days . if a and b work on alternative days , beginning with a , in how many days will the work be completed ?	divide ( const_1 , n1 ) | divide ( #0 , n0 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
how many seconds will a n0 metre long train take to cross a man running with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ?	add ( n0 , n1 ) | add ( #0 , n0 )
there are cats got together and decided to kill the mice of n0 . each cat kills equal number of mice and each cat kills more number of mice than cats there were . then what are the number of cats ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
two trains of lengths n0 and n1 meters are running on parallel lines with respective speeds of n2 km / hr and n3 km / hr . the time of crossing each other , if they run in the opposite direction is	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
two men a and b start from place x walking at n0 no_ascii_49 kmph and n1 no_ascii_14 kmph respectively . how many km apart they are at the end of n2 no_ascii_49 hours if they are walking in the same direction ?	divide ( const_1 , const_2 ) | divide ( const_3 , n0 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | add ( n0 , #0 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , const_2 )
in the xy - coordinate system , if ( m , n ) and ( m + n0 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a corporation that had $ n3 billion in profits for the year paid out $ n1 million in employee benefits . approximately what percent of the profits were the employee benefits ? ( note : n2 billion = n3 ^ n4 )	add ( const_3 , const_3 ) | power ( n3 , n4 ) | multiply ( n0 , #1 ) | power ( n3 , #0 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a beats b by n0 m in a race of n3 m , then b beats by c by n2 m in a race of n3 m . find the distance by which a beats c in a race of n4 ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( n4 , #4 ) | subtract ( n4 , #5 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of the other n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a taxi leaves point a n0 hours after a bus left the same spot . the bus is traveling n1 mph slower than the taxi . find the speed of the taxi , if it overtakes the bus in three hours .	add ( n0 , n0 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | subtract ( #0 , n0 ) | divide ( #2 , #3 )
how many seconds will a n0 metre long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
if daily wages of a man is double to that of a woman , how many men should work for n0 days to earn rs . n1 ? given that wages for n2 women for n3 days are rs . n4 .	multiply ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( #1 , const_2 ) | multiply ( n0 , #2 ) | divide ( n1 , #3 )
in a graduate physics course , n0 percent of the students are male and n1 percent of the students are married . if one - sevenths of the male students are married , what fraction of the female students is single ?	divide ( const_10 , n1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
how many seconds will a n0 metre long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a portion of the n0 % solution of chemicals was replaced with an equal amount of n1 % solution of chemicals . as a result , n2 % solution of chemicals resulted . what part of the original solution was replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
for any integer k greater than n1 , the symbol k * denotes the product of all integers between n1 and k , inclusive . if k * is a multiple of n2 what is the least possible value of k ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
a portion of the n0 % solution of chemicals was replaced with an equal amount of n1 % solution of chemicals . as a result , n2 % solution of chemicals resulted . what part of the original solution was replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
out of n4 persons , n1 persons spent rs . n2 each for their meals . the ninth one spent rs . n3 more than the average expenditure of all the n4 . the total money spent by all of them was	multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | add ( #0 , #1 ) | divide ( #2 , n1 ) | add ( #3 , #0 )
a question paper has n0 parts , a & b , each containing n1 questions . if a student has to choose n2 from part a & n3 from part b , in how many ways can he choose the questions ?	choose ( n1 , n2 ) | choose ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 )
a man covers a distance on scooter . had he moved n0 kmph faster he would have taken n3 min less . if he had moved n2 kmph slower , he would have taken n3 min more . the distance is .	divide ( n1 , n2 ) | multiply ( n1 , const_100 ) | divide ( #1 , n1 ) | multiply ( #0 , const_3 ) | subtract ( #2 , #3 )
the marks obtained by vijay and amith are in the ratio n3 : n1 and those obtained by amith and abhishek in the ratio of n2 : n3 . the marks obtained by vijay and abhishek are in the ratio of ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
buffalo gives n4 liter milk , cow gives ( n3 / n2 ) liter milk and goat gives n3 / n4 liter milk . you have to get n6 liter milk by n6 animals . what is the number of cows ?	subtract ( n0 , n2 )
a , band c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by band c on alternate days ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n2 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_2 ) | divide ( n2 , #6 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
a man spend n2 / n5 of his salary on food , n2 / n3 of his salary on house rent and n4 / n5 salary on clothes . he still has $ n6 left with him . find salary . .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
two trains are running in opposite directions in the same speed . the length of each train is n0 meter . if they cross each other in n1 seconds , the speed of each train ( in km / hr ) is	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3_6 )
a portion of the n0 % solution of chemicals was replaced with an equal amount of n1 % solution of chemicals . as a result , n2 % solution of chemicals resulted . what part of the original solution was replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a wooden box of dimensions n3 m x n5 m x n3 m is to carry rectangularboxes of dimensions n3 cm x n5 cm x n5 cm . the maximum number ofboxes that can be carried in the wooden box , is	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
if two projectiles are launched at the same moment from n0 km apart and travel directly towards each other at n1 km per hour and n2 km per hour respectively , how many minutes will it take for them to meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_60 )
joe went on a diet n0 months ago when he weighed n1 pounds . if he now weighs n2 pounds and continues to lose at the same average monthly rate , in approximately how many months will he weigh n3 pounds ?	subtract ( n2 , n3 ) | subtract ( n1 , n2 ) | divide ( #1 , n0 ) | divide ( #0 , #2 )
a can complete a work in n0 days and b can do the same work in n1 days . if a after doing n2 days , leaves the work , find in how many days b will do the remaining work ?	divide ( n0 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 )
there are n0 female managers in a certain company . find the total number of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
a can complete the job in n0 hours and b can complete the same job in n1 hours . a works for n2 hour and then b joins and both complete the job . what fraction of the job did b complete	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 )
a wooden box of dimensions n0 m x n1 m x n5 m is to carry rectangularboxes of dimensions n3 cm x n4 cm x n5 cm . the maximum number ofboxes that can be carried in the wooden box , is	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n0 , const_2.0 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
kathleen can paint a room in n0 hours , and anthony can paint an identical room in n1 hours . how many hours would it take kathleen and anthony to paint both rooms if they work together at their respective rates ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , n0 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
in a graduate physics course , n0 percent of the students are male and n1 percent of the students are married . if two - sevenths of the male students are married , what fraction of the male students is single ?	divide ( const_10 , n1 )
if four machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
a question paper has n0 parts , a & b , each containing n1 questions . if a student has to choose n2 from part a & n3 from part b , in how many ways can he choose the questions ?	choose ( n1 , n2 ) | choose ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 )
a question paper has n0 parts , a & b , each containing n3 questions . if a student has to choose n2 from part a & n3 from part b , in how many ways can he choose the questions ?	choose ( n1 , n2 ) | choose ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
toby is n0 years younger than debby . thrice the sum of the ages of toby and debby equals their mother no_ascii_32 s age . if the age of the mother is n1 , find the ages of toby and debby ?	divide ( n1 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_100 ) | subtract ( #0 , #2 ) | add ( #3 , #4 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
if six machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
a group of n students can be divided into equal groups of n0 with n1 student left over or equal groups of n2 with n3 students left over . what is the sum of the two smallest possible values of n ?	multiply ( n2 , const_2 ) | multiply ( const_2 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #4 )
the function f ( x ) = x + n4 is given . solve the equation : [ n1 . f ( x - n5 ) ] / f ( n3 ) + n4 = f ( n5 x + n6 )	add ( n0 , n6 ) | multiply ( n0 , n0 ) | multiply ( n0 , n2 ) | subtract ( n0 , n2 ) | multiply ( n1 , #3 ) | multiply ( n0 , #0 ) | subtract ( #2 , n1 ) | add ( #4 , #1 ) | subtract ( #7 , #5 ) | divide ( #8 , #6 )
mother , her daughter and her grand child weighs n0 kg . daughter and her daughter ( child ) weighs n1 kg . child is n2 / n3 th of her grand mother . what is the age of the daughter ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n1 , #1 )
matt gets a $ n0 , n1 commission on a big sale . this commission alone raises his average commission by $ n2 . if matt ' s new average commission is $ n3 , how many sales has matt made ?	subtract ( n0 , const_100 ) | subtract ( n2 , n1 ) | subtract ( n2 , #1 ) | divide ( #0 , #2 )
a can complete a work in n0 days and b can do the same work in n1 days . if a after doing n2 days , leaves the work , find in how many days b will do the remaining work ?	divide ( n0 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 )
how many seconds will a n0 metre long train take to cross a man running with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
it takes printer a n0 more minutes more than printer b to print n1 pages . working together , the two printers can print n2 pages in n3 minutes . how long will it take printer a to print n4 pages ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
in a certain company n0 % of the men and n1 % of the women attended the annual company picnic . if n2 % of all the employees are men . what % of all the employee went to the picnic ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | add ( #5 , #6 ) | multiply ( #7 , const_100 )
james went on a diet n0 months ago when he weighed n1 pounds . if he now weighs n2 pounds and continues to lose at the same average monthly rate , in approximately how many months will he weigh n3 pounds ?	subtract ( n1 , n2 ) | subtract ( n2 , n3 ) | divide ( #0 , #1 ) | divide ( n0 , #2 )
there are cats got together and decided to kill the mice of n0 . each cat kills equal number of mice and each cat kills more number of mice than cats there were . then what are the number of cats ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
the population of locusts in a certain swarm doubles every two hours . if n0 hours ago there were n1 , n4 locusts in the swarm , in approximately how many hours will the swarm population exceed n3 , n4 locusts ?	power ( n0 , n0 ) | divide ( #0 , const_2 ) | log ( #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n0 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a person can row at n0 kmph and still water . he takes n1 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n2 kmph ?	add ( n0 , const_2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
it takes printer a n0 more minutes more than printer b to print n1 pages . working together , the two printers can print n2 pages in n3 minutes . how long will it take printer a to print n4 pages ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
a group of n students can be divided into equal groups of n0 with n3 student left over or equal groups of n2 with n3 students left over . what is the sum of the two smallest possible values of n ?	multiply ( n2 , const_2 ) | multiply ( const_2 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #4 )
a tank contains n0 , n1 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a classroom has equal number of boys and girls . n0 girls left to play kho - kho , leaving twice as many boys as girls in the classroom . what was the total number of girls and boys present initially ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of the other n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a , band c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by band c on alternate days ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n2 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_2 ) | divide ( n2 , #6 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
n0 is added to a certain number , the sum is multiplied by n3 , the product is divided by n3 and n3 is subtracted from the quotient . the remainder left is half of n4 . what is the number ?	divide ( n4 , const_2 ) | add ( n2 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n0 )
a tradesman sold an article at a loss of n2 % . if the selling price had been increased by $ n1 , there would have been a gain of n2 % . what was the cost price of the article ?	add ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
a group of n students can be divided into equal groups of n0 with n1 student left over or equal groups of n2 with n3 students left over . what is the sum of the two smallest possible values of n ?	multiply ( n2 , const_2 ) | multiply ( const_2 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #4 )
a , band c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by band c on alternate days ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n2 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_2 ) | divide ( n2 , #6 )
if two projectiles are launched at the same moment from n0 km apart and travel directly towards each other at n1 km per hour and n2 km per hour respectively , how many minutes will it take for them to meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_60 )
x can finish a work in n0 days . y can finish the same work in n1 days . y worked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
a portion of the n0 % solution of chemicals was replaced with an equal amount of n1 % solution of chemicals . as a result , n2 % solution of chemicals resulted . what part of the original solution was replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
there are cats got together and decided to kill the mice of n0 . each cat kills equal number of mice and each cat kills more number of mice than cats there were . then what are the number of cats ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
there are cats got together and decided to kill the mice of n0 . each cat kills equal number of mice and each cat kills more number of mice than cats there were . then what are the number of cats ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
calculate the number of bricks , each measuring n0 cm x n1 cm x n2 cm required to construct a wall of dimensions n6 m x n4 m x n5 m when n6 % of its volume is occupied by concrete ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( #3 , #4 ) | subtract ( const_1 , #1 ) | multiply ( n5 , #5 ) | multiply ( #2 , #6 ) | multiply ( #8 , #7 ) | divide ( #10 , #9 )
calculate how long it will take a swimmer to swim a distance of n0 km against the current of a river which flows at n1 km / hr , given that he can swim in still water at n2 km / h	subtract ( n2 , n1 ) | divide ( n0 , #0 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a departmental store has n2 managers and n4 associates . the n2 managers have an average salary of $ n3 . the n4 associates have an average salary of $ n5 . what is the average salary for the departmental store ?	add ( n0 , n1 ) | add ( const_1 , const_10 ) | multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | add ( #2 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_2 ) | divide ( #6 , const_1000 ) | floor ( #7 ) | multiply ( #8 , const_1000 ) | subtract ( #9 , #1 )
a furniture store owner decided to drop the price of her recliners by n0 % to spur business . by the end of the week she had sold n1 % more recliners . what is the percentage increase of the gross ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , const_100 )
set x consists of all two - digit primes and set y consists of all positive multiples of n0 less than n1 . if the two sets are combined into one , what will be the range of the new set ?	subtract ( n1 , const_3 ) | subtract ( #0 , n0 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
n3 animals of a circus has to be placed inside in n3 cages one in each cage . if n2 of the cage are too small for n3 of the animal then find the number of ways of caging the animal .	multiply ( n0 , n2 ) | multiply ( #0 , const_10 )
in a certain company n0 % of the men and n1 % of the women attended the annual company picnic . if n2 % of all the employees are men . what % of all the employee went to the picnic ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | add ( #5 , #6 ) | multiply ( #7 , const_100 )
according to the formula f = n0 / n1 ( c ) + n2 , if the temperature in degrees farenheit ( f ) increases by n3 , by how much does the temperature in degrees celsius ( c ) increase ?	multiply ( n1 , n3 ) | divide ( #0 , n0 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
the h . c . f and l . c . m of two numbers are n0 and n1 respectively . if the ratio of the two numbers is n2 : n3 , then the larger of the two numbers is :	multiply ( n0 , n1 ) | divide ( #0 , n3 ) | sqrt ( #1 ) | multiply ( n3 , #2 )
a man invested rs . n0 , n1 in rs . n2 shares of a company at n3 % premium . if the company declares n4 % dividend at the end of the year , then how much does he get ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_10 , const_1000 ) | multiply ( const_1000 , const_4 ) | multiply ( const_100 , const_4 ) | add ( #2 , #3 ) | multiply ( n1 , #1 ) | add ( #5 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #8 ) | multiply ( n1 , #9 ) | multiply ( #0 , #10 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
if x is an integer such that n0 < x < n1 , n2 < x < n3 , n9 > x > no_ascii_77 n5 , n6 > x > n7 , and x + n8 < n9 , then x is	subtract ( n4 , n8 ) | subtract ( #0 , n8 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
bhanu spends n0 % of his income on petrol on scooter n1 % of the remaining on house rent and the balance on food . if he spends rs . n2 on petrol then what is the expenditure on house rent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 ) | multiply ( #0 , #3 )
if daily wages of a man is double to that of a woman , how many men should work for n0 days to earn rs . n1 ? given that wages for n2 women for n3 days are rs . n4 .	multiply ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( #1 , const_2 ) | multiply ( n0 , #2 ) | divide ( n1 , #3 )
two men a and b start from place x walking at n0 no_ascii_49 kmph and n1 no_ascii_14 kmph respectively . how many km apart they are at the end of n2 no_ascii_49 hours if they are walking in the same direction ?	divide ( const_1 , const_2 ) | divide ( const_3 , const_4 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | add ( n0 , #0 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , const_2 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n3 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
a swimmer can swim in still water at n0 km / h . if the speed of the water current is n1 km / h , how many hours will the swimmer take to swim against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
how many seconds will a n0 metre long train take to cross a man running with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
of the n0 employees of company x , n1 / n2 are clerical . if the clerical staff were to be reduced by n3 / n4 , what percent of the total number of the remaining employees would then be clerical ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( #1 , n4 ) | subtract ( #1 , #2 ) | subtract ( n0 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
if x is an integer such that n8 < x < n1 , n2 < x < n3 , n4 > x > no_ascii_77 n8 , n6 > x > n7 , and x + n8 < n9 , then x is	subtract ( n9 , n8 ) | subtract ( #0 , n8 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n0 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a is the product of each integer from n0 to n1 , inclusive and b = n2 ^ k , where k is an integer . what is the greatest value of k for which y is a factor of a ?	divide ( const_10 , const_2 ) | divide ( n1 , #0 ) | add ( #1 , const_2 ) | divide ( #2 , const_2 )
a and b are two multiples of n2 , and q is the set of consecutive integers between a and b , inclusive . if q contains n2 multiples of n2 , how many multiples of n3 are there in q ?	multiply ( n1 , const_2 ) | subtract ( #0 , const_1 )
n0 men take n4 days of n2 hrs . each to do a piece of work . how many days of n5 hrs . each would it take for n4 women if n5 women do as much work as n6 men ?	divide ( n6 , n5 ) | multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #4 )
heinz produces tomato puree by boiling tomato juice . the tomato puree has only n0 % water while the tomato juice has n1 % water . how many liters of tomato puree will be obtained from n2 litres of tomato juice ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a and b are two multiples of n2 , and q is the set of consecutive integers between a and b , inclusive . if q contains n1 multiples of n2 , how many multiples of n3 are there in q ?	multiply ( n1 , const_2 ) | subtract ( #0 , const_1 )
two trains are running in opposite directions in the same speed . the length of each train is n0 meter . if they cross each other in n1 seconds , the speed of each train ( in km / hr ) is	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3_6 )
according to the formula f = n0 / n1 ( c ) + n2 , if the temperature in degrees farenheit ( f ) increases by n3 , by how much does the temperature in degrees celsius ( c ) increase ?	multiply ( n1 , n3 ) | divide ( #0 , n0 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
x can finish a work in n0 days . y can finish the same work in n1 days . y worked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
the difference between the squares of two consecutive odd integers is a square < n0 whose root equals the combined sum of the digits of the two integers . what is the sum of the digits m of the larger integer ?	divide ( n0 , const_10 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #1 , const_2 ) | power ( #3 , const_2 ) | subtract ( #2 , #4 ) | sqrt ( #5 ) | divide ( #6 , const_10 )
a man spend n2 / n5 of his salary on food , n2 / n3 of his salary on house rent and n4 / n5 salary on clothes . he still has $ n6 left with him . find salary . .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
a and b can do a piece of work in n0 days . b and c can do it in n1 days and a and c in n2 days . working together they will complete the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | inverse ( #5 )
in the xy - coordinate system , if ( m , n ) and ( m + n0 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a runs n0 n1 / n2 times as fast as b . if a gives b a start of n3 m , how far must the winning post be so that a and b might reach it at the same time ?	multiply ( n0 , n2 ) | add ( n1 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , n1 )
the average temperature for monday , tuesday , wednesday and thursday was n0 degrees and for tuesday , wednesday , thursday and friday was n1 degrees . if the temperature on monday was n2 degrees . find the temperature on friday ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ?	add ( n0 , n1 ) | add ( #0 , n0 )
in the xy - coordinate system , if ( m , n ) and ( m + n1 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n0 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
x is the product of each integer from n0 to n2 , inclusive and y = n2 ^ k , where k is an integer . what is the greatest value of k for which y is a factor of x ?	divide ( n1 , const_10 ) | add ( #0 , n0 )
n9 x no_ascii_77 n8 y + n2 z = n3 n4 x + n5 y no_ascii_77 n6 z = n7 n8 x no_ascii_77 n9 y + n10 z = n11 given the equations above , x + y + z = ?	multiply ( n1 , const_2 )
a company has $ n0 in its account . what is the least amount of money ( in whole number of dollars ) that it must add to the account if the money is paid evenly among n1 of its vendors ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
a car traveled the first quarter of a certain distance at n0 times the speed it traveled the remaining distance . what proportion of the total time traveled , was the time taken to travel the first quarter of the distance ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | add ( #1 , const_1 ) | inverse ( #2 )
the simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on $ n2 for n3 years at n4 % per annum . the sum placed on simple interest is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , const_2 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
a , b and c enter into a partnership by investing $ n0 , $ n1 and $ n2 respectively . at the end of n3 months , b receives $ n4 as his share . find the share of a .	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( n4 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #3 ) | divide ( #4 , const_100 )
indu gave bindu rs . n0 on compound interest for n3 years at n2 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
matt gets a $ n0 , n1 commission on a big sale . this commission alone raises his average commission by $ n2 . if matt ' s new average commission is $ n3 , how many sales has matt made ?	subtract ( const_1000 , const_100 ) | subtract ( n2 , n1 ) | subtract ( n2 , #1 ) | divide ( #0 , #2 )
if the height of a right cone c is n0 and the diameter of the base of c is n1 , what is the distance from the apex of c to any point on the circumference of the base of c ?	divide ( n1 , const_2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
shanmukham buys good worth rs . n0 . he gets a rebate of n1 % on it . after getting the rebate , he pays sales tax @ n2 % . find the amount he will have to pay for the goods	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #3 , const_100 ) | add ( #4 , #2 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a and b can do a piece of work in n0 days . b and c can do it in n1 days and a and c in n2 days . working together they will complete the work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | inverse ( #5 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
if the length of a certain rectangle is decreased by n0 cm and the width is increased by n1 cm , a square with the same area as the original rectangle would result . find the perimeter of the original rectangle .	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 ) | add ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
the price of n0 chudi and n1 tops is rs . n2 . with the same money one can buy n3 chudi and n4 tops . if one wants to buy n5 tops , how much shall she have to pay ?	multiply ( n5 , const_100 )
mother , her daughter and her grand child weighs n0 kg . daughter and her daughter ( child ) weighs n1 kg . child is n2 / n3 th of her grand mother . what is the age of the daughter ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n1 , #1 )
a , b and c enter into a partnership by investing $ n0 , $ n1 and $ n2 respectively . at the end of n3 months , b receives $ n4 as his share . find the share of a .	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( n4 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #3 ) | divide ( #4 , const_100 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
the average ( arithmetic man ) of n0 integers a , b , and c is exactly n1 times the median . if a < b < c and a = n2 , what is the value of c / b ?	multiply ( n0 , n1 ) | subtract ( #0 , const_1 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
how many seconds will a n0 metre long train take to cross a man running with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number p and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
in a certain village , n0 litres of water are required per household per month . at this rate , if there are n1 households in the village , how long ( in months ) will n2 litres of water last ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
a pupil ' s marks were wrongly entered as n0 instead of n1 . due to that the average marks for the class got increased by half ( n2 / n3 ) . the number of pupils in the class is :	subtract ( n0 , n1 ) | multiply ( #0 , const_2 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
at a certain pizza parlor , the diameter of a large pizza is n0 % larger than the diameter of a small pizza . what is the percent increase in total amount of pizza , from a small to a large ?	add ( n0 , const_100 ) | power ( const_100 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 )
rs . n0 are divided among a , b , c such that a ' s share is rs . n2 more than b ' s and rs . n2 less than c ' s . what is b ' s share	add ( n1 , n1 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 ) | divide ( #2 , const_3 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
a can complete a work in n0 days and b can do the same work in n1 days . if a after doing n2 days , leaves the work , find in how many days b will do the remaining work ?	divide ( n0 , const_2.0 ) | multiply ( n0 , n2 ) | add ( #0 , #1 )
the average temperature for monday , tuesday , wednesday and thursday was n0 degrees and for tuesday , wednesday , thursday and friday was n1 degrees . if the temperature on monday was n2 degrees . find the temperature on friday ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a straight line in the xy - plane has y - intercept of n0 . on this line the x - coordinate of the point is n1 and y - coordinate is n2 then what is the slope of the line ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
a can complete the job in n1 hours and b can complete the same job in n1 hours . a works for n2 hour and then b joins and both complete the job . what fraction of the job did b complete	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 )
joe went on a diet n0 months ago when he weighed n1 pounds . if he now weighs n2 pounds and continues to lose at the same average monthly rate , in approximately how many months will he weigh n3 pounds ?	subtract ( n2 , n3 ) | subtract ( n1 , n2 ) | divide ( #1 , n0 ) | divide ( #0 , #2 )
a person ' s present age is two - fifth of the age of his mother . after n0 years , he will be one - half of the age of his mother . how old is the mother at present ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
in the xy - coordinate system , if ( m , n ) and ( m + n2 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
n1 corner most boxes of a chess board ( diagonally opposite ) haven been cut out there ' s a rectangular block = n1 sqaures of chess board , how many such blocks can be placed on the chess board ? no_ascii_79	multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , const_2 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
in a graduate physics course , n0 percent of the students are male and n1 percent of the students are married . if two - sevenths of the male students are married , what fraction of the female students is married ?	divide ( const_10 , n1 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
x can finish a work in n0 days . y can finish the same work in n1 days . y worked for n2 days and left the job . how many days does x alone need to finish the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a cistern is filled by pipe a in n0 hours and the full cistern can be leaked out by an exhaust pipe b in n1 hours . if both the pipes are opened , in what time the cistern is full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
there are n0 female managers in a certain company . find the total number of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
a straight line in the xy - plane has y - intercept of n0 . on this line the x - coordinate of the point is n1 and y - coordinate is n2 then what is the slope of the line ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
how many seconds will a n0 meter long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_2 )
heinz produces tomato puree by boiling tomato juice . the tomato puree has only n0 % water while the tomato juice has n1 % water . how many liters of tomato puree will be obtained from n2 litres of tomato juice ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
from a square piece of a paper having each side equal to n0 cm , the largest possible circle is being cut out . the ratio of the area of the circle to the area of the original square is nearly :	divide ( n0 , const_2 ) | square_area ( n0 ) | circle_area ( #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
two same glasses are respectively n2 / n1 th n2 / n3 th full of milk . they are then filled with water and the contents mixed in a tumbler . the ratio of milk and water in the tumbler is ?	add ( n1 , n3 ) | multiply ( const_10 , const_3 ) | add ( n0 , #1 ) | divide ( #0 , #2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number t and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
a motorboat can go at n0 kmph and still water . it takes n1 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n2 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | divide ( n1 , #4 )
how long will take a leak at the bottom of a tank to empty it if it will take n0 hours to fill it without the leak , but due to the leak it will take n1 hours to be filled ?	multiply ( n0 , n1 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
x is the product of each integer from n0 to n1 , inclusive and y = n2 ^ k , where k is an integer . what is the greatest value of k for which y is a factor of x ?	divide ( n1 , const_10 ) | add ( #0 , n0 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a taxi leaves point a n0 hours after a bus left the same spot . the bus is traveling n1 mph slower than the taxi . find the speed of the taxi , if it overtakes the bus in three hours .	add ( n0 , n0 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | subtract ( #0 , n0 ) | divide ( #2 , #3 )
n0 men take n4 days of n2 hrs . each to do a piece of work . how many days of n3 hrs . each would it take for n4 women if n5 women do as much work as n6 men ?	divide ( n6 , n5 ) | multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #4 )
kathleen can paint a room in n0 hours , and anthony can paint an identical room in n1 hours . how many hours would it take kathleen and anthony to paint both rooms if they work together at their respective rates ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_2 )
there are cats got together and decided to kill the mice of n0 . each cat kills equal number of mice and each cat kills more number of mice than cats there were . then what are the number of cats ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
a , b and c enter into a partnership by investing $ n0 , $ n1 and $ n2 respectively . at the end of n3 months , b receives $ n4 as his share . find the share of a .	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( n4 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #3 ) | divide ( #4 , const_100 )
matt gets a $ n0 , n1 commission on a big sale . this commission alone raises his average commission by $ n2 . if matt ' s new average commission is $ n3 , how many sales has matt made ?	subtract ( n0 , const_100 ) | subtract ( n2 , n1 ) | subtract ( n2 , #1 ) | divide ( #0 , #2 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( n2 , n1 ) | subtract ( n3 , const_1 ) | multiply ( #1 , n2 ) | divide ( #2 , #0 )
a , b and c enter into a partnership by investing $ n0 , $ n1 and $ n2 respectively . at the end of n3 months , b receives $ n4 as his share . find the share of a .	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( n4 , #1 ) | multiply ( n0 , #2 ) | multiply ( n3 , #3 ) | divide ( #4 , const_100 )
a , band c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by band c on alternate days ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n2 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_2 ) | divide ( n2 , #6 )
a taxi leaves point a n0 hours after a bus left the same spot . the bus is traveling n1 mph slower than the taxi . find the speed of the taxi , if it overtakes the bus in two hours .	add ( n0 , n0 ) | multiply ( const_3.0 , n1 ) | add ( #1 , #1 ) | subtract ( #0 , n0 ) | divide ( #2 , #3 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a man spend n2 / n5 of his salary on food , n2 / n3 of his salary on house rent and n4 / n5 salary on clothes . he still has $ n6 left with him . find salary . .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a , b and c invested rs . n0 , rs . n1 and rs . n2 respectively , in a partnership business . find the total share of a & b in profit of rs . n3 after a year ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
a motorist knows n0 different routes from bristol to birmingham . from birmingham to sheffield he knows n1 different routes and from sheffield to carlisle he knows two different routes . how many routes does he know from bristol to carlisle ?	multiply ( n0 , n1 ) | multiply ( #0 , const_2 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
a cistern is filled by pipe a in n0 hours and the full cistern can be leaked out by an exhaust pipe b in n1 hours . if both the pipes are opened , in what time the cistern is full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
n3 is added to a certain number , the sum is multiplied by n1 , the product is divided by n3 and n3 is subtracted from the quotient . the remainder left is half of n4 . what is the number ?	divide ( n4 , const_2 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n0 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
n0 men take n4 days of n2 hrs . each to do a piece of work . how many days of n3 hrs . each would it take for n4 women if n5 women do as much work as n6 men ?	divide ( n6 , n5 ) | multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #4 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
a runs n0 n1 no_ascii_39 n2 times as fast as b . if a gives b a start of n3 m , how far must the winning post be so that a and b might reach it at the same time ?	multiply ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , n2 ) | multiply ( n3 , #2 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a person ' s present age is two - fifth of the age of his mother . after n0 years , he will be one - half of the age of his mother . how old id the mother at present ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
for any integer p , * p is equal to the product of all the integers between n0 and p , inclusive . how many prime numbers are there between * n4 + n2 and * n4 + n4 , inclusive ?	multiply ( n1 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , n0 )
a and b together can complete a piece of work in n0 days . if a alone can complete the same work in n1 days , in how many days , in how many days can b alone complete that work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
if each digit in the set a = { n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 } is used exactly once , in how many ways can the digits be arranged ?	factorial ( n5 )
the length of a rectangulat plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
if rs . n0 be allowed as true discount on a bill of rs . n1 at the end of a certain time , then the discount allowed on the same sum due at the end of double the time is ?	add ( n0 , n1 ) | subtract ( #0 , const_100 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 )
set a consists of the integers from n0 to n1 , inclusive , while set b consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	add ( n0 , n2 )
for any integer k greater than n1 , the symbol k * denotes the product of all integers between n1 and k , inclusive . if k * is a multiple of n2 what is the least possible value of k ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
a sixth grade teacher asked her students to draw rectangles with positive integer length and a perimeter of n0 . the difference between the largest and smallest possible ares of the rectangles that the students could have come up with is ?	divide ( n0 , const_2 ) | subtract ( #0 , const_10 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_1 ) | subtract ( #3 , #4 )
jack went on a diet n0 months ago when he weighed n1 pounds . if he now weighs n2 pounds and continues to lose at the same average monthly rate , in approximately how many months will he weigh n3 pounds ?	subtract ( n1 , n2 ) | subtract ( n2 , n3 ) | divide ( n0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , const_10 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n0 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
if two projectiles are launched at the same moment from n0 km apart and travel directly towards each other at n1 km per hour and n2 km per hour respectively , how many minutes will it take for them to meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_60 )
joe went on a diet n0 months ago when he weighed n1 pounds . if he now weighs n2 pounds and continues to lose at the same average monthly rate , in approximately how many months will he weigh n3 pounds ?	subtract ( n2 , n3 ) | subtract ( n1 , n2 ) | divide ( #1 , n0 ) | divide ( #0 , #2 )
a man spend n2 / n5 of his salary on food , n2 / n3 of his salary on house rent and n4 / n5 salary on clothes . he still has $ n6 left with him . find salary . .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a person ' s present age is two - fifth of the age of his mother . after n0 years , he will be one - half of the age of his mother . how old is the mother at present ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of the other n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
the average temperature for monday , tuesday , wednesday and thursday was n0 degrees and for tuesday , wednesday , thursday and friday was n1 degrees . if the temperature on monday was n2 degrees . find the temperature on friday ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 )
if eight machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
for any integer p , * p is equal to the product of all the integers between n0 and p , inclusive . how many prime numbers are there between * n4 + n2 and * n4 + n4 , inclusive ?	multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , n0 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
if seven machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
heinz produces tomato puree by boiling tomato juice . the tomato puree has only n0 % water while the tomato juice has n1 % water . how many liters of tomato puree will be obtained from n2 litres of tomato juice ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
in the xy - coordinate system , if ( m , n ) and ( m + n0 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
two men a and b start from place x walking at n0 no_ascii_49 kmph and n1 no_ascii_14 kmph respectively . how many km apart they are at the end of n2 no_ascii_49 hours if they are walking in the same direction ?	divide ( const_1 , const_2 ) | divide ( const_3 , n0 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | add ( n0 , #0 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , const_2 )
a portion of the n0 % solution of chemicals was replaced with an equal amount of n1 % solution of chemicals . as a result , n2 % solution of chemicals resulted . what part of the original solution was replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a wooden box of dimensions n0 m x n4 m x n5 m is to carry rectangularboxes of dimensions n3 cm x n4 cm x n5 cm . the maximum number ofboxes that can be carried in the wooden box , is	multiply ( n3 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n3 , const_2.0 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
a man invested rs . n0 , n1 in rs . n2 shares of a company at n3 % premium . if the company declares n4 % dividend at the end of the year , then how much does he get ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | multiply ( const_10 , const_1000 ) | multiply ( const_1000 , const_4 ) | multiply ( n1 , const_4 ) | add ( #2 , #3 ) | multiply ( n1 , #1 ) | add ( #5 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #8 ) | multiply ( n1 , #9 ) | multiply ( #0 , #10 )
a can finish a work in n0 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
one day eesha started n0 min late from home and reached her office n1 min late while driving n2 % slower than her usual speed . how much time in min does eesha usually take to reach her office from home ?	divide ( n2 , const_100 ) | subtract ( n1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , #0 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a hollow iron pipe is n0 cm long and its external diameter is n1 cm . if the thickness of the pipe is n2 cm and iron weighs n4 g / cm n4 , then the weight of the pipe is :	divide ( n1 , const_2 ) | subtract ( #0 , n2 ) | volume_cylinder ( #0 , n0 ) | volume_cylinder ( #1 , n0 ) | subtract ( #2 , #3 ) | multiply ( n3 , #4 ) | divide ( #5 , const_1000 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and black . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
there are n0 students in a certain geometry class . if one half of the students are boys and one fifth of the boys are under n2 feet tall , how many boys in the class are under n2 feet tall ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 )
a person ' s present age is two - fifth of the age of his mother . after n0 years , he will be one - half of the age of his mother . how old is the mother at present ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
two trains are running in opposite directions in the same speed . the length of each train is n0 meter . if they cross each other in n1 seconds , the speed of each train ( in km / hr ) is	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3_6 )
[ n9 / ( n9 . n2 ) ] + [ n9 / ( n4 . n5 ) ] + [ n9 / ( n7 . n8 ) ] + [ n9 / ( n10 . n11 ) ] is equal to	add ( n7 , n10 ) | add ( n0 , n4 ) | multiply ( #1 , const_10 ) | divide ( #0 , #2 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a rectangular swimming pool is n0 feet by n1 feet . a deck that has uniform width surrounds the pool . the total area of the pool and deck is n2 square feet . what is the width of the deck ?	rectangle_area ( n0 , n1 ) | subtract ( n1 , const_1 ) | power ( #1 , const_2 ) | subtract ( n2 , #0 ) | add ( #2 , #3 ) | sqrt ( #4 ) | subtract ( #5 , #1 ) | divide ( #6 , const_2 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
present ages of abi and suji are in the ratio of n0 : n1 respectively . n2 years hence , the ratio of their ages will become n3 : n4 respectively . what is suji ' s present age in years ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n1 , #1 )
bhanu spends n1 % of his income on petrol on scooter n1 % of the remaining on house rent and the balance on food . if he spends rs . n2 on petrol then what is the expenditure on house rent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 ) | multiply ( #0 , #3 )
a can finish a work in n1 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
the batting average of a particular batsman is n3 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
if n0 a + n1 b = g , where a and b are positive integers , what is the largest possible value of g for which exactly one pair of integers ( a , b ) makes the equation true ?	multiply ( n0 , n1 ) | add ( #0 , #0 )
kathleen can paint a room in n0 hours , and anthony can paint an identical room in n1 hours . how many hours would it take kathleen and anthony to paint both rooms if they work together at their respective rates ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , n0 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
according to the formula f = n0 / n1 ( c ) + n2 , if the temperature in degrees farenheit ( f ) increases by n3 , by how much does the temperature in degrees celsius ( c ) increase ?	multiply ( n1 , n3 ) | divide ( #0 , n0 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
how many seconds will a n0 metre long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a tank contains n0 , n1 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
for all even integers n , h ( n ) is defined to be the sum of the even integers between n0 and n , inclusive . what is the value of h ( n1 ) / h ( n2 ) ?	add ( n0 , n1 ) | add ( n0 , n2 ) | subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | multiply ( #0 , #6 ) | multiply ( #7 , #1 ) | divide ( #8 , const_2 ) | divide ( #9 , const_2 ) | divide ( #10 , #11 )
a pump can fill a tank with a water in n1 hours . because of a leak , it took n1 x n2 / n3 hours to fill the tank . the leak can drain all the water of the tank in	divide ( const_1 , n0 ) | divide ( n2 , n3 ) | add ( n0 , #1 ) | divide ( const_1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
if five machines working at the same rate can do n3 / n1 of a job in n2 minutes , how many minutes would it take two machines working at the same rate to do n3 / n4 of the job ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | multiply ( #3 , const_2 ) | divide ( #0 , #4 )
a train passes a train standing in platform in n0 sec and a man standing on the platform in n1 sec . if the speed of the train is n2 km / hr . what is the length of the platform ?	multiply ( n2 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | subtract ( #2 , #3 )
an empty wooden vessel weighs n0 % of its total weight when filled with paint . if the weight of a partially filled vessel is one half that of a completely filled vessel , what fraction of the vessel is filled .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , const_1 ) | divide ( #2 , #1 )
a , b , c subscribe rs . n0 for a business . a subscribes rs . n1 more than b and b rs . n2 more than c . out of a total profit of rs . n3 a receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
the simple interest on a certain sum of money for n3 years at n1 % per annum is half the compound interest on $ n2 for n3 years at n4 % per annum . the sum placed on simple interest is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
how much greater is the combined area in square inches of the front and back of a rectangular sheet of paper measuring n3 inches by n1 inches than that of a rectangular sheet of paper measuring n2 inches by n3 inches ?	rectangle_area ( n0 , n1 ) | rectangle_area ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
a tradesman sold an article at a loss of n0 % . if the selling price had been increased by $ n1 , there would have been a gain of n2 % . what was the cost price of the article ?	add ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number r and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
how many seconds will a n0 meter long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_2 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
a man spend n2 / n5 of his salary on food , n2 / n3 of his salary on house rent and n4 / n5 salary on clothes . he still has $ n6 left with him . find salary . .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a hall is n0 m long and n1 m broad . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , the volume of the hall is :	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #3 ) | volume_rectangular_prism ( n0 , n1 , #5 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
bhanu spends n0 % of his income on petrol on scooter n1 % of the remaining on house rent and the balance on food . if he spends rs . n2 on petrol then what is the expenditure on house rent ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , #1 ) | subtract ( #2 , n2 ) | multiply ( #0 , #3 )
the averageincome of m and n is rs . n0 . the average monthly income of n and o is rs . n1 and the average monthly income of m and ois rs . n2 . the income of m is ?	add ( n0 , n1 ) | multiply ( n1 , const_2 ) | add ( n2 , #0 ) | subtract ( #2 , #1 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
n3 is added to a certain number , the sum is multiplied by n3 , the product is divided by n3 and n3 is subtracted from the quotient . the remainder left is half of n4 . what is the number ?	divide ( n4 , const_2 ) | add ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n0 )
kim has n0 pairs of shoes ; each pair is a different color . if kim randomly selects n3 shoes without replacement from the n2 shoes , what is the probability that she will select n3 shoes of the same color ?	choose ( n2 , n1 ) | divide ( n0 , #0 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
mary ' s income is n0 percent more than tim ' s income , and tim ' s income is n1 percent less than juan ' s income . what percent of juan ' s income is mary ' s income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
it takes printer a n0 more minutes more than printer b to print n1 pages . working together , the two printers can print n2 pages in n3 minutes . how long will it take printer a to print n4 pages ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
how many seconds will a n0 metre long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
simple interest on a certain sum of money for n3 years at n1 % per annum is one fourth the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n2 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
set x consists of the integers from n0 to n1 , inclusive , while set y consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	subtract ( n1 , n0 ) | add ( #0 , const_1 )
in a certain village , n0 litres of water are required per household per month . at this rate , if there are n1 households in the village , how long ( in months ) will n2 litres of water last ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
how much greater is the combined area in square inches of the front and back of a rectangular sheet of paper measuring n3 inches by n1 inches than that of a rectangular sheet of paper measuring n2 inches by n3 inches ?	rectangle_area ( n0 , n1 ) | rectangle_area ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
the population of locusts in a certain swarm doubles every two hours . if n0 hours ago there were n1 , n4 locusts in the swarm , in approximately how many hours will the swarm population exceed n3 , n4 locusts ?	power ( n0 , n0 ) | divide ( #0 , const_2 ) | log ( #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n0 )
there are n0 female managers in a certain company . find the total number of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
the price of n0 saris and n1 shirts is rs . n2 . with the same money one can buy n3 saree and n4 shirts . if one wants to buy n5 shirts , how much shall he have to pay ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n5 , #2 )
an apple orchard grows red and green apples . on the first day of harvest , n0 apples are collected . there are n1 times as many red apples as there are green apples . how many green apples were harvested ?	add ( n1 , const_1 ) | divide ( n0 , #0 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a question paper has n0 parts , a & b , each containing n1 questions . if a student has to choose n2 from part a & n3 from part b , in how many ways can he choose the questions ?	choose ( n1 , n2 ) | choose ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a man invested rs . n0 , n1 in rs . n2 shares of a company at n3 % premium . if the company declares n4 % dividend at the end of the year , then how much does he get ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | multiply ( const_10 , const_1000 ) | multiply ( const_1000 , const_4 ) | multiply ( n1 , const_4 ) | add ( #2 , #3 ) | multiply ( n1 , #1 ) | add ( #5 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #8 ) | multiply ( n1 , #9 ) | multiply ( #0 , #10 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
in the xy - coordinate system , if ( m , n ) and ( m + n1 , n + k ) are two points on the line with the equation x = n1 y + n2 , then k =	add ( n0 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n1 )
if a car went the first third of the distance at n0 kmh , the second third at n1 kmh , and the last third at n2 kmh , what was the average speed of the car for the entire trip ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_3 , #4 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
a certain company reported that the revenue on sales increased n0 % from n4 to n6 , and increased n3 % from n4 to n7 . what was the approximate percent increase in revenue for this store from n6 to n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( #2 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
in a college , n2 percent of students hate math , n1 percent of students hate english , n2 percent hate french and n4 percent hate german . can you find out the percentage of students who hate all n4 subjects ?	multiply ( n0 , n1 ) | multiply ( n3 , #0 )
two trains are running in opposite directions in the same speed . the length of each train is n0 meter . if they cross each other in n1 seconds , the speed of each train ( in km / hr ) is	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3_6 )
n0 is added to a certain number , the sum is multiplied by n3 , the product is divided by n3 and n3 is subtracted from the quotient . the remainder left is half of n4 . what is the number ?	divide ( n4 , const_2 ) | add ( n2 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n0 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
if n0 is added to thrice a number and this sum is multiplied by n1 , the result is the same as if the number is multiplied by n2 and n3 is added to the product . what is the number ?	multiply ( n0 , n1 ) | multiply ( n1 , const_3 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 ) | divide ( #2 , #3 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
andrew travelling to n0 cities . gasoline prices varied from city to city . $ n1 , $ n2 , $ n3 , $ n4 , $ n5 , $ n6 , $ n7 . what is the median gasoline price ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | add ( n6 , #3 ) | add ( n7 , #4 ) | divide ( #5 , n0 ) | min ( n7 , #6 )
in a certain village , n0 litres of water are required per household per month . at this rate , if there are n1 households in the village , how long ( in months ) will n2 litres of water last ?	multiply ( n0 , n1 ) | divide ( n2 , #0 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
if a coin is flipped , the probability that the coin will land heads is n0 / n1 . if the coin is flipped n3 times , what is the probability that it will land heads up on all n3 flips ?	power ( n1 , n2 ) | divide ( n0 , #0 )
a tank contains n0 , n1 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
john had a stock of n0 books in his bookshop . he sold n2 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
a train overtakes two persons who are walking in the same direction to that of the train at n0 kmph and n1 kmph and passes them completely in n2 and n3 seconds respectively . what is the length of the train ?	multiply ( n1 , const_1000 ) | multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | divide ( #1 , const_3600 ) | multiply ( n3 , #2 ) | multiply ( n2 , #3 ) | subtract ( #4 , #5 ) | subtract ( #6 , #3 ) | multiply ( n2 , #7 )
a car during its journey travels n0 hour at a speed of n1 kmph , another n2 minutes at a speed of n5 kmph , and n4 hours at a speed of n5 kmph . the average speed of the car is	add ( n1 , n2 ) | add ( n3 , n3 ) | divide ( n2 , const_60 ) | add ( #0 , #1 ) | add ( n0 , #2 ) | add ( n4 , #4 ) | divide ( #3 , #5 )
if n0 / n1 of the air in a tank is removed with each stroke of a vacuum pump , how many strokes does it take before less than n2 % of the original amount of air in the tank remains ?	divide ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | add ( #4 , #5 ) | divide ( #5 , n1 ) | add ( #6 , #7 )
mother , her daughter and her grand child weighs n0 kg . daughter and her daughter ( child ) weighs n1 kg . child is n2 / n3 th of her grand mother . what is the age of the daughter ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n1 , #1 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
there are n0 students in a certain geometry class . if one third of the students are boys and one fourth of the boys are under n2 feet tall , how many boys in the class are under n2 feet tall ?	divide ( n0 , const_3 ) | divide ( #0 , const_4 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
at n0 hours , j starts to walk from his house at n1 kmph . at n2 , p follows him from j ' s house on his bicycle at n3 kmph . when will j be n4 km behind p ?	divide ( const_3 , const_2 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | add ( n4 , #2 ) | divide ( #3 , #1 ) | add ( n2 , #4 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
heinz produces tomato puree by boiling tomato juice . the tomato puree has only n0 % water while the tomato juice has n1 % water . how many liters of tomato puree will be obtained from n2 litres of tomato juice ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
buffalo gives n4 liter milk , cow gives ( n3 / n2 ) liter milk and goat gives n3 / n4 liter milk . you have to get n6 liter milk by n6 animals . what is the number of buffalos ?	subtract ( n0 , n2 )
an empty wooden vessel weighs n0 % of its total weight when filled with paint . if the weight of a partially filled vessel is one half that of a completely filled vessel , what fraction of the vessel is filled .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , const_1 ) | divide ( #2 , #1 )
a cistern is filled by pipe a in n0 hours and the full cistern can be leaked out by an exhaust pipe b in n1 hours . if both the pipes are opened , in what time the cistern is full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a tradesman sold an article at a loss of n0 % . if the selling price had been increased by $ n1 , there would have been a gain of n2 % . what was the cost price of the article ?	add ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 )
a furniture store owner decided to drop the price of her recliners by n0 % to spur business . by the end of the week she had sold n1 % more recliners . what is the percentage increase of the gross ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , const_100 )
calculate how long it will take a swimmer to swim a distance of n0 km against the current of a river which flows at n1 km / hr , given that he can swim in still water at n2 km / h	subtract ( n2 , n1 ) | divide ( n0 , #0 )
the marks obtained by vijay and amith are in the ratio n0 : n1 and those obtained by amith and abhishek in the ratio of n2 : n3 . the marks obtained by vijay and abhishek are in the ratio of ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
a father said his son , ` ` i was as old as you are at present at the time of your birth . ` ` if the father age is n0 now , the son age n1 years back was :	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
the average of a batsman for n0 innings is n1 runs . his highest score exceeds his lowest score by n2 runs . if these two innings are excluded , his average drops by n3 runs . find his highest score .	multiply ( n0 , n1 ) | subtract ( n0 , n3 ) | subtract ( n1 , n3 ) | multiply ( #1 , #2 ) | subtract ( #0 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , n3 ) | add ( n2 , #6 )
set x consists of the integers from n3 to n1 , inclusive , while set y consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	subtract ( n1 , n0 ) | add ( #0 , n0 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
in some quantity of ghee , n0 % of pure ghee and n1 % of is vanaspati . if n2 kg of pure ghee is added , then the strength of vanaspati ghee becomes n3 % . the original quantity was ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 )
a furniture store owner decided to drop the price of her recliners by n0 % to spur business . by the end of the week she had sold n1 % more recliners . what is the percentage increase of the gross ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , const_100 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
a can complete a work in n0 days and b can do the same work in n1 days . if a after doing n2 days , leaves the work , find in how many days b will do the remaining work ?	divide ( n0 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 )
jen has a jar of jam , and she ate n2 / n1 of the jam for lunch . if jen ate n2 / n3 of the remaining jam for dinner , what fraction of the jam was left after dinner ?	subtract ( n3 , n1 ) | divide ( #0 , n3 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
the batting average of a particular batsman is n0 runs in n1 innings . if the difference in his highest and lowest score is n2 runs and his average excluding these two innings is n3 runs , find his highest score .	multiply ( n0 , n1 ) | subtract ( n1 , const_2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | divide ( #4 , const_2 )
a straight line in the xy - plane has y - intercept of n0 . on this line the x - coordinate of the point is n1 and y - coordinate is n2 then what is the slope of the line ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
matt gets a $ n0 , n1 commission on a big sale . this commission alone raises his average commission by $ n2 . if matt ' s new average commission is $ n3 , how many sales has matt made ?	subtract ( const_1000 , const_100 ) | subtract ( n2 , n1 ) | subtract ( n2 , #1 ) | divide ( #0 , #2 )
how many seconds will a n0 metre long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
for all even integers n , h ( n ) is defined to be the sum of the even integers between n0 and n , inclusive . what is the value of h ( n1 ) / h ( n2 ) ?	add ( n0 , n1 ) | add ( n0 , n2 ) | subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | multiply ( #0 , #6 ) | multiply ( #7 , #1 ) | divide ( #8 , const_2 ) | divide ( #9 , const_2 ) | divide ( #10 , #11 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
n3 men or n1 women do equal amount of work in a day . a job requires n2 men and n3 women to finish the job in n4 days how many woman are required to finish the job in n5 days .	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n0 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , n5 )
a completes a piece of work in n0 / n2 of the time in b does , b takes n2 / n3 of the time in c does . they got a profit of rs . n4 how much b gets ?	add ( const_1000 , const_1000 ) | add ( n3 , const_60 ) | divide ( n4 , n1 ) | multiply ( const_10 , const_60 ) | add ( #0 , #2 ) | add ( #3 , const_100 ) | add ( #5 , #1 ) | add ( #4 , #6 )
a corporation that had $ n0 billion in profits for the year paid out $ n1 million in employee benefits . approximately what percent of the profits were the employee benefits ? ( note : n2 billion = n3 ^ n4 )	add ( const_3 , const_3 ) | power ( n3 , n4 ) | multiply ( n0 , #1 ) | power ( n3 , #0 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ?	add ( n0 , n1 ) | add ( #0 , const_4 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
in a sample of christ college students , n0 percent are third year students and n1 percent are not second - year students . what fraction of those students who are not third - year students are second - year students ?	subtract ( const_100 , n0 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 )
a wooden box of dimensions n3 m x n4 m x n5 m is to carry rectangularboxes of dimensions n3 cm x n4 cm x n5 cm . the maximum number ofboxes that can be carried in the wooden box , is	multiply ( n2 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , n5 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
x is the product of each integer from n0 to n1 , inclusive and y = n2 ^ k , where k is an integer . what is the greatest value of k for which y is a factor of x ?	divide ( n1 , const_10 ) | add ( #0 , const_1 )
in a certain company n0 % of the men and n1 % of the women attended the annual company picnic . if n2 % of all the employees are men . what % of all the employee went to the picnic ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | add ( #5 , #6 ) | multiply ( #7 , const_100 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
andrew travelling to n0 cities . gasoline prices varied from city to city . $ n1 , $ n2 , $ n3 , $ n4 , $ n5 , $ n6 , $ n7 . what is the median gasoline price ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | add ( n6 , #3 ) | add ( n7 , #4 ) | divide ( #5 , n0 ) | min ( n7 , #6 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
n18 , n1 ^ n20 + n18 , n4 ^ n20 + n18 , n7 ^ n20 + n18 , n10 ^ n20 + n18 , n13 ^ n20 + n18 , n16 ^ n20 + n18 , n19 ^ n20 =	multiply ( n1 , const_3 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
calculate how long it will take a swimmer to swim a distance of n2 km against the current of a river which flows at n1 km / hr , given that he can swim in still water at n2 km / h	subtract ( n2 , n1 ) | divide ( n0 , #0 )
n0 persons standing in queue with different age group , after two years their average age will be n1 and seventh person joined with them . hence the current average age has become n2 . find the age of seventh person ?	add ( n0 , const_1 ) | subtract ( n1 , const_2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #3 )
a can finish a work in n0 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
one night n0 percent of the female officers on a police force were on duty . if n1 officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a rectangular garden is to be twice as long as it is wide . if n0 yards of fencing , including the gate , will completely enclose the garden , what will be the length of the garden , in yards ?	add ( const_1 , const_2 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 ) | multiply ( #2 , const_2 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
the difference between the squares of two consecutive odd integers is a square < n0 whose root equals the combined sum of the digits of the two integers . what is the sum of the digits x of the larger integer ?	power ( const_2 , const_3 ) | sqrt ( n0 ) | add ( #1 , const_1 ) | floor ( #2 ) | subtract ( #3 , const_12 ) | power ( #4 , const_2 ) | divide ( #5 , #0 ) | multiply ( #6 , const_2 ) | divide ( #7 , const_100 ) | add ( #8 , const_1 )
a boat covers a certain distance downstream in n0 hour , while it comes back in n1 no_ascii_39 n2 hours . if the speed of the stream be n3 kmph , what is the speed of the boat in still water ?	divide ( const_3 , const_2 ) | multiply ( const_3.0 , #0 ) | subtract ( #0 , n0 ) | add ( const_3.0 , #1 ) | divide ( #3 , #2 )
a and b are two multiples of n2 , and q is the set of consecutive integers between a and b , inclusive . if q contains n1 multiples of n2 , how many multiples of n3 are there in q ?	multiply ( n1 , const_2 ) | subtract ( #0 , const_1 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
a can finish a work in n0 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
the average of n0 no . ' s is n1 . the average of n6 of them is n3 , while the average of the other n6 is n5 . what is the average of the remaining n6 no ' s ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n2 )
two men a and b start from place x walking at n0 no_ascii_49 kmph and n2 no_ascii_14 kmph respectively . how many km apart they are at the end of n2 no_ascii_49 hours if they are walking in the same direction ?	divide ( const_1 , const_2 ) | divide ( const_3 , n0 ) | add ( n2 , #0 ) | add ( n1 , #1 ) | add ( n0 , #0 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , const_2 )
at a meeting , n0 attendants used a pencil and n1 attendants used a pen . if exactly n2 attendants used only one of the two types of writing tools , how many attendants wrote with both types of writing tools ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
two vessels p and q contain n0 % and n1 % of alcohol respectively . if n2 litres from vessel p is mixed with n3 litres from vessel q , the ratio of alcohol and water in the resulting mixture is ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | subtract ( n2 , #2 ) | subtract ( n3 , #3 ) | add ( #5 , #6 ) | divide ( #4 , #7 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
the product x of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other is greater than n4 but less than n5 , then x =	add ( n2 , const_1 ) | subtract ( n5 , n2 ) | multiply ( #0 , #1 )
mary ' s income is n1 percent more than tim ' s income , and tim ' s income is n1 percent less than juan ' s income . what percent of juan ' s income is mary ' s income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
for any integer k greater than n1 , the symbol k * denotes the product of all integers between n1 and k , inclusive . if k * is a multiple of n2 what is the least possible value of k ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
a furniture store owner decided to drop the price of her recliners by n0 % to spur business . by the end of the week she had sold n1 % more recliners . what is the percentage increase of the gross ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , const_100 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
an empty wooden vessel weighs n0 % of its total weight when filled with paint . if the weight of a partially filled vessel is one half that of a completely filled vessel , what fraction of the vessel is filled .	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | subtract ( #0 , const_1 ) | divide ( #2 , #1 )
a group of n students can be divided into equal groups of n0 with n3 student left over or equal groups of n2 with n3 students left over . what is the sum of the two smallest possible values of n ?	multiply ( n2 , const_2 ) | multiply ( const_2 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #4 )
divide rs . n0 among a , b and c so that a receives n1 / n4 as much as b and c together and b receives n3 / n4 as a and c together . a ' s share is ?	divide ( n0 , const_3 )
a taxi leaves point a n0 hours after a bus left the same spot . the bus is traveling n1 mph slower than the taxi . find the speed of the taxi , if it overtakes the bus in three hours .	add ( n0 , n0 ) | multiply ( n0 , n1 ) | add ( #1 , #1 ) | subtract ( #0 , n0 ) | divide ( #2 , #3 )
a can finish a work in n0 days and b can do the same work in n1 days . b worked for n2 days and left the job . in how many days , a alone can finish the remaining work ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
how many seconds will a n0 metre long train take to cross a man running with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
george does n0 / n1 th of a piece of work in n2 days . he then calls in paul , and they finish the work in n3 days . how long would paul take to do the work by himself ?	divide ( n0 , n1 ) | multiply ( n1 , const_3 ) | divide ( const_1 , #1 ) | subtract ( const_1 , #0 ) | multiply ( n3 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , const_4 ) | inverse ( #6 )
simple interest on a certain sum of money for n0 years at n1 % per annum is half the compound interest on rs . n2 for n3 years at n4 % per annum . the sum placed on simple interest is :	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | multiply ( n4 , #2 ) | divide ( #3 , const_100 ) | add ( #1 , #4 ) | divide ( #5 , n3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 ) | divide ( #8 , n1 )
kavi had a stock of n0 bags in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the bags were not sold ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
some consecutive natural numbers , starting with n0 , are written on the board . now , one of the numbers was erased and the average of the remaining numbers is n1 / n2 . find the number which was erased .	add ( n2 , const_1 ) | add ( #0 , const_1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n1 )
a tank contains n0 , n4 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
the total number of students in grades n6 and n3 is n2 more than the total number of students in grades n3 and n5 . how much lesser is the number of students in grade n5 as compared to grade n6 ?	add ( n2 , n4 ) | add ( n1 , #0 ) | add ( n1 , #1 ) | add ( n1 , #2 ) | add ( #3 , const_3 ) | add ( #4 , const_4 ) | add ( #5 , const_12 ) | divide ( #6 , n1 )
for any integer p , * p is equal to the product of all the integers between n0 and p , inclusive . how many prime numbers are there between * n4 + n2 and * n4 + n4 , inclusive ?	multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , n0 )
sobha ' s father was n0 years of age when she was born while her mother was n1 years old when her brother n2 years younger to her was born . what is the difference between the ages of her parents ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
a cistern can be filled by a tap in n0 hours while it can be emptied by another tap in n1 hours . if both the taps are opened simultaneously , then after how much time will the cistern get filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
the average temperature for monday , tuesday , wednesday and thursday was n0 degrees and for tuesday , wednesday , thursday and friday was n1 degrees . if the temperature on monday was n2 degrees . find the temperature on friday ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 )
worker a takes n0 hours to do a job . worker b takes n1 hours to do the same job . how long should it take both a and b , working together but independently , to do the same job ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a question paper has n0 parts , a & b , each containing n1 questions . if a student has to choose n2 from part a & n3 from part b , in how many ways can he choose the questions ?	choose ( n1 , n2 ) | choose ( n1 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n1 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ?	add ( n0 , n1 ) | add ( #0 , n0 )
average families of n0 pay $ n1 for their health insurance deductibles annually . there will be a n2 / n3 increase in the deductibles for next year . how much more will the average family pay in deductibles next year ?	multiply ( n1 , n2 ) | divide ( #0 , n3 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a hall is n0 m long and n1 m broad . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of n2 walls , the volume of the hall is :	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , #1 )
according to the formula f = n0 / n1 ( c ) + n2 , if the temperature in degrees farenheit ( f ) increases by n3 , by how much does the temperature in degrees celsius ( c ) increase ?	multiply ( n1 , n3 ) | divide ( #0 , n0 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
john had a stock of n0 books in his bookshop . he sold n2 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
for any integer p , * p is equal to the product of all the integers between n0 and p , inclusive . how many prime numbers are there between * n4 + n2 and * n4 + n4 , inclusive ?	multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , n0 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
in a graduating class of n0 students , n1 took geometry and n2 took biology . what is the difference between the greatest possible number w and the smallest possible number of students that could have taken both geometry and biology ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | subtract ( n2 , #1 )
n2 years ago , the ratio of ages of p and q was n1 : n2 . n5 years from now , the ratio of their ages will be n4 : n5 . what is p ' s age at present ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( n4 , #0 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 ) | subtract ( n3 , #4 ) | divide ( #5 , #6 ) | add ( n0 , #7 )
in n0 bags , there are to be put together n1 red and n2 white balls , neither bag being empty . how must the balls be divided so as to give a person who draws n3 ball from either bag -	add ( n1 , n2 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | divide ( n1 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
if two projectiles are launched at the same moment from n0 km apart and travel directly towards each other at n1 km per hour and n2 km per hour respectively , how many minutes will it take for them to meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_60 )
there are n0 equally spaced points a , b , c , d , e and f marked on a circle with radius r . how many convex pentagons of distinctly different areas can be drawn using these points as vertices ?	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 )
how much greater is the combined area in square inches of the front and back of a rectangular sheet of paper measuring n3 inches by n3 inches than that of a rectangular sheet of paper measuring n2 inches by n3 inches ?	rectangle_area ( n0 , n1 ) | rectangle_area ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
lisa and robert have taken the same number of photos on their school trip . lisa has taken n0 times as many photos as claire and robert has taken n1 more photos than claire . how many photos has claire taken ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
if daily wages of a man is double to that of a woman , how many men should work for n0 days to earn rs . n1 ? given that wages for n2 women for n3 days are rs . n4 .	multiply ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( #1 , const_2 ) | multiply ( n0 , #2 ) | divide ( n1 , #3 )
n0 men take n4 days of n2 hrs . each to do a piece of work . how many days of n6 hrs . each would it take for n4 women if n5 women do as much work as n6 men ?	divide ( n6 , n5 ) | multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , #4 )
on a certain test , bill scored n0 more points than john , but half as many points as sue . if the sum of the scores of the n1 students was n2 points , how many points did bill receive ?	add ( n0 , n2 ) | add ( const_1 , const_1 ) | add ( #1 , const_2 ) | divide ( #0 , #2 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
the only items of clothing at michelle no_ascii_32 s boutique are n0 shirts , n1 pairs of pants and n2 ties . what is the probability of randomly selecting n3 ties out of all the items in michelle no_ascii_32 s boutique ?	add ( n0 , n1 ) | choose ( n2 , const_2 ) | add ( n2 , #0 ) | choose ( #2 , const_2 ) | divide ( #1 , #3 )
two trains of equal are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 sec . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
if two projectiles are launched at the same moment from n0 km apart and travel directly towards each other at n1 km per hour and n2 km per hour respectively , how many minutes will it take for them to meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_60 )
how many seconds will a n0 m long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the no of questions he attempts correctly is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
it takes printer a n0 more minutes more than printer b to print n1 pages . working together , the two printers can print n2 pages in n3 minutes . how long will it take printer a to print n4 pages ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 )
there are two numbers . if n0 % of the first number is added to the second number , then the second number increases to its n1 - fourth . find the ratio of the first number to the second number ?	divide ( n1 , const_4 ) | divide ( n0 , const_100 ) | subtract ( #0 , const_1 ) | divide ( #2 , #1 )
in a certain company n0 % of the men and n1 % of the women attended the annual company picnic . if n2 % of all the employees are men . what % of all the employee went to the picnic ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | add ( #5 , #6 ) | multiply ( #7 , const_100 )
a man has $ n0 , n1 to invest . he invests $ n2 at n3 % and $ n4 at n5 % . in order to have a yearly income of $ n6 , he must invest the remainder at :	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | subtract ( #2 , n1 ) | subtract ( n5 , #3 ) | subtract ( #5 , n3 ) | divide ( #7 , const_100 ) | subtract ( #6 , #4 ) | divide ( #9 , #8 )
in the xy - coordinate system , if ( m , n ) and ( m n5 n4 , n n5 k ) are two points on the line with the equation x n7 n4 y n5 n7 , then k n7	divide ( n0 , n1 ) | multiply ( n1 , #0 )
a , band c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by band c on alternate days ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n2 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_2 ) | divide ( n2 , #6 )
a swimmer can swim in still water at n0 km / h . if the speed of the water current is n1 km / h , how many hours will the swimmer take to swim against the current for n2 km ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
a is n0 times as fast as b . a alone can do the work in n1 days . if a and b work on alternative days , beginning with a , in how many days will the work be completed ?	divide ( const_1 , n1 ) | divide ( #0 , n0 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
there are a total of n0 jars on the shelf . small jars hold n1 liters and large jars hold n2 liters . the jars can hold a total of n3 liters . how many small jars are on the shelf ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #2 )
i . x + n5 y + n1 z = n5 ii . x + y - z = n3 iii . n5 x + n5 y - z = n6 what is the value of y in the system above ?	add ( n1 , n6 ) | subtract ( n0 , #0 )
in a class , n0 % of the students speaks truth , n1 % speaks lie and n2 % speaks both . if a student is selected at random , what is the probability that he has speak truth or lie ?	multiply ( const_5 , const_5 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 )
in the xy - coordinate system , what is the slope of the line that goes through the origin and is equidistant from the two points p = ( n0 , n2 ) and q = ( n2 , n3 ) ?	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , #3 )
a tank contains n0 , n1 gallons of a solution that is n3 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
how much greater is the combined area in square inches of the front and back of a rectangular sheet of paper measuring n3 inches by n1 inches than that of a rectangular sheet of paper measuring n2 inches by n3 inches ?	rectangle_area ( n0 , n1 ) | rectangle_area ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
a tank contains n0 , n1 gallons of a solution that is n2 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
a person ' s present age is two - fifth of the age of his father . after n0 years , he will be one - half of the age of his father . how old is the father at present ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a man invested rs . n0 , n1 in rs . n2 shares of a company at n3 % premium . if his company declares n4 % dividend at the end of the year , then how much does he get ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | multiply ( const_10 , const_1000 ) | multiply ( const_1000 , const_4 ) | multiply ( n1 , const_4 ) | add ( #2 , #3 ) | multiply ( n1 , #1 ) | add ( #5 , #4 ) | add ( n1 , #6 ) | divide ( #7 , #8 ) | multiply ( n1 , #9 ) | multiply ( #0 , #10 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n0 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
in a certain company n0 % of the men and n1 % of the women attended the annual company picnic . if n2 % of all the employees are men . what % of all the employee went to the picnic ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #4 , #2 ) | add ( #5 , #6 ) | multiply ( #7 , const_100 )
how many seconds will a n0 meter long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_2 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ?	add ( n0 , n1 ) | add ( #0 , n0 )
at a special sale , n3 tickets can be purchased for the price of n1 tickets . if n3 tickets are purchased at the sale , the amount saved will be what percent of the original price of the n3 tickets ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
indu gave bindu rs . n0 on compound interest for n3 years at n4 % per annum . how much loss would indu has suffered had she given it to bindu for n3 years at n4 % per annum simple interest ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #2 ) | power ( #1 , n1 ) | multiply ( n0 , #4 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
for any integer p , * p is equal to the product of all the integers between n0 and p , inclusive . how many prime numbers are there between * n4 + n2 and * n4 + n4 , inclusive ?	multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_4 ) | add ( n1 , #2 ) | add ( n2 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , n0 )
a man can row n0 kmph in still water . when the river is running at n1 kmph , it takes him n2 hour to row to a place and back . what is the total distance traveled by the man ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
for any integer k greater than n1 , the symbol k * denotes the product of all integers between n1 and k , inclusive . if k * is a multiple of n2 what is the least possible value of k ?	add ( const_1 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
a train of n0 carriages , each of n3 meters length , when an engine also of n3 meters length is running at a speed of n3 kmph . in what time will the train cross a bridge n4 km long ?	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | divide ( #1 , const_1000 ) | add ( n4 , #2 )
a n0 m long train running at the speed of n1 km / hr crosses another train running in opposite direction at the speed of n2 km / hr in n3 sec . what is the length of the other train ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | multiply ( n3 , #1 ) | subtract ( #2 , n0 )
a , b , c subscribe rs . n0 for a business , a subscribes rs . n1 more than b and b rs . n2 more thanc . out of a total profit of rs . n3 , a receives :	add ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 ) | divide ( #4 , n0 ) | multiply ( n3 , #5 )
a corporation that had $ n3 billion in profits for the year paid out $ n1 million in employee benefits . approximately what percent of the profits were the employee benefits ? ( note : n2 billion = n3 ^ n4 )	add ( const_3 , const_3 ) | power ( n3 , n4 ) | multiply ( n0 , #1 ) | power ( n3 , #0 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
mother , her daughter and her grand child weighs n0 kg . daughter and her daughter ( child ) weighs n1 kg . child is n2 / n3 th of her grand mother . what is the age of the daughter ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n1 , #1 )
n0 is added to a certain number , the sum is multiplied by n1 , the product is divided by n3 and n3 is subtracted from the quotient . the remainder left is half of n4 . what is the number ?	divide ( n4 , const_2 ) | add ( n2 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n0 )
two diesel trains of length n0 m and n1 m are running towards each other on parallel lines at n2 kmph and n3 kmph respectively . in what time will they be clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_1000 ) | divide ( #2 , const_3600 ) | divide ( #0 , #3 )
matt gets a $ n0 , n1 commission on a big sale . this commission alone raises his average commission by $ n2 . if matt ' s new average commission is $ n3 , how many sales has matt made ?	subtract ( n0 , const_100 ) | subtract ( n2 , n1 ) | subtract ( n2 , #1 ) | divide ( #0 , #2 )
set x consists of the integers from n0 to n1 , inclusive , while set y consists of the integers from n2 to n3 , inclusive . how many distinct integers do belong to the both sets at the same time ?	subtract ( n1 , n0 ) | add ( #0 , n0 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot @ rs . n1 per metre is rs . n2 , what is the length of the plot in metres ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
john had a stock of n0 books in his bookshop . he sold n1 on monday , n2 on tuesday , n3 on wednesday , n4 on thursday and n5 on friday . what percentage of the books were not sold ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
roja and pooja start moving in the opposite directions from a pole . they are moving at the speeds of n0 km / hr and n1 km / hr respectively . after n2 hours what will be the distance between them ?	add ( n0 , n1 ) | multiply ( n2 , #0 )
if the numbers n0 to n2 are written on n2 pieces of paper , ( one on each ) and one piece is picked at random , then what is the probability that the number drawn is neither prime nor composite ?	divide ( n0 , n1 )
andrew travelling to n0 cities . gasoline prices varied from city to city . $ n1 , $ n2 , $ n3 , $ n4 , $ n5 , $ n6 , $ n7 . what is the median gasoline price ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | add ( n6 , #3 ) | add ( n7 , #4 ) | divide ( #5 , n0 ) | min ( n7 , #6 )
in a group of dogs and people , the number of legs was n0 more than twice the number of heads . how many dogs were there ? [ assume none of the people or dogs is missing a leg . ]	divide ( n0 , const_2 )
the population of locusts in a certain swarm doubles every two hours . if n0 hours ago there were n1 , n4 locusts in the swarm , in approximately how many hours will the swarm population exceed n3 , n4 locusts ?	power ( n0 , n0 ) | divide ( #0 , const_2 ) | log ( #1 ) | multiply ( #2 , const_2 ) | subtract ( #3 , n0 )
raja complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	divide ( n0 , const_2 ) | multiply ( n2 , #0 ) | multiply ( n1 , #0 ) | add ( #1 , #2 )
if there is an equal probability of a child being born a boy or a girl , what is the probability that a couple who have n0 children have two children of the same sex and one of the opposite sex ?	divide ( const_2 , n0 )
the difference of n3 digit no . & the no . obtained by interchanging the digits is n1 . what is the difference the sum and the number if the ratio between the digits of the number is n2 : n3 ?	multiply ( n0 , const_10 ) | subtract ( #0 , const_10 ) | subtract ( #1 , const_1 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | add ( #3 , #4 ) | subtract ( #4 , #3 ) | subtract ( #5 , #6 )
rs n0 is divided into two parts such that one part is put out at n1 % and the other at n2 % . if the annual interest earned from both the investments be rs n3 , find the first part .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was the original strength of class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
a tank contains n0 , n4 gallons of a solution that is n3 percent sodium chloride by volume . if n3 , n4 gallons of water evaporate from the tank , the remaining solution will be approximately what percent sodium chloride ?	add ( const_2 , const_3 ) | divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , const_100 ) | multiply ( #0 , #6 ) | add ( #7 , #5 ) | subtract ( #2 , #8 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
if both n5 ^ n7 and n9 ^ n9 are factors of n x ( n7 ^ n5 ) x ( n6 ^ n7 ) x ( n8 ^ n9 ) , what is the smallest possible positive value of n ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
sahil purchased a machine at rs n0 , then got it repaired at rs n1 , then gave its transportation charges rs n2 . then he sold it with n3 % of profit . at what price he actually sold it .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
how much greater is the combined area in square inches of the front and back of a rectangular sheet of paper measuring n3 inches by n1 inches than that of a rectangular sheet of paper measuring n2 inches by n3 inches ?	rectangle_area ( n0 , n1 ) | rectangle_area ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
if x is an integer such that n7 < x < n1 , n7 < x < n3 , n4 > x > no_ascii_77 n5 , n6 > x > n7 , and x + n8 < n9 , then x is	subtract ( n4 , n8 ) | subtract ( #0 , n8 )
how many seconds will a n0 meter long train take to cross a man walking with a speed of n1 km / hr in the direction of the moving train if the speed of the train is n2 km / hr ?	subtract ( n2 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_2 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
kim finds a n0 - meter tree branch and marks it off in thirds and fifths . she then breaks the branch along all the markings and removes one piece of every distinct length . what fraction of the original branch remains ?	add ( const_2 , n0 ) | multiply ( n0 , #0 ) | divide ( n0 , #1 ) | divide ( const_2 , #1 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
four equal circles are described about the four corners of a square so that each touches two of the others . if a side of the square is n0 cm , then the area enclosed between the circumferences of the circles is :	divide ( n0 , const_2 ) | square_area ( n0 ) | circle_area ( #0 ) | subtract ( #1 , #2 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
arjun started a business with rs . n0 , n3 and is joined afterwards by anoop with rs . n2 , n3 . after how many months did anoop join if the profits at the end of the year are divided equally ?	multiply ( const_100 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_10 ) | multiply ( #3 , const_12 ) | multiply ( #4 , const_12 ) | subtract ( #6 , #7 ) | divide ( #8 , #5 )
if the sum of two numbers is n0 and the h . c . f and l . c . m of these numbers are n1 and n2 respectively , then the sum of the reciprocal of the numbers is equal to :	add ( n1 , n2 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
the edges of three metal cubes are n0 cm , n1 cm , and n2 cm respectively . a new cube is made by melting these three cubes together . what is the edge of the new cube ( in centimeters ) ?	power ( n1 , const_3 ) | power ( n2 , const_3 ) | add ( n0 , #0 ) | add ( #2 , #1 ) | power ( #3 , const_0_33 )
given a bag with n0 red balls and n1 yellow balls , you randomly select one of them , in order . if the second ball you take is yellow , what is the probability that the first one was also yellow ?	add ( n0 , n1 ) | subtract ( #0 , const_1 ) | divide ( n0 , #1 )
a woman complete a journey in n0 hours . she travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containg n1 % alcohol and now the percentage of alcohol was found to be n2 % . what quantity of whisky is replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the dimensions of an open box are n0 cm , n1 cm and n2 cm . its thickness is n3 cm . if n4 cubic cm of metal used in the box weighs n5 gms , find the weight of the box .	multiply ( n0 , n1 ) | multiply ( n3 , const_3 ) | subtract ( n2 , const_3 ) | multiply ( n2 , #0 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | multiply ( #4 , #5 ) | multiply ( #6 , #2 ) | subtract ( #3 , #7 ) | multiply ( n5 , #8 ) | divide ( #9 , const_1000 )
the length of a rectangular plot is n0 mtr more than its width . the cost of fencing the plot along its perimeter at the rate of rs . n1 mtr is rs . n2 . the perimeter of the plot is ?	divide ( n2 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #3 , n0 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
in the manufacture of a certain product , n0 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , n3 ) | divide ( n0 , #4 )
a pump can fill a tank with a water in n0 hours . because of a leak , it took n1 hours to fill the tank . the leak can drain all the water of the full tank in how many hours ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
if teena is driving at n0 miles per hour and is currently n1 miles behind coe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of coe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
for dinner , cara ate n0 grams of bread which was n1 times as much bread as she ate for lunch , and n2 times as much bread as she ate for breakfast . how much bread did cara eat in total ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | add ( n0 , #2 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
two trains are moving in opposite directions with speed of n0 km / hr and n1 km / hr respectively . their lengths are n2 km and n3 km respectively . the slower train cross the faster train in - - - seconds	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
reema took a loan of rs n0 with simple interest for as many years as the rate of interest . if she paid rs . n1 as interest at the end of the loan period , what was the rate of interest .	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | sqrt ( #1 )
an alloy of zinc and copper contains the metals in the ratio n0 : n3 . the quantity of zinc to be added to n2 kg of the alloy so that the ratio of the metal may be n3 : n4 is :	add ( n2 , const_10 ) | add ( n0 , n1 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( n1 , #4 ) | subtract ( #6 , #5 )
a straight line in the xy - plane has y - intercept of n0 and slope of n1 . on this line the y - coordinate of the point is n2 , then what is the x - coordinate of the point ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
the sum of number of boys and girls in a school is n0 . if the number of boys is x , then the number of girls becomes x % of the total number of students . the number of boys is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x if x no_ascii_24 n2 ?	divide ( n0 , n1 )
the center of a circle lies on the origin of the coordinate plane . if a point ( x , y ) is randomly selected inside of the circle , what is the probability that y > n0 or y > x ?	multiply ( const_2 , const_4 ) | divide ( const_3 , #0 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
n0 men can dig a pit in n1 days . if a men work half as much again as a boy , then n2 men and n3 boys can dig a similar pit . fint the days for n4 boys can dig ?	subtract ( n4 , n3 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , n4 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
a , b , c subscribe rs . n0 for a business , a subscribes rs . n1 more than b and b rs . n2 more than c . out of a total profit of rs . n3 , c receives :	add ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 )
a rectangular floor is covered by a rug except for a strip n0 meters wide along each of the four edge . if the floor is n1 meters by n2 meters , what is the area of the rug in square meters ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | subtract ( n2 , #0 ) | rectangle_area ( #1 , #2 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
if teena is driving at n0 miles per hour and is currently n1 miles behind joe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of joe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
a vendor sells n0 percent of apples he had and throws away n1 percent of the remainder . next day he sells n2 percent of the remainder and throws away the rest . what percent of his apples does the vendor throw ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | multiply ( #1 , #4 ) | add ( #3 , #5 )
a jar contains n1 red , n1 blue , n2 yellow and n3 pink balls . if two balls are to be selected at random and without replacement , approximately what is the probability both of them to be the same colour ?	add ( n0 , n0 ) | add ( n3 , const_1 ) | multiply ( n3 , const_3 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | multiply ( n0 , #3 ) | multiply ( n2 , #1 ) | add ( n3 , #4 ) | subtract ( #7 , const_1 ) | multiply ( #7 , #8 ) | divide ( #5 , #9 ) | divide ( #6 , #9 ) | divide ( #2 , #9 ) | add ( #10 , #10 ) | add ( #13 , #11 ) | add ( #14 , #12 )
the difference in compound interest earned on a deposit ( compounded annually ) in year n0 and year n1 is $ n2 . had the interest rate been n3 times its present value , the difference c would have been how much ?	multiply ( n3 , n3 ) | multiply ( n2 , #0 )
n0 n1 years ago , a father was n2 times as old as his son . now the father is only twice as old as his son . then the sum of the present ages of the son and the father is :	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( #1 , const_2 ) | add ( #0 , #2 )
a consignment of n0 picture tubes contains n1 defectives . two tubes are selected one after the other at random . the probability that both are defective assuming that the first tube is not replaced before drawing the second , would be :	choose ( const_5 , const_2 ) | choose ( n0 , const_2 ) | divide ( #0 , #1 )
in a garment industry , n0 men working n3 hours per day complete a piece of work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required is :	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n1 )
if the radii of umbra and penumbra cast by an object on a wall are of the ratio n0 : n1 , what is the area of the penumbra ring around the umbra of the latter no_ascii_32 s radius is n2 cms ?	multiply ( n1 , n2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | multiply ( #2 , const_pi ) | multiply ( #3 , const_pi ) | subtract ( #4 , #5 ) | divide ( #6 , n0 ) | divide ( #7 , n0 )
a millionaire bought a job lot of hats n0 / n4 of which were brown . the millionaire sold n2 / n3 of the hats including n4 / n5 of the brown hats . what fraction of the unsold hats were brown .	divide ( n0 , n1 ) | divide ( n1 , n5 ) | divide ( n2 , n3 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 )
rs . n0 is divided amongst a , b , c so that n1 times a ' s share , n2 times b ' s share and n3 times c ' s share are all equal . find a ' s share ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
a dog takes n0 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
rebecca ' s annual income is $ n0 and jimmy ' s annual income is $ n1 . by how much must rebecca ' s annual income increase so that it constitutes n2 % of rebecca and jimmy ' s combined income ?	subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | subtract ( #2 , n1 ) | subtract ( #3 , n0 )
a man sitting in a train which is travelling at n0 kmph observes that a goods train , travelling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
if a randomly selected non - negative single digit integer is added to { n0 , n1 , n2 , n3 } . what is the probability that the median of the set will increase but the range still remains the same ?	divide ( const_4 , const_10 )
a , b , c , d and e are n3 consecutive points on a straight line . if bc = n1 cd , de = n2 , ab = n3 and ac = n4 , what is the length of ae ?	subtract ( n4 , n0 ) | divide ( #0 , n1 ) | add ( n4 , #1 ) | add ( n2 , #2 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
john left home and drove at the rate of n0 mph for n1 hours . he stopped for lunch then drove for another n2 hours at the rate of n3 mph to reach his destination . how many miles did john drive ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
n0 men take n4 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
the ratio of the incomes of rajan and balan is n0 : n2 and the ratio of their expenditure is n2 : n3 . if at the end of the year , each saves $ n4 then the income of rajan is ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( n4 , #0 ) | subtract ( #0 , #1 ) | subtract ( n4 , #2 ) | divide ( #4 , #3 ) | add ( n4 , #5 ) | multiply ( n0 , #6 ) | divide ( #7 , n1 )
points a , b , c , and d , in that order , lie on a line . if ab = n0 cm , ac = n1 cm , and bd = n2 cm , what is cd , in centimeters ?	subtract ( n1 , n0 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
if both n5 ^ n7 and n9 ^ n9 are factors of n x ( n7 ^ n5 ) x ( n6 ^ n7 ) x ( n8 ^ n9 ) , what is the smallest possible positive value of n ? .	power ( n0 , n1 ) | multiply ( n2 , #0 )
rajesh spends n0 % of his monthly salary on food , n1 % of the medicines and saves n2 % of the remaining amount . if his monthly salary is rs . n3 , how much money does he save every month ?	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | multiply ( n3 , #6 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
the length of a rectangular plot is n0 mtr more than its width . the cost of fencing the plot along its perimeter at the rate of rs . n1 mtr is rs . n2 . the perimeter of the plot is ?	divide ( n2 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #3 , n0 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
john left home and drove at the rate of n0 mph for n1 hours . he stopped for lunch then drove for another n2 hours at the rate of n3 mph to reach his destination . how many miles did john drive ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
kim finds a n0 - meter tree branch and marks it off in thirds and fifths . she then breaks the branch along all the markings and removes one piece of every distinct length . what fraction of the original branch remains ?	add ( const_2 , const_3 ) | multiply ( n0 , #0 ) | divide ( const_3 , #1 ) | divide ( const_2 , #1 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 )
a and b can do a work in n0 days , b and c in n1 days and c and a in n2 days . in how many days will the work be completed , if all three of them work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( const_1 , #5 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a bullet train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the bullet train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( n0 , #2 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
two trains n0 m and n1 m long are running on parallel rails at the rate of n2 kmph and n3 kmph respectively . in how much time will they cross each other , if they are running in the same direction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
the length of a rectangular plot is n0 mtr more than its width . the cost of fencing the plot along its perimeter at the rate of rs . n1 mtr is rs . n2 . the perimeter of the plot is ?	divide ( n2 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #3 , n0 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
a driver goes on a trip of n0 kilometers , the first n1 kilometers at n2 kilometers per hour and the remaining distance at n3 kilometers per hour . what is the average speed of the entire trip in kilometers per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively :	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , n3 ) | divide ( n0 , #4 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
there are two numbers . if n0 % of the first number is added to the second number , then the second number increases to its n1 - fourth . what is the ratio of the first number to the second number ?	divide ( n0 , n1 ) | divide ( n1 , #0 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
an woman sitting in a train which is travelling at n0 kmph observes that a goods train travelling in a opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed .	speed ( n2 , n1 ) | speed ( #0 , const_0_2778 ) | subtract ( #1 , n0 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if therare n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
a can finish a work in n0 days , b in n1 days and c in n2 days , b and c start the work but are forced to leave after n3 days . the remaining work was done by a in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n3 , #3 )
in the manufacture of a certain product , n1 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
there were totally n0 men . n1 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
the surface area of a sphere is n0 no_ascii_35 r n1 , where r is the radius of the sphere . if the area of the base of a hemisphere is n2 , what is the surface area q of that hemisphere ?	divide ( n2 , const_pi ) | multiply ( n0 , const_pi ) | multiply ( #0 , #1 ) | multiply ( #0 , const_pi ) | divide ( #2 , n1 ) | add ( #4 , #3 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
there were totally n0 men . n3 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
virginia , adrienne , and dennis have taught history for a combined total of n0 years . if virginia has taught for n2 more years than adrienne and for n2 fewer years than dennis , for how many years has dennis taught ?	add ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
if n0 apprentices can finish a job in n1 hours , and n2 journeymen can finish the same job in n4 , n4 hours , how much of the job should be completed by n5 apprentices and n6 journeymen in one hour ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , n4 ) | divide ( #1 , n5 ) | divide ( const_1 , #2 ) | divide ( const_1 , #3 ) | add ( #4 , #5 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
on a sum of money , the simple interest for n0 years is rs . n1 , while the compound interest is rs . n2 , the rate of interest being the same in both the cases . the rate of interest is	divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
a rectangular floor is covered by a rug except for a strip n0 meters wide along each of the four edge . if the floor is n1 meters by n2 meters , what is the area of the rug in square meters ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | subtract ( n2 , #0 ) | rectangle_area ( #1 , #2 )
in a garment industry , n0 men working n3 hours per day complete a piece of work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required is :	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n1 )
if josh , doug , and brad have a total of $ n0 between them , and josh has two times as much money as brad but only n1 - fourths as much as doug , how much money does brad have ?	add ( const_1 , const_2 ) | divide ( n1 , const_4 ) | divide ( const_2 , #1 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
a mixture contains milk and water in the ratio n3 : n1 . on adding n2 litters of water , the ratio of milk to water becomes n3 : n4 . total quantity of milk & water before adding water to it ?	add ( n0 , n1 ) | divide ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #6 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 white mice in the experiment , how many brown mice are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
a can do a piece of work in n0 days . when he had worked for n1 days b joins him . if the complete work was finished in n2 days . in how many days b alone can finish the work ?	add ( n0 , n2 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | multiply ( n1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #1 , #4 ) | subtract ( #5 , #2 ) | inverse ( #6 ) | subtract ( #7 , #0 )
a sum of salary is distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if d gets $ n4 more than c , what is the b ' s share ?	subtract ( n3 , n2 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 )
a can finish a work in n0 days , b in n1 days and c in n2 days , b and c start the work but are forced to leave after n3 days . the remaining work was done by a in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n3 , #3 )
the percentage profit earned by selling an article for rs . n0 is equal to the percentage loss incurred by selling the same article for rs . n1 . at what price should the article be sold to make n2 % profit ?	add ( n2 , const_100 ) | add ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_2 ) | multiply ( #2 , #3 )
if a randomly selected non - negative single digit integer is added to { n0 , n1 , n2 , n3 } . what is the probability that the median of the set will increase but the range still remains the same ?	divide ( const_4 , const_10 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
virginia , adrienne , and dennis have taught history for a combined total of n0 years . if virginia has taught for n2 more years than adrienne and for n2 fewer years than dennis , for how many years has dennis taught ?	add ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , n3 ) | divide ( n0 , #4 )
a can finish a work in n0 days , b in n1 days and c in n2 days , b and c start the work but are forced to leave after n3 days . the remaining work was done by a in ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n3 , #3 )
a class has a ratio of n0 : n1 : n2 of children with red hair , blonde hair and black hair respectively . if the class has n3 kids with red hair , how many kids are there with black hair ?	add ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n0 , #1 )
a squirrel runs up a cylindrical post , in a perfect spiral path making one circuit for each rise of n0 feet . how many feet does the squirrel travels if the post is n1 feet tall and n2 feet in circumference ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
there are n0 players in a bowling team with an average weight of n1 kg . if two new players join the team , one weighs n2 kg and the second weighs n3 kg , what will be the new average weight ?	add ( n2 , n3 ) | add ( n0 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
john and david work at a hospital with n2 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that john and david will both be chosen ?	divide ( const_1 , n0 ) | subtract ( n0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( #2 , #0 ) | multiply ( n1 , #3 )
niharika covers a distance in n2 min , if she drives at a speed of n1 km / h on an average . find the speed at which she must drive at to reduce the time of the journey by n2 % .	subtract ( const_100 , const_10 ) | subtract ( #0 , const_4 )
a and b can do a work in n0 days , b and c in n1 days and c and a in n2 days . in how many days will the work be completed , if all three of them work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
in the manufacture of a certain product , n0 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if teena is driving at n0 miles per hour and is currently n1 miles behind yoe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of yoe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
machine a produces n1 parts twice as fast as machine b does . machine b produces n1 parts in n2 minutes . if each machine produces parts at a constant rate , how many parts does machine a produce in n3 minutes ?	divide ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n3 , #1 )
if n0 % of a boys answered the first question on a certain test correctly , n1 % answered the second question on the test correctly , and n2 % answered neither of the questions correctly , what % answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a and b can do a work in n0 days , b and c can do it in n1 days ; a , b and c together can finish it in n2 days . a and c together will do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | add ( #4 , #3 ) | inverse ( #5 )
a , b , c , d and e are n3 consecutive points on a straight line . if bc = n1 cd , de = n2 , ab = n3 and ac = n4 , what is the length of ae ?	subtract ( n4 , n0 ) | divide ( #0 , n1 ) | add ( n4 , #1 ) | add ( n2 , #2 )
tara bought n0 cartons of ice cream and n1 cartons of yoghurt . each carton of ice cream cost $ n2 and each carton of yoghurt cost $ n3 . how much more did tara spend on ice cream than on yoghurt ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | subtract ( #0 , #1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a can do a piece of work in n0 days . when he had worked for n1 days b joins him . if the complete work was finished in n2 days . in how many days b alone can finish the work ?	add ( n0 , n2 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | multiply ( n1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #1 , #4 ) | subtract ( #5 , #2 ) | inverse ( #6 ) | subtract ( #7 , #0 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
in a bag , there are n0 ball , and their colors are red , green blue . . the ratio of the balls are n1 : n2 : n3 . then how many red color balls are available in the bag ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( n0 , #2 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
a girl sitting in a train which is travelling at n0 kmph observes that a goods train travelling in a opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed .	divide ( n2 , n1 ) | divide ( #0 , const_0_2778 ) | subtract ( #1 , n0 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
q and r are two - digit positive integers that have the same digits but in reverse order . if the positive difference between q and r is less than n0 , what is the greatest possible value of q minus r ?	subtract ( const_10 , const_1 ) | reminder ( n0 , #0 ) | multiply ( #1 , #0 )
on a sum of money , the simple interest for n0 years is rs . n1 , while the compound interest is rs . n2 , the rate of interest being the same in both the cases . the rate of interest is	divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
in a garment industry , n0 men working n3 hours per day complete a piece of work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required is :	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n1 )
a basketball team composed of n0 players scored n1 points in a particular contest . if none of the individual players scored fewer than n2 points , what is the greatest number of points q that an individual player might have scored ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
the product z of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other is greater than n4 but less than n5 then what is z ?	subtract ( n0 , const_4 ) | multiply ( #0 , const_3 )
if teena is driving at n0 miles per hour and is currently n1 miles behind joe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of joe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
in the manufacture of a certain product , n0 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
a mixture contains milk and water in the ratio n4 : n3 . on adding n2 litters of water , the ratio of milk to water becomes n3 : n4 . total quantity of milk & water before adding water to it ?	add ( n0 , n1 ) | divide ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #6 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , n3 ) | divide ( n0 , #4 )
the ratio of the incomes of uma and bala is n0 : n2 and the ratio of their expenditure is n2 : n3 . if at the end of the year , each saves $ n4 then the income of uma is ?	multiply ( n0 , n4 )
rs . n0 is divided amongst a , b , c so that n1 times a ' s share , n2 times b ' s share and n3 times c ' s share are all equal . find b ' s share ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
a person ' s present age is two - fifth of the age of his mother . after n0 years , he will be one - half of the age of his mother . what is the present age of the mother ?	add ( const_2 , const_3 ) | divide ( const_1 , const_2 ) | divide ( const_2 , #0 ) | subtract ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
n is an n0 - digit positive integer ( in the decimal scale ) . all digits except the n1 th digit ( from the left ) are n2 . if n is divisible by n3 , find the n4 th digit ?	divide ( const_12 , const_2 ) | divide ( #0 , const_1 )
a man spends n4 / n1 rd of his salary on food . he spends n4 / n3 th on rent and n4 / n5 th on cloths . if he is left with n6 , then who much salary does he earn	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( const_1 , #4 ) | divide ( n6 , #5 )
the center of a circle lies on the origin of the coordinate plane . if a point ( x , y ) is randomly selected inside of the circle , what is the probability that y > n0 and y > x ?	multiply ( const_2 , const_4 ) | divide ( const_3 , #0 )
two trains are moving in opposite directions with speed of n0 km / hr and n1 km / hr respectively . their lengths are n2 km and n3 km respectively . the slower train cross the faster train in - - - seconds	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
a woman complete a journey in n0 hours . she travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 )
in an examination , a student scores n0 marks for every correct answer and loses n1 marks for every wrong answer . if he attempts all n2 questions and secures n3 marks , the number of questions he attempts correctly , is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
arjun started a business with rs . n0 , n3 and is joined afterwards by anoop with rs . n2 , n3 . after how many months did anoop join if the profits at the end of the year are divided equally ?	multiply ( const_100 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_10 ) | multiply ( #3 , const_12 ) | multiply ( #4 , const_12 ) | subtract ( #6 , #7 ) | divide ( #8 , #5 )
n0 men take n4 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
how long will take a leak at the bottom of a tank to empty it if it will take n0 hours to fill it without the leak , but due to the leak it will take one additional hour to be filled ?	add ( n0 , const_1 ) | inverse ( n0 ) | inverse ( #0 ) | subtract ( #1 , #2 ) | inverse ( #3 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
a jar contains a mixture of ab in the ratio n0 : n1 . when n2 l of mixture is replaced with liquid b , ratio becomes n3 : n4 . how many liters of liquid a was present in mixture initially .	add ( n0 , n1 ) | multiply ( n4 , n3 ) | multiply ( n3 , n3 ) | add ( #1 , #2 ) | subtract ( #1 , n1 ) | divide ( n2 , #4 ) | multiply ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( n0 , #7 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
the area of a rectangle is n0 sq . m . if its length is increased by n1 m and its width is decreased by n2 m , then its area does not change . find the perimeter of the original rectangle .	multiply ( n2 , const_3 ) | divide ( n0 , #0 ) | rectangle_perimeter ( #1 , #0 )
a man sitting in a train which is travelling at n0 kmph observes that a goods train , travelling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
two trains are moving in opposite directions with speed of n0 km / hr and n1 km / hr respectively . their lengths are n2 km and n3 km respectively . the slower train cross the faster train in - - - seconds	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
reena took a loan of $ . n0 with simple interest for as many years as the rate of interest . if she paid $ n1 as interest at the end of the loan period , what was the rate of interest ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | sqrt ( #1 )
n0 men take n4 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
a and b can do a work in n0 days , b and c in n1 days and c and a in n2 days . in how many days will the work be completed , if all three of them work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( const_1 , #5 )
if josh , doug , and brad have a total of $ n0 between them , and josh has two times as much money as brad but only n1 - fourths as much as doug , how much money does doug have ?	divide ( const_4 , const_3 ) | divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #2 , #1 ) | divide ( n0 , #3 ) | multiply ( #4 , #0 )
a typist uses a sheet measuring n0 cm by n1 cm lengthwise . if a margin of n2 cm is left on each side and a n3 cm margin on top and bottom , then percent of the page used for typing is	add ( n3 , n3 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_4 ) | subtract ( n1 , #0 ) | multiply ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
the average of n0 integers is n1 , and none of these integers is greater than n2 . if the average of n3 of the integers is n4 , what is the least possible value of one of the other two integers ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | subtract ( #0 , #1 ) | subtract ( #2 , n2 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
the ratio of local and international calls made by amy this week is n2 to n1 . if the ratio changes to n2 to n4 after amy makes n4 more international calls , how many local calls did amy make this week ?	subtract ( n3 , n1 ) | divide ( n3 , #0 ) | multiply ( n0 , #1 )
on a test , the boys in the class averaged n0 points and the girls in the class averaged n1 points . if the overall class average was n2 points , what is the ratio of boys to girls in the class ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
n0 . the side surface of a cylinder is rolled with a rectangle . if the height of a cylinder is n1 feet and the perimeter of the circular base . is n2 feet , what is the diagonal of the rectangle ?	multiply ( n1 , n1 ) | multiply ( n2 , n2 ) | add ( #0 , #1 ) | sqrt ( #2 )
if teena is driving at n0 miles per hour and is currently n1 miles behind joe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of joe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
an alloy of zinc and copper contains the metals in the ratio n0 : n3 . the quantity of zinc to be added to n2 kg of the alloy so that the ratio of the metal may be n3 : n4 is :	add ( n2 , const_10 ) | add ( n0 , n1 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( n1 , #4 ) | subtract ( #6 , #5 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_21 no_ascii_15 no_ascii_38 s age is included to it , the average increases by one . what is the teacher no_ascii_21 no_ascii_15 no_ascii_38 s age in years ?	add ( n0 , const_1 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 . if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( n2 , n1 ) | subtract ( n3 , const_1 ) | multiply ( #1 , n2 ) | divide ( #2 , #0 )
reema took a loan of rs n0 with simple interest for as many years as the rate of interest . if she paid rs . n1 as interest at the end of the loan period , what was the rate of interest .	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | sqrt ( #1 )
if n is a positive integer greater than n0 , then p ( n ) represents the product of all the prime numbers less than or equal to n . the second smallest prime factor of p ( n1 ) + n2 is	add ( const_1 , const_4 ) | add ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_3 ) | multiply ( #4 , const_2 ) | add ( n2 , #5 ) | divide ( #6 , n2 )
a salesman ` s commission is n0 % on all sales upto rs . n1 and n2 % on all sales exceeding this . he remits rs . n3 to his parent company after deducing his commission . find the total sales .	add ( n3 , const_100 ) | add ( const_12 , const_12 ) | divide ( const_100 , const_4 ) | multiply ( #0 , #2 ) | divide ( #3 , #1 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
a , b , c subscribe rs . n0 for a business , a subscribes rs . n1 more than b and b rs . n2 more than c . out of a total profit of rs . n3 , a receives :	add ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 ) | multiply ( n3 , #4 ) | divide ( #5 , n0 )
the percentage profit earned by selling an article for rs . n0 is equal to the percentage loss incurred by selling the same article for rs . n1 . at what price should the article be sold to make n2 % profit ?	add ( n2 , const_100 ) | add ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_2 ) | multiply ( #2 , #3 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
reema took a loan of rs n0 with simple interest for as many years as the rate of interest . if she paid rs . n1 as interest at the end of the loan period , what was the rate of interest .	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | sqrt ( #1 )
jack and jill work at a hospital with n0 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that jack and jill will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | inverse ( #4 )
don and his wife each receive an n0 percent annual raise . if don receives a raise rs . n1 and his wife receives a raise of rs . n2 , what is the difference between their annual income after their raises ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | divide ( n1 , #0 ) | add ( n2 , #1 ) | add ( n1 , #2 ) | subtract ( #3 , #4 )
a , b , c , d and e are n3 consecutive points on a straight line . if bc = n1 cd , de = n2 , ab = n3 and ac = n4 , what is the length of ae ?	subtract ( n4 , n0 ) | divide ( #0 , n1 ) | add ( n4 , #1 ) | add ( n2 , #2 )
jack and jill work at a hospital with n0 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that jack and jill will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | inverse ( #4 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a squirrel runs up a cylindrical post , in a perfect spiral path making one circuit for each rise of n0 feet . how many feet does the squirrel travels if the post is n1 feet tall and n2 feet in circumference ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
a grocer purchased a quantity of bananas at n0 pounds for $ n1 and sold the entire quantity at n2 pounds for $ n3 . how many pounds did the grocer purchase if the profit from selling the bananas was $ n4 ?	divide ( n3 , n2 ) | divide ( n1 , const_3 ) | subtract ( #0 , #1 ) | divide ( n4 , #2 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
reena took a loan of $ . n0 with simple interest for as many years as the rate of interest . if she paid $ n1 as interest at the end of the loan period , what was the rate of interest ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | sqrt ( #1 )
the interest on a certain deposit at n0 % p . a . is rs . n1 in one year . how much will the additional interest in one year be on the same deposit at n2 % p . a . ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , n1 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
maria sold n0 kg of apples in her first hour at the market , but only n1 kg of apples in the second hour . on average , how many kg of apples did she sell in two hours at the market ?	multiply ( n1 , n1 ) | subtract ( n0 , #0 )
n0 no_ascii_39 n2 of a number is equal to n2 no_ascii_39 n3 of the second number . if n4 is added to the first number then it becomes n5 times of second number . what is the value of the second number ?	multiply ( n3 , n4 ) | multiply ( n3 , n5 ) | multiply ( n1 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
on a sum of money , the simple interest for n0 years is rs . n1 , while the compound interest is rs . n2 , the rate of interest being the same in both the cases . the rate of interest is	divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
a , b , c subscribe rs . n0 for a business . a subscribes rs . n1 more than b and b rs . n2 more than c . out of a total profit of rs . n3 , c receives :	add ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 ) | divide ( #5 , const_4 ) | subtract ( #6 , const_100 ) | divide ( #7 , const_10 )
the sum of number of boys and girls in a school is n0 . if the number of boys is x , then the number of girls becomes x % of the total number of students . the number of boys is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
rs . n0 is divided amongst a , b , c so that n1 times a ' s share , n2 times b ' s share and n3 times c ' s share are all equal . find c ' s share ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
what is the cost of leveling the field in the form of parallelogram at the rate of rs . n0 / n1 sq . metre , whose base & perpendicular distance from the other side being n2 m & n3 m respectively ?	divide ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
an exam consists of n0 true / false questions . brian forgets to study , so he must guess blindly on each question . if any score above n1 % is a passing grade , what is the probability that brian passes ?	divide ( const_1 , const_2 ) | multiply ( n0 , const_3 ) | power ( #0 , n0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 ) | divide ( #7 , const_10 ) | add ( #8 , #7 )
n0 men take n4 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
n4 men went to a theater . n1 of them spent rs . n2 each over their tickets and the ninth spent rs . n3 more than the average expenditure of all the n4 . determine the total money spent by them ?	multiply ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
in the manufacture of a certain product , n0 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the edges of three metal cubes are n0 cm , n1 cm , and n2 cm respectively . a new cube is made by melting these three cubes together . what is the edge of the new cube ( in centimeters ) ?	power ( n1 , n1 ) | power ( n2 , n1 ) | add ( n0 , #0 ) | add ( #2 , #1 ) | power ( #3 , const_0_33 )
the population of a city increases @ n1 % p . a . there is an additional annual increase of n1 % of the population due to the influx of job seekers , find the % increase in population after n2 years ?	add ( n0 , n0 ) | multiply ( n2 , #0 )
for any integer m greater than n1 , $ m denotes the product of all the integers from n1 to m , inclusive . how many prime numbers are there between $ n4 + n3 and $ n4 + n5 , inclusive ?	add ( n0 , n0 ) | add ( n2 , n2 ) | add ( n3 , #0 ) | add ( n5 , #2 ) | subtract ( #3 , #1 ) | add ( #4 , const_2 )
in an examination , a student scores n0 marks for every correct answer and loses n1 marks for every wrong answer . if he attempts all n2 questions and secures n3 marks , the number of questions he attempts correctly , is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
points a , b , c , and d , in that order , lie on a line . if ab = n0 cm , ac = n1 cm , and bd = n2 cm , what is cd , in centimeters ?	subtract ( n1 , n0 )
a man invests rs . n4 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
what is the cost of leveling the field in the form of parallelogram at the rate of rs . n0 / n1 sq . metre , whose base & perpendicular distance from the other side being n2 m & n3 m respectively ?	divide ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 )
amit and ananthu can do a work in n0 days and n1 days respectively . amit started the work and left after n2 days . ananthu took over and completed the work . in how many days was the total work completed ?	inverse ( n0 ) | inverse ( n1 ) | multiply ( #0 , n2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | add ( #4 , n2 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 . if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( n2 , n1 ) | subtract ( n3 , const_1 ) | multiply ( #1 , n2 ) | divide ( #2 , #0 )
of the n0 inhabitants of a town , n1 % are males of whom n2 % are literate . if , of all the inhabitants , n3 % are literate , then what percent of the females of the town are literate ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #7 , #6 ) | multiply ( #8 , const_100 )
a can do a piece of work in n1 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
a jogger running at n0 kmph alongside a railway track in n1 meters ahead of the engine of a n2 metres long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a woman complete a journey in n0 hours . she travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 )
the length of a rectangular plot is n0 mtr more than its width . the cost of fencing the plot along its perimeter at the rate of rs . n1 mtr is rs . n2 . the perimeter of the plot is ?	divide ( n2 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_10 ) | divide ( #2 , const_2 ) | add ( #3 , const_10 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
the average age of a class is n0 years . the average age of the boys in the class is n1 years and that of the girls is n2 years . what is the ratio of boys to girls in the class ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a man invests rs . n0 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
if n0 men and n1 boys can do a piece of work in n2 days and n3 men together will n4 boys can do it in n5 days . compare the daily work done by a man with that of a boy .	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
in a certain company , the ratio of male to female employees is n0 : n3 . if n2 more men were hired , this ratio would increase to n3 : n4 . how many male employees are there in the company ?	divide ( n1 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n1 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
one night n0 percent of the female officers on a police force were on duty . if n1 police officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
jack and jill work at a hospital with n0 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that jack and jill will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | inverse ( #4 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
if a and b are the two values of t that satisfy the equation t ^ n0 no_ascii_21 no_ascii_15 no_ascii_30 n1 t + n2 = n3 , with a > b , what is the value of a no_ascii_21 no_ascii_15 no_ascii_30 b ?	divide ( n2 , n0 ) | subtract ( #0 , n0 )
a dog takes n2 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the sum of number of boys and girls in a school is n0 . if the number of boys is x , then the number of girls becomes x % of the total number of students . the number of boys is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
a company organzied a help desk . there have been done n0 hrs work on software , n1 hrs on help user nd n2 % on other services . find the total no . of hrs have been worked on that day ?	add ( const_1 , const_4 ) | add ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , const_3 )
a man sitting in a train which is travelling at n0 kmph observes that a goods train , travelling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n2 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
there are n0 players in a bowling team with an average weight of n1 kg . if two new players join the team , one weighs n2 kg and the second weighs n3 kg , what will be the new average weight ?	add ( n2 , n3 ) | add ( n0 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
carl can wash all the windows of his house in n0 hours . his wife maggie can wash all the windows in n1 hours . how many hours will it take for both of them working together to wash all the windows ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_60 , #2 ) | multiply ( #2 , #3 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
a can do a piece of work in n0 days . when he had worked for n1 days b joins him . if the complete work was finished in n2 days . in how many days b alone can finish the work ?	add ( n0 , n2 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | multiply ( n1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #1 , #4 ) | subtract ( #5 , #2 ) | inverse ( #6 ) | subtract ( #7 , #0 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containg n1 % alcohol and now the percentage of alcohol was found to be n2 % . what quantity of whisky is replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
john buys good worth rs . n0 . he gets a rebate of n1 % on it . after getting the rebate , he pays sales tax @ n2 % . find the amount he will have to pay for the goods .	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , #3 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a squirrel runs up a cylindrical post , in a perfect spiral path making one circuit for each rise of n2 feet . how many feet does the squirrel travels if the post is n1 feet tall and n2 feet in circumference ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
the edges of three metal cubes are n0 cm , n1 cm , and n2 cm respectively . a new cube is made by melting these three cubes together . what is the edge of the new cube ( in centimeters ) ?	power ( n1 , n1 ) | power ( n2 , const_3 ) | add ( n0 , #0 ) | add ( #2 , #1 ) | power ( #3 , const_0_33 )
there are n0 toys coloured red and white in a box . two red toys are removed from the lot and now there are twice as many red ones as white ones . how many of red colour toys are there now ?	multiply ( n0 , const_2 ) | add ( #0 , const_2 ) | divide ( #1 , const_3 ) | subtract ( #2 , const_2 )
the ratio of football players , baseball players , soccer players , and basketball players in a school is n0 : n1 : n2 : n3 . how many athletes are in the school if n4 players are on the basketball team ?	multiply ( n2 , n4 ) | multiply ( n1 , n4 ) | multiply ( n0 , n4 ) | divide ( #0 , n3 ) | divide ( #1 , n3 ) | divide ( #2 , n3 ) | add ( n4 , #3 ) | add ( #6 , #4 ) | add ( #7 , #5 )
two pipes a and b can fill a cistern in n0 no_ascii_49 min and n1 minutes respectively . both the pipes are opened . the cistern will be filled in just half an hour , if the pipe b is turned off after	add ( const_2 , const_3 ) | divide ( n1 , #0 )
the sum of number of boys and girls in a school is n0 . if the number of boys is x , then the number of girls becomes x % of the total number of students . the number of boys is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
a and b can do a work in n0 days , b and c can do it in n1 days ; a , b and c together can finish it in n2 days . a and c together will do it in ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | add ( #4 , #3 ) | inverse ( #5 )
the surface area of a sphere is n0 no_ascii_35 r n1 , where r is the radius of the sphere . if the area of the base of a hemisphere is n2 , what is the surface area r of that hemisphere ?	divide ( n2 , const_pi ) | multiply ( n0 , const_pi ) | multiply ( #0 , #1 ) | multiply ( #0 , const_pi ) | divide ( #2 , n1 ) | add ( #4 , #3 )
a basketball team composed of n0 players scored n1 points in a particular contest . if none of the individual players scored fewer than n2 points , what is the greatest number of points t that an individual player might have scored ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a rectangular circuit board is designed to have a width of w inches , a length of l inches , a perimeter of p inches , and an area of c square inches . which of the following equations must be true ?	rhombus_perimeter ( const_4 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_21 no_ascii_15 no_ascii_38 s age is included to it , the average increases by one . what is the teacher no_ascii_21 no_ascii_15 no_ascii_38 s age in years ?	add ( n0 , const_1 )
two trains n0 m and n1 m long are running on parallel rails at the rate of n2 kmph and n3 kmph respectively . in how much time will they cross each other , if they are running in the same direction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
there were totally n0 men . n1 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
a basketball team composed of n0 players scored n1 points in a particular contest . if none of the individual players scored fewer than n2 points , what is the greatest number of points l that an individual player might have scored ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
if teena is driving at n0 miles per hour and is currently n1 miles behind joe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of joe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
the element being searched for is not found in an array of n0 elements . what is the average number of comparisons needed in a sequential search to determine that the element is not there , if the elements are completely unordered ?	add ( n0 , const_1 ) | divide ( n0 , const_2 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | floor ( #3 ) | multiply ( #4 , const_2 )
find the side of the largest possible square slabs which can be paved on the floor of a room n0 m n3 cm long and n2 m n3 cm broad . also find the number of such slabs to pave the floor .	add ( const_2 , const_3 ) | multiply ( n0 , const_3 ) | multiply ( #0 , #1 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
on a sum of money , the simple interest for n0 years is rs . n1 , while the compound interest is rs . n2 , the rate of interest being the same in both the cases . the rate of interest is	divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
a woman complete a journey in n0 hours . she travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | multiply ( #3 , const_2 )
a grocer purchased a quantity of bananas at n0 pounds for $ n1 and sold the entire quantity at n2 pounds for $ n3 . how many pounds did the grocer purchase if the profit from selling the bananas was $ n4 ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( n4 , #2 )
there are n4 students . n3 of them are men and n3 of them are women . if n3 students are selected from the n4 students . what is the probability that the number of men is equal to that of women ?	choose ( n0 , n1 ) | divide ( n1 , const_2 ) | choose ( n1 , #1 ) | multiply ( #2 , #2 ) | divide ( #3 , #0 )
john and david work at a hospital with n2 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that john and david will both be chosen ?	divide ( const_1 , n0 ) | subtract ( n0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( #2 , #0 ) | multiply ( n1 , #3 )
virginia , adrienne , and dennis have taught history for a combined total of n0 years . if virginia has taught for n2 more years than adrienne and for n2 fewer years than dennis , for how many years has dennis taught ?	add ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 )
a n3 - digit number n5 a n3 is added to another n3 - digit number n4 to give a n5 - digit number n6 b n7 , which is divisible by n8 . then , ( a + b ) = ?	multiply ( n0 , n0 ) | add ( #0 , const_1 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 . if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( const_2 , const_4 ) | subtract ( n3 , const_1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a pet groomer has n0 animals to groom for the day ( n1 cats and n2 dogs ) . if she randomly selects n3 animals to groom before lunch , what is the probability she will finish all the cats before lunch ?	divide ( n1 , n0 )
( ( n8 ^ n3 m ) / ( n3 ^ n3 m ) ) ( ( n8 ^ n7 ) / ( n6 ^ n7 ) ) = n8 / ( n9 ( n10 ) ^ n11 ) what is m ?	power ( n10 , n11 ) | power ( n0 , n5 ) | power ( n6 , n5 ) | power ( n1 , n1 ) | log ( #3 ) | multiply ( n9 , #0 ) | multiply ( #5 , #1 ) | divide ( #6 , #2 ) | log ( #7 ) | divide ( #8 , #4 )
a bullet train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the bullet train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( n0 , #2 )
points a , b , c , and d , in that order , lie on a line . if ab = n0 cm , ac = n1 cm , and bd = n2 cm , what is cd , in centimeters ?	subtract ( n1 , n0 )
in a trapezium abcd , ab is parallel to dc , ab = n0 * dc , and the diagonals of the trapezium intersect at o . the ratio of the area of no_ascii_59 ocd to the area of no_ascii_59 oab is :	divide ( const_1 , n0 ) | multiply ( #0 , #0 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
n1 years ago , the age of anand was one - third the age of bala at that time . the present age of bala is n1 years more than the present age of anand . find the present age of anand ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | divide ( #0 , #1 )
a certain number of men can finish a piece of work in n2 days . however , if there were n2 less men it will take n2 days more for the work to be finished . how many men were there originally ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | divide ( n1 , #2 )
the length of a rectangular plot is n0 mtr more than its width . the cost of fencing the plot along its perimeter at the rate of rs . n1 mtr is rs . n2 . the perimeter of the plot is ?	divide ( n2 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 ) | add ( #3 , n0 ) | add ( #4 , #3 ) | multiply ( #5 , const_2 )
what is the cost of leveling the field in the form of parallelogram at the rate of rs . n0 / n1 sq . metre , whose base & perpendicular distance from the other side being n2 m & n3 m respectively ?	divide ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after n1 year service . he served only for n2 months and receiveduniform and rs . n3 , find the priceof the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
n6 men and n2 boys can complete a work in n2 days . n3 men and n4 boys can complete the same work in n5 days . the work done by n6 boys is equal to the work of how many men ?	multiply ( n1 , n3 ) | multiply ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , #2 ) | multiply ( n3 , #3 )
a dog takes n2 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the ratio of the incomes of uma and bala is n0 : n2 and the ratio of their expenditure is n2 : n3 . if at the end of the year , each saves $ n4 then the income of uma is ?	multiply ( n0 , n4 )
what is the cost of leveling the field in the form of parallelogram at the rate of rs . n0 / n1 sq . metre , whose base & perpendicular distance from the other side being n2 m & n3 m respectively ?	divide ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
an exam consists of n0 true / false questions . brian forgets to study , so he must guess blindly on each question . if any score above n1 % is a passing grade , what is the probability that brian passes ?	divide ( const_1 , const_2 ) | multiply ( n0 , const_3 ) | power ( #0 , n0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 ) | divide ( #7 , const_10 ) | add ( #8 , #7 )
n0 litres of water are poured into an aquarium of dimensions n1 cm length , n2 cm breadth , and n3 cm height . how high ( in cm ) will the water rise ? ( n4 litre = n5 cm no_ascii_46 )	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | divide ( #1 , n5 ) | divide ( #2 , n0 ) | divide ( n3 , #3 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , const_1 ) | divide ( n0 , #4 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
a driver goes on a trip of n2 kilometers , the first n3 kilometers at n2 kilometers per hour and the remaining distance at n3 kilometers per hour . what is the average speed of the entire trip in kilometers per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
reema took a loan of rs n0 with simple interest for as many years as the rate of interest . if she paid rs . n1 as interest at the end of the loan period , what was the rate of interest .	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | sqrt ( #1 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
the surface area of a sphere is n0 no_ascii_35 r n1 , where r is the radius of the sphere . if the area of the base of a hemisphere is n2 , what is the surface area w of that hemisphere ?	divide ( n2 , const_pi ) | multiply ( n0 , const_pi ) | multiply ( #0 , #1 ) | multiply ( #0 , const_pi ) | divide ( #2 , n1 ) | add ( #4 , #3 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
amit and ananthu can do a work in n0 days and n1 days respectively . amit started the work and left after n2 days . ananthu took over and completed the work . in how many days was the total work completed ?	inverse ( n0 ) | inverse ( n1 ) | multiply ( #0 , n2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | add ( #4 , n2 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a taxi owner buys diesel at rs . n0 , rs . n1 and rs . n2 per litre for n3 successive years . what approximately is the average cost per litre of diesel if he spends rs . n4 each year ?	divide ( n4 , n0 ) | divide ( n4 , n1 ) | divide ( n4 , n2 ) | multiply ( n3 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | divide ( #3 , #5 )
a man invests rs . n2 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
a jar contains a mixture of ab in the ratio n4 : n3 . when n2 l of mixture is replaced with liquid b , ratio becomes n3 : n4 . how many liters of liquid a was present in mixture initially .	add ( n0 , n1 ) | multiply ( n4 , n3 ) | multiply ( n3 , n3 ) | add ( #1 , #2 ) | subtract ( #1 , n1 ) | divide ( n2 , #4 ) | multiply ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( n0 , #7 )
machine a produces n1 parts twice as fast as machine b does . machine b produces n1 parts in n2 minutes . if each machine produces parts at a constant rate , how many parts does machine a produce in n3 minutes ?	divide ( n0 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n3 , #1 )
q and r are two - digit positive integers that have the same digits but in reverse order . if the positive difference between q and r is less than n0 , what is the greatest possible value of q minus r ?	subtract ( const_10 , const_1 ) | reminder ( n0 , #0 ) | multiply ( #1 , #0 )
if n0 gallons of gasoline are added to a tank that is already filled to n1 / n2 of its capacity , the tank is then filled to n3 / n4 of its capacity . how many gallons does the tank hold ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( n0 , #4 )
in a certain parking lot , n0 % of the cars are towed for parking illegally . however n1 % of the cars which are parked illegally are not towed . what percentage of cars in the parking lot are parked illegally ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #2 , #1 )
niki covers a distance in n0 min , if she drives at a speed of n1 km / h on an average . find the speed at which she must drive at to reduce the time of the journey by n2 % .	divide ( n2 , const_100 ) | divide ( const_1 , #0 ) | multiply ( n1 , #1 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
a train travelling at n0 kmph completely crosses another train having half its length and travelling in opposite direction at n1 kmph , in n2 seconds . it also passes a railway platform in n3 seconds . the length of the platform is	multiply ( n0 , const_0_2778 ) | multiply ( n3 , #0 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 seconds . the length of each train is ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a can do a piece of work in n0 days . when he had worked for n1 days b joins him . if the complete work was finished in n2 days . in how many days b alone can finish the work ?	add ( n0 , n2 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | multiply ( n1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #1 , #4 ) | subtract ( #5 , #2 ) | inverse ( #6 ) | subtract ( #7 , #0 )
points a , b , c , and d , in that order , lie on a line . if ab = n0 cm , ac = n1 cm , and bd = n2 cm , what is cd , in centimeters ?	subtract ( n1 , n0 )
a retailer sold an appliance for $ n0 . if the retailer ' s gross profit on the appliance was n1 percent of the retailer ' s cost for the appliance , how many dollars was the retailer ' s gross profit ?	divide ( n1 , n0 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 ) | subtract ( n0 , #3 )
a sells a bicycle to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays rs . n2 for it , the cost price of the bicycle for a is	add ( n1 , const_100 ) | add ( n0 , const_100 ) | multiply ( n2 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
an exam consists of n0 true / false questions . brian forgets to study , so he must guess blindly on each question . if any score above n1 % is a passing grade , what is the probability that brian passes ?	divide ( const_1 , const_2 ) | multiply ( n0 , const_3 ) | power ( #0 , n0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 ) | divide ( #7 , const_10 ) | add ( #8 , #7 )
a man invests rs . n3 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
let a be the event that a randomly selected two digit number is divisible by n0 and let b be the event that a randomly selected two digit number is divisible by n1 . what is p ( a and b ) ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , const_2 ) | divide ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , #4 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
in a house a hall is n3 m long , n1 m wide and n2 m high . its interior has to be covered with mat . what will be the total expenditure if it costs rs . n3 per square m ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
a and b can complete a work in n0 days and n1 day . they started doing the work together but after n2 days b had to leave and a alone completed the remaining work . the whole work was completed in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
an exam consists of n0 true / false questions . brian forgets to study , so he must guess blindly on each question . if any score above n1 % is a passing grade , what is the probability that brian passes ?	divide ( const_1 , const_2 ) | multiply ( n0 , const_3 ) | power ( #0 , n0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #2 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | subtract ( const_1 , #6 ) | divide ( #7 , const_10 ) | add ( #8 , #7 )
of the n0 inhabitants of a town , n1 % are males of whom n2 % are literate . if , of all the inhabitants , n3 % are literate , then what percent of the females of the town are literate ?	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #7 , #6 ) | multiply ( #8 , const_100 )
the perimeter of a rectangle is equal to the perimeter of aright - angled triangle of height n0 cm . if the base of the triangle is equal to the breadth of the rectangle , what is the length of the rectangle no_ascii_79	power ( n0 , const_2 ) | add ( #0 , const_1 ) | sqrt ( #1 ) | multiply ( #2 , const_2 )
a dog takes n0 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
reema took a loan of rs n0 with simple interest for as many years as the rate of interest . if she paid rs . n1 as interest at the end of the loan period , what was the rate of interest .	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | sqrt ( #1 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a sum of money is distributed among w , x , y , z in the proportion of n0 : n1 : n2 : n3 . if x gets $ n4 more than y , what is the w ' s share ?	divide ( n1 , n2 ) | subtract ( #0 , const_1 ) | divide ( n4 , #1 ) | divide ( #2 , n2 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a man sitting in a train which is travelling at n0 kmph observes that a goods train , travelling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed .	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
an woman sitting in a train which is travelling at n0 kmph observes that a goods train travelling in a opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed .	speed ( n2 , n1 ) | speed ( #0 , const_0_2778 ) | subtract ( #1 , n0 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the number of questions he attempts correctly , is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
two train n0 m and n1 m long are running on parallel rails at the rate of n2 kmph and n3 kmph respectively . in how much time will they cross each other , if they are running in the same direction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | speed_in_still_water ( const_0_2778 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
the difference in compound interest earned on a deposit ( compounded annually ) in year n0 and year n1 is $ n2 . had the interest rate been n3 times its present value , the difference a would have been how much ?	multiply ( n3 , const_100 ) | multiply ( n1 , const_10 ) | add ( n2 , #0 ) | add ( #2 , #1 )
a man sitting in a train which is travelling at n0 kmph observes that a goods train travelling in a opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed .	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
one night n0 percent of the female officers on a police force were on duty . if n1 police officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
let a be the event that a randomly selected two digit number is divisible by n0 and let b be the event that a randomly selected two digit number is divisible by n1 . what is p ( a and b ) ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , const_2 ) | divide ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , #4 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
rebecca ' s yearly income is $ n0 and jimmy ' s annual income is $ n1 . by how much must rebecca ' s yearly income increase so that it constitutes n2 % of rebecca and jimmy ' s combined income ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1000 )
there are n0 male and female participants in a meeting . half the female participants and one - quarterof the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
if teena is driving at n0 miles per hour and is currently n1 miles behind roe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of roe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
set x consists of all two - digit primes and set y consists of all positive odd multiples of n0 less than n1 . if the two sets are combined into one , what will be the range of the new set ?	subtract ( n1 , const_3 ) | subtract ( #0 , n0 )
what is the cost of leveling the field in the form of parallelogram at the rate of rs . n0 / n1 sq . metre , whose base & perpendicular distance from the other side being n2 m & n3 m respectively ?	divide ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
tim has n0 n1 - dollar bills , n2 n3 - dollar bills , and n4 one - dollar bills . if tim needs to pay exactly $ n5 , what is the least number of bills he will need to use ?	subtract ( n0 , const_1 ) | add ( #0 , const_1 ) | add ( #1 , const_3 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in a house a hall is n0 m long , n1 m wide and n2 m high . its interior has to be covered with mat . what will be the total expenditure if it costs rs . n3 per square m ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
carl can wash all the windows of his house in n0 hours . his wife maggie can wash all the windows in n1 hours . how many hours will it take for both of them working together to wash all the windows ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_60 , #2 ) | multiply ( #2 , #3 )
there are n0 male and female participants in a meeting . half the female participants and one - quarterof the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
the average age of n0 students in a group is n1 years . when teacher no_ascii_21 no_ascii_15 no_ascii_38 s age is included to it , the average increases by one . what is the teacher no_ascii_21 no_ascii_15 no_ascii_38 s age in years ?	add ( n0 , const_1 )
in a river flowing at n0 km / hr , a boat travels n1 km upstream and then returns downstream to the starting point . if its speed in still water be n2 km / hr , find the total journey time .	add ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 )
if the sum of two numbers is n0 and the h . c . f and l . c . m of these numbers are n1 and n2 respectively , then the sum of the reciprocal of the numbers is equal to :	add ( n1 , n2 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
in a certain parking lot , n0 % of the cars are towed for parking illegally . however n1 % of the cars which are parked illegally are not towed . what percentage of cars in the parking lot are parked illegally ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #2 , #1 )
amit and ananthu can do a work in n0 days and n1 days respectively . amit started the work and left after n2 days . ananthu took over and completed the work . in how many days was the total work completed ?	inverse ( n0 ) | inverse ( n1 ) | multiply ( #0 , n2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | add ( #4 , n2 )
a and b can do a work in n0 days , b and c in n1 days and c and a in n2 days . in how many days will the work be completed , if all three of them work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
if n1 taps are opened together a tank is filled in n1 hrs . one of the taps alone can fill it in n2 hrs . and another in n3 hrs . in how many hours will the third tap fill it ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | add ( n0 , #1 ) | subtract ( n2 , #2 ) | divide ( #0 , #3 )
a dog takes n2 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a dog takes n0 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
when the positive integer a is divided by n0 , the quotient is b and the remainder n3 . when a is divided by n4 , the remainder is also n3 . what is the remainder when b is divided by n4 ?	reminder ( n2 , n2 ) | add ( #0 , const_1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 . if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( const_2 , n1 ) | subtract ( n3 , const_1 ) | multiply ( #1 , n2 ) | divide ( #2 , #0 )
total number of people attending a party is n0 . n1 % of the men are wearing black shirt and rest are wearing red . if n2 % of the total people are women then how many men are wearing red shirts ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n0 , #3 ) | multiply ( #2 , #4 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a bullet train n0 m long is running with a speed of n1 kmph . in what time will it pass a man who is running at n2 kmph in the direction opposite to that in which the bullet train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( n0 , #2 )
a and b can do a work in n0 days , b and c in n1 days and c and a in n2 days . in how many days will the work be completed , if all three of them work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 ) | divide ( const_1 , #5 )
there are n0 male and female participants in a meeting . half the female participants and one - quarterof the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containg n1 % alcohol and now the percentage of alcohol was found to be n2 % . what quantity of whisky is replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the percentage profit earned by selling an article for rs . n0 is equal to the percentage loss incurred by selling the same article for rs . n1 . at what price should the article be sold to make n2 % profit ?	add ( n2 , const_100 ) | add ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_2 ) | multiply ( #2 , #3 )
amit and ananthu can do a work in n0 days and n1 days respectively . amit started the work and left after n2 days . ananthu took over and completed the work . in how many days was the total work completed ?	inverse ( n0 ) | inverse ( n1 ) | multiply ( #0 , n2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | add ( #4 , n2 )
the edges of three metal cubes are n0 cm , n1 cm , and n2 cm respectively . a new cube is made by melting these three cubes together . what is the edge of the new cube ( in centimeters ) ?	power ( n1 , n1 ) | power ( n2 , n1 ) | add ( n0 , #0 ) | add ( #2 , #1 ) | power ( #3 , const_0_33 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
rs . n0 were divided among a , b , c in such a way that a had rs . n1 more than b and c had rs n2 more than a . how much was b no_ascii_21 no_ascii_15 no_ascii_38 s share ?	add ( n1 , n1 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( n2 , #3 ) | add ( n1 , #4 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
p says to q ` ` i am thrice as old as you were when i was as old as you are ' ' . if the sum of their present age is n0 years , then the present age of q ?	multiply ( n0 , const_3 ) | multiply ( const_3 , const_3 ) | subtract ( #1 , const_1 ) | divide ( #0 , #2 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a rectangular floor is covered by a rug except for a strip n0 meters wide along each of the four edge . if the floor is n1 meters by n2 meters , what is the area of the rug in square meters ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 ) | subtract ( n2 , #0 ) | rectangle_area ( #1 , #2 )
if teena is driving at n0 miles per hour and is currently n1 miles behind poe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of poe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
peter has $ n0 in his savings account . what is the least amount of money ( in whole number of dollars ) that he must add to his account if he wants to split this money evenly among his n1 children ?	divide ( n1 , n1 ) | add ( n0 , #0 )
if rs . n0 be divided among a , b , c in such a way that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets , then their shares are respectively ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , n3 ) | divide ( n0 , #4 )
let a be the event that a randomly selected two digit number is divisible by n0 and let b be the event that a randomly selected two digit number is divisible by n1 . what is p ( a and b ) ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , const_2 ) | divide ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , #4 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
in a garment industry , n3 men working n1 hours per day complete a piece of work in n2 days . to complete the same work in n3 days , working n4 hours a day , the number of men required is :	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n3 )
a man invests rs . n0 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
a cylindrical can has a radius of n0 centimeters and a height of n1 centimeters . what is the area , in square centimeters , of a rectangular label that completely covers the curved surface of the can without over - lapping ?	multiply ( n0 , n1 ) | multiply ( const_2 , const_pi ) | multiply ( #0 , #1 )
the ratio of the incomes of a and b is n3 : n1 and the ratio of their expenditure is n2 : n3 . if at the end of the year , each saves $ n4 then the income of a is ?	divide ( n0 , n3 ) | multiply ( n4 , #0 )
a cylindrical can has a radius of n0 centimeters and a height of n1 centimeters . what is the area , in square centimeters , of a rectangular label that completely covers the curved surface of the can without over - lapping ?	multiply ( n0 , n1 ) | multiply ( const_2 , const_pi ) | multiply ( #0 , #1 )
a grocer purchased a quantity of bananas at n0 pounds for $ n1 and sold the entire quantity at n2 pounds for $ n3 . how many pounds did the grocer purchase if the profit from selling the bananas was $ n4 ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( n4 , #2 )
in a house a hall is n0 m long , n1 m wide and n2 m high . its interior has to be covered with mat . what will be the total expenditure if it costs rs . n3 per square m ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 )
n0 % people of a village in sri lanka died by bombardment , n1 % of the remainder left the village on account of fear . if now the population is reduced to n2 , how much was it in the beginning ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 ) | floor ( #5 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
reena took a loan of $ . n0 with simple interest for as many years as the rate of interest . if she paid $ n1 as interest at the end of the loan period , what was the rate of interest ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | sqrt ( #1 )
a garrison of n0 men has provisions for n1 days . at the end of n2 days , a reinforcement arrives , and it is now found that the provisions will last only for n3 days more . what is the reinforcement ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 ) | subtract ( #3 , n0 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containing n1 % alcohol and now the percentage of alcohol was found to be n2 % . the quantity of whisky replaced is :	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
arjun started a business with rs . n0 , n3 and is joined afterwards by anoop with rs . n2 , n3 . after how many months did anoop join if the profits at the end of the year are divided equally ?	multiply ( const_100 , const_4 ) | multiply ( const_100 , const_2 ) | multiply ( n1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_10 ) | multiply ( #3 , const_12 ) | multiply ( #4 , const_12 ) | subtract ( #6 , #7 ) | divide ( #8 , #5 )
carl can wash all the windows of his house in n0 hours . his wife maggie can wash all the windows in n1 hours . how many hours will it take for both of them working together to wash all the windows ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_60 , #2 ) | multiply ( #2 , #3 )
jack and jill work at a hospital with n1 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that jack and jill will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | inverse ( #4 )
a squirrel runs up a cylindrical post , in a perfect spiral path making one circuit for each rise of n0 feet . how many feet does the squirrel travels if the post is n1 feet tall and n2 feet in circumference ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
if n0 men and n1 boys can do a piece of work in n2 days and n3 men together will n4 boys can do it in n5 days . compare the daily work done by a man with that of a boy ?	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
rs . n0 is divided amongst a , b , c so that n1 times a ' s share , n2 times b ' s share and n3 times c ' s share are all equal . find c ' s share ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 )
john left home and drove at the rate of n3 mph for n1 hours . he stopped for lunch then drove for another n2 hours at the rate of n3 mph to reach his destination . how many miles did john drive ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
two circular frames are kept one above the other . frame x has a diameter of n0 cm and frame y has a diameter of n1 cm . what fraction of the surface of frame x is not covered by frame y ?	divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | circle_area ( #0 ) | circle_area ( #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 )
a dog takes n0 leaps for every n2 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
set x consists of all two - digit primes and set y consists of all positive odd multiples of n0 less than n1 . if the two sets are combined into one , what will be the range of the new set ?	subtract ( n1 , const_3 ) | subtract ( #0 , n0 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
how many pounds of salt at n0 cents / lb must be mixed with n1 lbs of salt that costs n2 cents / lb so that a merchant will get n3 % profit by selling the mixture at n4 cents / lb ?	add ( n3 , const_100 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #5 , n4 ) | divide ( #6 , #7 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
the surface area of a sphere is n0 no_ascii_35 r n1 , where r is the radius of the sphere . if the area of the base of a hemisphere is n2 , what is the surface area t of that hemisphere ?	divide ( n2 , const_pi ) | multiply ( n0 , const_pi ) | multiply ( #0 , #1 ) | multiply ( #0 , const_pi ) | divide ( #2 , n1 ) | add ( #4 , #3 )
a driver goes on a trip of n0 kilometers , the first n1 kilometers at n2 kilometers per hour and the remaining distance at n3 kilometers per hour . what is the average speed of the entire trip in kilometers per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
a can do a piece of work in n0 days . b can do it in n1 days . with the assistance of c they completed the work in n2 days . find in how many days can c alone do it ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #0 , #4 ) | divide ( #5 , n2 ) | divide ( #0 , #6 )
two trains n0 m and n1 m long are running on parallel rails at the rate of n2 kmph and n3 kmph respectively . in how much time will they cross each other , if they are running in the same direction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
if n0 gallons of gasoline are added to a tank that is already filled to n1 / n2 of its capacity , the tank is then filled to n3 / n4 of its capacity . how many gallons does the tank hold ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( n0 , #4 )
n0 men take n1 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
reena took a loan of $ . n0 with simple interest for as many years as the rate of interest . if she paid $ n1 as interest at the end of the loan period , what was the rate of interest ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 ) | sqrt ( #1 )
a dog takes n0 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a squirrel runs up a cylindrical post , in a perfect spiral path making one circuit for each rise of n0 feet . how many feet does the squirrel travels if the post is n1 feet tall and n2 feet in circumference ?	divide ( n1 , n0 ) | multiply ( n2 , #0 )
two trains t n0 and t n1 start simultaneously from two stations x and y respectively towards each other . if they are n2 km apart both n3 and n4 hours after start , then find the distance between the two stations .	multiply ( n1 , n2 ) | add ( n2 , #0 )
there are n0 male and female participants in a meeting . half the female participants and one - quarterof the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
a man takes twice as long to row a distance against the stream as to row the same distance in favour of the stream . the ratio of the speed of the boat ( in still water ) and the stream is :	add ( const_1 , const_2 ) | subtract ( const_2 , const_1 ) | divide ( #0 , #1 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containg n1 % alcohol and now the percentage of alcohol was found to be n2 % . what quantity of whisky is replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
i travel the first part of my journey at n0 kmph and the second part at n1 kmph and cover the total distance of n2 km to my destination in n3 hours . how long did the first part of my journey last	multiply ( n1 , n3 ) | subtract ( n1 , n0 ) | subtract ( #0 , n2 ) | divide ( #2 , #1 )
the ratio of the incomes of a and b is n0 : n1 and the ratio of their expenditure is n2 : n3 . if at the end of the year , each saves $ n4 then the income of a is ?	divide ( n0 , n3 ) | multiply ( n4 , #0 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
there were totally n0 men . n1 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
there are n0 female managers in a certain company . find the total number t of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
there are n0 female managers in a certain company . find the total number y of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
in a rectangular box measuring n0 inches by n1 inches by n2 inches if small rectangular boxes measuring n3 inches by n4 inches by n5 inches are arranged in it , what is the max number of boxes that fit into it ?	divide ( n2 , n5 ) | divide ( n0 , n3 ) | divide ( n1 , n4 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 )
one night n0 percent of the female officers on a police force were on duty . if n1 police officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
a mixture contains milk and water in the ratio n4 : n3 . on adding n2 liters of water , the ratio of milk to water becomes n3 : n4 . total quantity of milk & water before adding water to it ?	add ( n0 , n1 ) | divide ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #6 )
two trains n0 m and n1 m long are running on parallel rails at the rate of n2 kmph and n3 kmph respectively . in how much time will they cross each other , if they are running in the same direction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
if teena is driving at n0 miles per hour and is currently n1 miles behind loe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of loe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a mixture contains milk and water in the ratio n3 : n1 . on adding n2 liters of water , the ratio of milk to water becomes n3 : n4 . total quantity of milk & water before adding water to it ?	add ( n0 , n1 ) | divide ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #6 )
a basketball team composed of n0 players scored n1 points in a particular contest . if none of the individual players scored fewer than n2 points , what is the greatest number of points w that an individual player might have scored ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( n2 , #1 )
a cylindrical can has a radius of n0 centimeters and a height of n1 centimeters . what is the area , in square centimeters , of a rectangular label that completely covers the curved surface of the can without over - lapping ?	multiply ( n0 , n1 ) | multiply ( const_2 , const_pi ) | multiply ( #0 , #1 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a , b , c subscribe rs . n0 for a business . a subscribes rs . n1 more than b and b rs . n2 more than c . out of a total profit of rs . n3 , b receives :	subtract ( n2 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_3 ) | divide ( #2 , n0 ) | multiply ( n3 , #3 )
there are n0 players in a bowling team with an average weight of n1 kg . if two new players join the team , one weighs n2 kg and the second weighs n3 kg , what will be the new average weight ?	add ( n2 , n3 ) | add ( n0 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
one machine takes n2 minutes to check fault in n1 km fiber optic cable . another machine does the same job in n2 seconds . what time will it take to do the same job when both machines are put to work ?	inverse ( n0 ) | multiply ( n0 , const_60 ) | inverse ( #1 ) | add ( #2 , #0 ) | inverse ( #3 )
a company wants to spend equal amounts of money for the purchase of two types of computer printers costing $ n0 and $ n1 per unit , respectively . what is the fewest number of computer printers that the company can purchase ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
a cylindrical can has a radius of n0 centimeters and a height of n1 centimeters . what is the area , in square centimeters , of a rectangular label that completely covers the curved surface of the can without over - lapping ?	multiply ( n0 , n1 ) | multiply ( const_2 , const_pi ) | multiply ( #0 , #1 )
there are n0 female managers in a certain company . find the total number of female employees q in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
a , b , c , d and e are n3 consecutive points on a straight line . if bc = n1 cd , de = n2 , ab = n3 and ac = n4 , what is the length of ae ?	subtract ( n4 , n0 ) | divide ( #0 , n1 ) | add ( n4 , #1 ) | add ( n2 , #2 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a motorcyclist x drives along a circular fence at a rate of n0 rounds per hour and another motor cyclist y at a rate of n1 rounds per hour . after how long they will cross each other for the first time ?	multiply ( const_2 , const_60 ) | divide ( #0 , n1 )
in a certain parking lot , n0 % of the cars are towed for parking illegally . however n1 % of the cars which are parked illegally are not towed . what percentage of cars in the parking lot are parked illegally ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #2 , #1 )
the annual interest rate earned by an investment increased by n0 percent from last year to this year . if the annual interest rate earned by the investment this year was n1 percent , what was the annual interest rate last year ?	add ( n1 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , #0 )
the percentage profit earned by selling an article for rs . n0 is equal to the percentage loss incurred by selling the same article for rs . n1 . at what price should the article be sold to make n2 % profit ?	add ( n2 , const_100 ) | add ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_2 ) | multiply ( #2 , #3 )
two trains are moving in opposite directions with speed of n1 km / hr and n1 km / hr respectively . their lengths are n2 km and n3 km respectively . the slower train cross the faster train in - - - seconds	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_3600 )
there are n0 runners on a track team who run an average of n1 seconds per n5 yards . if another runner joins their team who runs n3 seconds per n5 yards , what will the new average n5 yard time be ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
a company wants to spend equal amounts of money for the purchase of two types of computer printers costing $ n0 and $ n1 per unit , respectively . what is the fewest number of computer printers that the company can purchase ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
a number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x if x no_ascii_24 n2 ?	divide ( n0 , n1 )
if n3 gallons of gasoline are added to a tank that is already filled to n1 / n2 of its capacity , the tank is then filled to n3 / n4 of its capacity . how many gallons does the tank hold ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( n0 , #4 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
the product z of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other is greater than n4 but less than n5 then what is z ?	subtract ( n0 , const_4 ) | multiply ( #0 , const_3 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
a jar full of whisky contains n0 % alcohol . a part of this whisky is replaced by another containg n1 % alcohol and now the percentage of alcohol was found to be n2 % . what quantity of whisky is replaced ?	subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
there are n0 players in a bowling team with an average weight of n1 kg . if two new players join the team , one weighs n2 kg and the second weighs n3 kg , what will be the new average weight ?	add ( n2 , n3 ) | add ( n0 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
if teena is driving at n0 miles per hour and is currently n1 miles behind joe , who is driving at n2 miles per hour in the same direction then in how many minutes will teena be n3 miles ahead of joe ?	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
two pipes a and b can fill a tank in n0 hours and n1 hours respectively . if they are opened on alternate hours and if pipe a is opened first , in how many hours , the tank shall be full ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a driver goes on a trip of n0 kilometers , the first n1 kilometers at n2 kilometers per hour and the remaining distance at n3 kilometers per hour . what is the average speed of the entire trip in kilometers per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
q and r are two - digit positive integers that have the same digits but in reverse order . if the positive difference between q and r is less than n0 , what is the greatest possible value of q minus r ?	subtract ( const_10 , const_1 ) | reminder ( n0 , #0 ) | multiply ( #1 , #0 )
a jar contains a mixture of ab in the ratio n0 : n1 . when n2 l of mixture is replaced with liquid b , ratio becomes n3 : n4 . how many liters of liquid a was present in mixture initially .	add ( n0 , n1 ) | multiply ( n4 , n3 ) | multiply ( n3 , n3 ) | add ( #1 , #2 ) | subtract ( #1 , n1 ) | divide ( n2 , #4 ) | multiply ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( n0 , #7 )
a number x is multiplied by n0 , and this product is then divided by n1 . if the positive square root of the result of these two operations equals x , what is the value of x if x no_ascii_24 n2 ?	divide ( n0 , n1 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . the faster train passes the slower train in n2 seconds . the length of each train is :	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
the interest on a certain deposit at n0 % p . a . is rs . n1 in one year . how much will the additional interest in one year be on the same deposit at n2 % p . a . ?	divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , n1 )
a can do a piece of work in n0 days . when he had worked for n1 days b joins him . if the complete work was finished in n2 days . in how many days b alone can finish the work ?	add ( n0 , n2 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | multiply ( n1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #1 , #4 ) | subtract ( #5 , #2 ) | inverse ( #6 ) | subtract ( #7 , #0 )
there were totally n0 men . n1 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
a sum of money is distributed among a , b , c , d in the proportion of n0 : n3 : n2 : n3 . if a gets $ n4 more than b , what is the c ' s share ?	add ( n4 , n4 ) | multiply ( const_2.0 , #0 ) | divide ( #1 , const_4.0 ) | multiply ( n1 , #2 ) | divide ( #3 , n3 )
there are n0 players in a bowling team with an average weight of n1 kg . if two new players join the team , one weighs n2 kg and the second weighs n3 kg , what will be the new average weight ?	add ( n2 , n3 ) | add ( n0 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
a man invests rs . n0 , n1 at the rate of n2 % per annum . how much more should he invest at the rate of n3 % , so that he can earn a total of n4 % per annum ?	multiply ( n2 , const_1000 ) | subtract ( n3 , n1 ) | subtract ( n2 , n3 ) | divide ( #1 , #2 ) | multiply ( #3 , #0 )
one night n0 percent of the female officers on a police force were on duty . if n1 police officers were on duty that night and half of these were female officers , how many female officers were on the police force ?	divide ( n1 , const_2 ) | divide ( n0 , const_100 ) | divide ( #0 , #1 )
a dog takes n2 leaps for every n1 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
a driver goes on a trip of n0 kilometers , the first n1 kilometers at n2 kilometers per hour and the remaining distance at n3 kilometers per hour . what is the average speed of the entire trip in kilometers per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | divide ( n0 , #3 )
if n2 gallons of gasoline are added to a tank that is already filled to n1 / n2 of its capacity , the tank is then filled to n3 / n4 of its capacity . how many gallons does the tank hold ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , #1 ) | add ( n0 , #4 )
in a house a hall is n0 m long , n1 m wide and n2 m high . its interior has to be covered with mat . what will be the total expenditure if it costs rs . n3 per square m ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 )
the sum of number of boys and girls in a school is n0 . if the number of boys is x , then the number of girls becomes x % of the total number of students . the number of boys is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 )
if n0 percent of a class answered the first question on a certain test correctly , n1 percent answered the second question on the test correctly , and n2 percent answered neither of the questions correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
in the manufacture of a certain product , n0 percent of the units produced are defective and n1 percent of the defective units are shipped for sale . what percent of the units produced are defective units that are shipped for sale ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the difference in compound interest earned on a deposit ( compounded annually ) in year n0 and year n1 is $ n2 . had the interest rate been n3 times its present value , the difference w would have been how much ?	multiply ( n2 , n3 ) | multiply ( n3 , #0 )
john left home and drove at the rate of n0 mph for n1 hours . he stopped for lunch then drove for another n2 hours at the rate of n3 mph to reach his destination . how many miles did john drive ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
there were totally n0 men . n1 are married . n2 have t . v , n3 have radio , n4 have a . c . how many men have t . v , radio , a . c and also married ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | subtract ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 )
if a , b , c and d are positive integers less than n1 , and n1 ^ a + n2 ^ b + n3 ^ c + n4 ^ d = n5 then what is the value of b / c ?	divide ( n3 , n3 )
a and b can complete a work in n0 days and n1 day . they started doing the work together but after n2 days b had to leave and a alone completed the remaining work . the whole work was completed in ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
the edges of three metal cubes are n0 cm , n1 cm , and n2 cm respectively . a new cube is made by melting these three cubes together . what is the edge of the new cube ( in centimeters ) ?	power ( n1 , n1 ) | power ( n2 , n1 ) | add ( n0 , #0 ) | add ( #2 , #1 ) | power ( #3 , const_0_33 )
n0 years ago , the age of peter was one - third the age of jacob at that time . the present age of jacob is n1 years more than the present age of peter . find the present age of peter ?	divide ( n1 , const_2 ) | add ( n0 , #0 )
n0 liters of a mixture contains milk and water in the ratio n1 : n2 . if n4 liters of this mixture be replaced by n4 liters of milk , the ratio of milk to water in the new mixture would be ?	multiply ( n2 , n1 ) | subtract ( n3 , const_1 ) | multiply ( #1 , n2 ) | divide ( #2 , #0 )
two trains of length n2 m and n1 m are n2 m apart . they start moving towards each other on parallel tracks , at speeds n3 kmph and n4 kmph . in how much time will the trains cross each other ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the salaries of a and b together amount to $ n0 . a spends n1 % of his salary and b , n2 % of his . if now , their savings are the same , what is a ' s salary ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n0 , #3 ) | subtract ( n0 , #4 )
if a randomly selected non - negative single digit integer is added to { n0 , n1 , n2 , n3 } . what is the probability that the median of the set will increase but the range still remains the same ?	divide ( const_4 , const_10 )
a group of students decided to collect as many paise from each member of group as is the number of members . if the total collection amounts to rs . n0 . , the number of the member is the group is :	multiply ( n0 , const_100 ) | sqrt ( #0 )
a grocer purchased a quantity of bananas at n0 pounds for $ n1 and sold the entire quantity at n2 pounds for $ n3 . how many pounds did the grocer purchase if the profit from selling the bananas was $ n4 ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( n4 , #2 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
in a certain parking lot , n0 % of the cars are towed for parking illegally . however n1 % of the cars which are parked illegally are not towed . what percentage of cars in the parking lot are parked illegally ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #2 , #1 )
two vessels contains equal number of mixtures milk and water in the ratio n0 : n1 and n2 : n3 . both the mixtures are now mixed thoroughly . find the ratio of milk to water in the new mixture so obtained ?	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n2 , #3 ) | add ( n3 , #4 ) | divide ( #5 , #6 )
the center of a circle lies on the origin of the coordinate plane . if a point ( x , y ) is randomly selected inside of the circle , what is the probability that y > x or x < n0 ?	multiply ( const_2 , const_4 ) | divide ( const_3 , #0 )
a volunteer organization is recruiting new members . in the fall they manage to increase their number by n0 % . by the spring however membership falls by n1 % . what is the total change in percentage from fall to spring ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( const_100 , #5 )
pipe a can fill a tank in n0 hours . due to a leak at the bottom , it takes n1 hours for the pipe a to fill the tank . in what time can the leak alone empty the full tank ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
there are n0 female managers in a certain company . find the total number r of female employees in the company , if n3 / n4 of all the employees are managers and n3 / n4 of all male employees are managers .	divide ( n1 , n2 ) | divide ( n0 , #0 )
x and y can do a piece of work in n0 days and n1 days respectively . x started the work alone and then after n2 days y joined him till the completion of work . how long did the work last ?	add ( n0 , n1 ) | divide ( n2 , n0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #0 ) | add ( n2 , #5 )
the average monthly salary of n0 employees in an organisation is rs . n1 . if the manager ' s salary is added , then the average salary increases by rs . n2 . what is the manager ' s monthly salary ?	add ( n1 , n2 ) | add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 )
a man complete a journey in n0 hours . he travels first half of the journey at the rate of n1 km / hr and second half at the rate of n2 km / hr . find the total journey in km .	add ( n1 , n2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_2 )
n0 men take n4 days of n2 hours each to do a piece of work . how many days of n3 hours each would n4 women take to do the same . if n5 women do as much work as n6 men ?	multiply ( n1 , n2 ) | multiply ( n0 , n5 ) | multiply ( n4 , n6 ) | multiply ( #0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , #4 ) | floor ( #5 ) | add ( #6 , const_1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
in an examination , a student scores n0 marks for every correct answer and loses n1 mark for every wrong answer . if he attempts all n2 questions and secures n3 marks , the number of questions he attempts correctly , is :	add ( n2 , n3 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
two trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is ?	sqrt ( n1 ) | sqrt ( n0 ) | divide ( #0 , #1 )
a boat can travel with a speed of n0 km / hr in still water . if the rate of stream is n1 km / hr , then find the time taken by the boat to cover distance of n2 km downstream .	add ( n0 , n1 ) | divide ( n2 , #0 )
a dog takes n0 leaps for every n2 leaps of a hare . if one leap of the dog is equal to n2 leaps of the hare , the ratio of the speed of the dog to that of the hare is :	multiply ( n0 , n2 ) | divide ( #0 , n1 )
if a randomly selected non - negative single digit integer is added to { n0 , n1 , n2 , n3 } . what is the probability that the median of the set will increase but the range still remains the same ?	divide ( const_4 , const_10 )
carl can wash all the windows of his house in n0 hours . his wife maggie can wash all the windows in n1 hours . how many hours will it take for both of them working together to wash all the windows ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_60 , #2 ) | multiply ( #2 , #3 )
if the horse can run n0 miles / hour , how many days would it take for a horse to run from new york city to washington . d . c . ? ( n1 miles from nyc to d . c . )	divide ( n1 , n0 ) | divide ( #0 , #0 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
in a mayoral election , candidate x received n0 / n3 more votes than candidate y , and candidate y received n2 / n3 fewer votes than z . if z received n4 , n5 votes how many votes did candidate x received ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( const_0_25 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #4 , const_10 ) | multiply ( #6 , #5 ) | multiply ( #3 , #7 )
jonathan can type a n0 page document in n1 minutes , susan can type it in n2 minutes , and jack can type it in n3 minutes . working together , how much time will it take them to type the same document ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 )
james and david work at a grocery shop with n2 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that james and david will both be chosen ?	divide ( const_1 , n0 ) | subtract ( n0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | multiply ( #3 , n1 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
there are n0 supermarkets in the fgh chain . all of them are either in the us or canada . if there are n1 more fgh supermarkets in the us than in canada , how many fgh supermarkets are there in the us ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
average of money that group of n0 friends pay for rent each month is $ n1 . after one persons rent is increased by n2 % the new mean is $ n3 . what was original rent of friend whose rent is increased ?	divide ( n2 , const_100 ) | subtract ( n3 , n1 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
two trains move in the same direction at speeds n0 kmph and n1 kmph respectively . a man in the slower train observes that n2 seconds elapse before the faster train completely passes by him . what is the length of faster train ?	subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #1 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of a is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
a couple decides to have n1 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n3 girl and n3 boy ?	divide ( n2 , n3 ) | factorial ( n0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 years . find what was the original average age of the class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
two trains of equal length are running on parallel lines in the same directions at n0 km / hr . and n1 km / hr . the faster trains pass the slower train in n2 seconds . the length of each train is :	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
of the n5 , n1 employees of company x , n4 / n3 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
marketing executives for a certain chewing gum company projected a n1 percent increase in revenue this year over that of last year , but revenue this year actually decreased by n1 % . what percent of the projected revenue was the actual revenue ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are chosen at random and without replacement , what is the probability that both rocks will be slate rocks ?	add ( n0 , n1 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #4 ) | multiply ( #3 , #5 )
in a race of n0 m , a can beat by n3 m , in a race of n2 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
x can do a piece of work in n0 hours . y and z together can do it in n1 hours , while x and z together can do it in n2 hours . how long will y alone take to do it ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
a boat sails n0 km of a river towards upstream in n1 hours . how long will it take to cover the same distance downstream , if the speed of current is one - fourth the speed of the boat in still water ?	divide ( n0 , n1 )
what is the smallest positive integer that leaves a remainder of n0 when divided by n2 , remainder of n2 when divided by n4 , a remainder of n4 when divided by n5 , and a remainder of n6 when divided by n7 ?	lcm ( n1 , n3 ) | lcm ( n5 , #0 ) | lcm ( n7 , #1 ) | subtract ( #2 , const_1 )
matt and peter can do together a piece of work in n0 days . after they have worked together for n1 days matt stops and peter completes the remaining work in n2 days . in how many days peter complete the work separately .	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n4 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
a boat running upstream takes n0 min to cover a certain distance , while it takes n1 min to cover the same distance running down stream . what is the ratio between the speed of the boat and speed of water current respectively ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #1 , #2 )
suppose you work for a manufacturing plant that pays you $ n0 an hour plus $ n1 for each widget you make . how many widgets must you produce in a n2 hour week to earn $ n3 ( before payroll deductions ) ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
the content of several smaller cylinders ( n0 meter diameter and n1 meter height ) were to be emptied into a larger cylinder ( n2 meter diameter and n3 meter height ) , how many smaller cylinders will fill up the larger cylinder ?	divide ( n2 , const_2 ) | divide ( n0 , const_2 ) | volume_cylinder ( #0 , n3 ) | volume_cylinder ( #1 , n1 ) | divide ( #2 , #3 )
there are n0 male and female participants in a meeting . half the female participants and one - quarter of the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
what would be the minimum number of pumps required to fill a tank of n0 m n4 to n2 % in one hour ? the capacity of the pump is n3 m n4 / hour and operates at an efficiency of n5 % .	multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , #3 ) | add ( #4 , const_1 ) | floor ( #5 )
on thrusday mabel handled n0 transactions . anthony handled n1 % more transaction than mabel , cal handled n2 / n3 rds of the transactions that anthony handled and jade handled n4 more transaction than cal . how much transaction did jade handled ?	divide ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , n3 ) | add ( n4 , #3 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
average of money that group of n0 friends pay for rent each month is $ n1 . after one persons rent is increased by n2 % the new mean is $ n3 . what was original rent of friend whose rent is increased ?	divide ( n2 , const_100 ) | subtract ( n3 , n1 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in metres ) is :	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
jonathan can type a n0 page document in n1 minutes , susan can type it in n2 minutes , and jack can type it in n3 minutes . working together , how much time will it take them to type the same document ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
of the n3 , n1 employees of company x , n4 / n3 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
two trains of equal length are running on parallel lines in the same directions at n0 km / hr . and n1 km / hr . the faster trains pass the slower train in n2 seconds . the length of each train is :	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
in a rectangular coordinate system , what is the area of a quadrilateral whose vertices have the coordinates ( n5 , - n1 ) , ( n5 , n7 ) , ( n6 , n5 ) , ( n6 , - n7 ) ?	add ( n1 , n3 ) | add ( n3 , n5 ) | subtract ( n4 , n0 ) | add ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n5 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
matt and peter can do together a piece of work in n0 days . after they have worked together for n2 days matt stops and peter completes the remaining work in n2 days . in how many days peter complete the work separately .	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is thrice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
a basketball player practices n0 hours a day monday through friday . how many hours must he practice saturday and sunday combined if he wants to practice an average ( arithmetic mean ) of n1 hours a day for the n2 day week ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 for n3 consecutive months . how much sale must he have in the fourth month so that he gets an average sale of rs . n4 ?	multiply ( n4 , const_4 ) | subtract ( #0 , n0 ) | subtract ( #1 , n1 ) | subtract ( #2 , n2 )
a and b can do a piece of work in n0 n1 / n2 days and n3 days respectively . they work together for n4 days and then a leaves . in how many days after that b will complete the work alone .	divide ( const_2 , const_3 ) | inverse ( n3 ) | add ( #0 , const_4 ) | inverse ( #2 ) | add ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( n3 , #5 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
the compound interest on a sum of money for n0 years is rs . n1 and the simple interest on the same sum for the same period is rs . n2 . the difference between the compound interest and simple interest for n3 years	divide ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 ) | multiply ( n1 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #2 )
the mean daily profit made by a shopkeeper in a month of n0 days was rs . n1 . if the mean profit for the first fifteen days was rs . n2 , then the mean profit for the last n3 days would be	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
n and m are each n3 - digit integers . each of the numbers n1 , n2 , n3 , n4 and n5 is a digit of either n or m . what is the smallest possible positive difference between n and m ?	multiply ( n5 , const_10 ) | subtract ( #0 , const_10 )
in a rectangular coordinate system , what is the area of a quadrilateral whose vertices have the coordinates ( n2 , - n1 ) , ( n2 , n3 ) , ( n6 , n5 ) , ( n6 , - n7 ) ?	add ( n1 , n3 ) | add ( n3 , n5 ) | subtract ( n4 , n0 ) | add ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n5 )
a sum of rs . n0 has been divided among a , b and c such that a gets n3 / n2 of what b gets and b gets n3 / n4 of what c gets . what is b ' s share ?	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
a couple decides to have n0 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n2 girls and n3 boy ?	divide ( n2 , n3 ) | factorial ( n0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
when positive integer k is divided by n3 , the remainder is n1 . when k is divided by n2 , the remainder is n3 . if k is less than n4 , what is the remainder when k is divided by n5 ?	add ( n0 , const_12 ) | reminder ( #0 , n5 )
if rs . n0 / - are divided among a , b and c so that a receives n3 / n2 rd as much as b and b receives n3 / n4 th as much as c . the amount b received is ?	divide ( n1 , n4 ) | multiply ( n2 , n4 ) | divide ( n1 , #1 ) | add ( #2 , #0 ) | add ( n1 , #3 ) | divide ( n0 , #4 ) | divide ( #5 , n4 )
cp of n0 buffaloes are $ n1 , n2 . by selling n3 at a loss of n4 % and other at a profit of n5 % , he foundthat sp of both buffaloes is the same . find the cp of each ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , const_100 ) | sqrt ( const_100 ) | add ( #0 , n2 ) | multiply ( #2 , #3 ) | subtract ( n2 , #1 ) | divide ( #4 , #6 ) | add ( #7 , n2 ) | divide ( #5 , #8 ) | subtract ( #5 , #9 )
in a mayoral election , candidate x received n2 / n1 more votes than candidate y , and candidate y received n2 / n3 fewer votes than z . if z received n4 , n5 votes how many votes did candidate x received ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( const_0_25 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #4 , const_10 ) | multiply ( #6 , #5 ) | multiply ( #3 , #7 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #1 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 years . find what was the original average age of the class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 km than it would take to travel n2 km at n3 km / hour . at what speed , in km / hr , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n1 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers q are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
there are n0 people that own pets . n1 people own only dogs , n2 people own only cats , n3 people own only cats and dogs , n4 people own cats , dogs and snakes . how many total snakes are there ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | subtract ( n0 , #2 ) | add ( n4 , #3 )
a hen leaps n0 leaps for every n1 leaps of a duck , but n2 leaps of the duck are equal to n3 leaps of the hen . what is the ratio of the speed of the hen to that of the duck ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | divide ( #0 , #1 )
james and david work at a grocery shop with n2 other workers . for an internal review , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that james and david will both be chosen ?	divide ( const_1 , n0 ) | subtract ( n0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_2 )
two trains of equal length are running on parallel lines in the same directions at n0 km / hr . and n1 km / hr . the faster trains pass the slower train in n2 seconds . the length of each train is :	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
x , a , z , and b are single digit positive integers . x = n2 / n3 a . z = n2 / n3 b . ( n5 a + b ) no_ascii_77 ( n5 x + z ) could not equal	multiply ( n1 , n1 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | add ( #5 , const_3 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a certain taxi company charges $ n0 for the first n4 / n5 of a mile plus $ n3 for each additional n4 / n5 of a mile . what would this company charge for a taxi ride that was n6 miles long ?	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
the length of a rectangular landscape is n0 times its breadth . there is a playground in it whose area is n1 square mtr & which is n2 / n3 rd of the total landscape . what is the length of the landscape ?	multiply ( const_4.0 , n3 ) | multiply ( #0 , const_10 )
a firm is comprised of partners and associates in a ratio of n0 : n1 . if n2 more associates were hired , the ratio of partners to associates would be n3 : n4 . how many partners are currently in the firm ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
jamshid can paint a fence in n0 percent less time than taimour can when each works alone . when they work together , they can paint the fence in n1 hours . how long would it take taimour to paint the fence alone ?	multiply ( n1 , const_3 )
for any integer n greater than n1 , n * denotes the product of all the integers from n1 to n , inclusive . how many prime numbers e are there between n5 * + n3 and n5 * + n5 , inclusive ?	factorial ( n2 ) | add ( n2 , #0 ) | divide ( #1 , #1 )
a company has a hierarchical system where for every n0 workers , there is one team lead , and for every n1 teams leads , there is one supervisor . if the company has n2 supervisors , how many workers does it have ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 )
a person borrows n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a . for n4 years . find his gain in the transaction per year .	divide ( const_1 , const_100 ) | multiply ( n0 , #0 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are brown . if there are n2 white mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a and b can do a piece of work in n0 days ; band c can do it in n1 days a and c can do it in n2 days . in how many days will a , band c finish it together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | divide ( const_1 , #5 )
in a factory , there are n2 % technicians and n3 % non - technicians . if the n2 % of the technicians and n3 % of non - technicians are permanent employees , then the percentage of workers who are temporary is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_100 , #4 )
each man in a gang of n0 investors has investments ineither equities or securities or both . exactly n1 of the investors in equities haveinvestments in securities , exactly n2 of the investorsin securities have investments inequities . how many have investmentsin equities ?	add ( n0 , const_10 ) | add ( const_2 , const_3 ) | multiply ( const_10 , const_4 ) | divide ( #2 , const_100 ) | multiply ( #1 , #1 ) | divide ( #4 , const_100 ) | divide ( #3 , #5 ) | add ( #6 , const_1 ) | subtract ( #7 , #3 ) | divide ( #0 , #8 ) | multiply ( #9 , #6 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n1 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a collection of books went on sale , and n0 / n1 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n2 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 .	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
there are n0 men and n1 women in a committee , if all will work they will complete n2 units per day , if all men work they will complete n3 units per day , how many units will women complete per day ?	subtract ( n3 , n2 )
the breath of a rectangular landscape is n0 times its length . there is a playground in it whose area is n1 square mtr & which is n2 / n3 th of the total landscape . what is the breath of the landscape ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | multiply ( n0 , #2 )
for any integer n greater than n1 , n * denotes the product of all the integers from n1 to n , inclusive . how many prime numbers r are there between n5 * + n3 and n5 * + n5 , inclusive ?	factorial ( n2 ) | add ( n2 , #0 ) | divide ( #1 , #1 )
n4 people went to a hotel for combine dinner party n1 of them spent rs . n2 each on their dinner and rest spent n3 more than the average expenditure of all the n4 . what was the total money spent by them .	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | subtract ( n0 , #1 ) | add ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
the number of diagonals of a polygon of n sides is given by the formula c = n ( n - n0 ) / n1 . if a polygon has twice as many diagonals as sides , how many sides does it have ?	add ( n0 , n1 )
in a rectangular coordinate system , what is the area of a quadrilateral whose vertices have the coordinates ( n2 , - n1 ) , ( n2 , n3 ) , ( n6 , n5 ) , ( n6 , - n7 ) ?	add ( n1 , n3 ) | add ( n3 , n5 ) | subtract ( n4 , n0 ) | add ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n5 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability q that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
of the n3 , n1 employees of company x , n4 / n3 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
if the sales tax be reduced from n0 ( n4 / n5 ) % to n3 ( n4 / n5 ) % , then what difference does it make to a person who purchases a bag with marked price of rs . n6 ?	divide ( n3 , n2 ) | divide ( n1 , n5 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( n6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , n6 )
a jogger running at n0 kmph along side a railway track is n1 metres ahead of the engine of a n2 metre long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 ) | multiply ( #4 , const_60 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is d ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a sum of money lent out at s . i . amounts to a total of $ n0 after n1 years and to $ n2 after a further period of n3 years . what was the initial sum of money that was invested ?	divide ( n1 , n3 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how much longer will the cistern take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
matt and peter can do together a piece of work in n0 days . after they have worked together for n1 days matt stops and peter completes the remaining work in n2 days . in how many days peter complete the work separately .	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the average salary of all the workers in a workshop is $ n0 . the average salary of n1 technicians is $ n2 and the average salary of the rest is $ n3 . the total number of workers in the shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a person want to give his money of $ n0 to his n6 children a , b , c , d , e in the ratio n2 : n3 : n4 : n5 : n6 . what is the d + e share ?	add ( n1 , n2 ) | add ( n4 , #0 ) | divide ( n3 , #1 ) | multiply ( n0 , #2 )
if the sales tax be reduced from n5 ( n4 / n2 ) % to n3 ( n4 / n5 ) % , then what difference does it make to a person who purchases a bag with marked price of rs . n6 ?	divide ( n1 , n0 ) | divide ( n1 , n5 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( n6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , n6 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
the length of a rectangular landscape is n0 times its breadth . there is a playground in it whose area is n1 square mtr & which is n2 / n3 rd of the total landscape . what is the length of the landscape ?	multiply ( n0 , n3 ) | multiply ( #0 , const_10 )
what is the n0 digit no . in which the n5 st digit is n5 / n7 of the second , the n7 rd is the sum of the n5 st and n6 nd , and the last is n7 times the second ?	add ( n0 , n3 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | add ( #1 , #2 ) | multiply ( #0 , #0 ) | add ( #3 , #4 )
of the n5 , n1 employees of company x , n4 / n5 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
n0 percent of the women in a college class are science majors , and the non - science majors make up n1 % of the class . what percentage of the men are science majors if n2 % of the class are men ?	add ( n1 , n2 ) | divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | divide ( #4 , const_100 ) | add ( #5 , #3 ) | multiply ( #6 , const_100 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
the denominator of a fraction is n0 greater than the numerator . if the numerator and the denominator are increased by n1 , the resulting fraction is equal to n2 no_ascii_21 no_ascii_66 no_ascii_18 n3 . what is the value of the original fraction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | multiply ( n2 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 ) | add ( n0 , #4 ) | divide ( #4 , #5 )
suppose you work for a manufacturing plant that pays you $ n0 an hour plus $ n1 for each widget you make . how many widgets must you produce in a n2 hour week to earn $ n3 ( before payroll deductions ) ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
when positive integer n is divided by n3 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
a , b two inlet pipes takes n0 , n1 minutes to fill the tank and c an oulet pipe takes n2 minutes to empty the tank respectively . in what time the tank be filled if all of them are operated together ?	divide ( n1 , const_3 ) | divide ( const_1 , n1 ) | add ( #0 , const_3 ) | divide ( const_1 , #0 ) | divide ( const_1 , #2 ) | add ( #3 , #4 ) | subtract ( #5 , #1 ) | divide ( const_1 , #6 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
in a mayoral election , candidate x received n0 / n2 more votes than candidate y , and candidate y received n2 / n3 fewer votes than z . if z received n4 , n5 votes how many votes did candidate x received ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( const_0_25 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #4 , const_10 ) | multiply ( #6 , #5 ) | multiply ( #3 , #7 )
the breath of a rectangular landscape is n0 times its length . there is a playground in it whose area is n1 square mtr & which is n2 / n3 rd of the total landscape . what is the breath of the landscape ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | sqrt ( #1 ) | multiply ( n0 , #2 )
it has been raining at the rate of n0 centimeters per hour . if the rain filled a cylindrical drum with a depth of n1 centimeters , and area n2 square centimeters , how long did it take to fill the drum completely ?	divide ( n1 , n0 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
divide rs . n0 among n2 persons a , b and c such that the ratio of the shares of a and b is n2 : n3 and that of b : c is n4 : n5 . find the share of a ?	multiply ( n1 , n4 ) | multiply ( n3 , n4 ) | multiply ( n3 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n0 , #5 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 km than it would take to travel n2 km at n3 km / hour . at what speed , in km / hr , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
a collection of books went on sale , and n0 / n1 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n2 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
in a digital circuit which was to implement ( a b ) + ( a ) xor ( b ) , the designer implements ( a b ) ( a ) xor ( b ) what is the probability of error in it ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_100 )
the data a and b are equal to the data subtracted c ; the data b is n0 times the data a ; if the data a is equal to n1 what is the sum of the data a , b and c ?	multiply ( n0 , n1 ) | add ( n1 , #0 ) | add ( #1 , #0 ) | add ( n1 , #2 )
a certain taxi company charges $ n0 for the first n4 / n5 of a mile plus $ n3 for each additional n4 / n5 of a mile . what would this company charge for a taxi ride that was n6 miles long ?	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
on a sum of money , the simple interest for n0 years is rs . n1 , while the compound interest is rs . n2 , the rate of interest being the same in both the cases . the rate of interest is :	divide ( n1 , n0 ) | subtract ( n2 , #0 ) | subtract ( #1 , #0 ) | multiply ( #2 , const_100 ) | divide ( #3 , #0 )
a man engaged a servant on the condition that he would pay him rs . n0 and auniform after n1 year service . he served only for n2 months and received uniform and rs . n3 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
average of money that group of n0 friends pay for rent each month is $ n1 . after one persons rent is increased by n2 % the new mean is $ n3 . what was original rent of friend whose rent is increased ?	divide ( n2 , const_100 ) | subtract ( n3 , n1 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
in a factory , there are n2 % technicians and n3 % non - technicians . if the n2 % of the technicians and n3 % of non - technicians are permanent employees , then the percentage of workers who are temporary is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_100 , #4 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how much longer will the cistern take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
a firm is comprised of partners and associates in a ratio of n0 : n1 . if n2 more associates were hired , the ratio of partners to associates would be n3 : n4 . how many partners are currently in the firm ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
jamshid can paint a fence in n0 percent less time than taimour can when each works alone . when they work together , they can paint the fence in n1 hours . how long would it take taimour to paint the fence alone ?	multiply ( n1 , const_3 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
matt and peter can do together a piece of work in n0 days . after they have worked together for n1 days peter stops and peter completes the remaining work in n2 days . in how many days matt complete the work separately .	divide ( const_1 , n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
a box contains n0 tablets of medicine a and n1 tablets of medicine b . what is the least number of tablets that should be taken from the box to ensure that at least two tablets of each kind are among the extracted .	add ( n1 , const_2 )
the denominator of a fraction is n0 greater than the numerator . if the numerator and the denominator are increased by n1 , the resulting fraction is equal to n2 no_ascii_21 no_ascii_66 no_ascii_18 n3 . what is the value of the original fraction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | multiply ( n2 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 ) | add ( n0 , #4 ) | divide ( #4 , #5 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability y that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after n1 year service . he served only for n2 months and receiveduniform and rs . n3 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
in xyz business school , n0 % are taking their specialization as finance at the same time n1 % taking their specialization as marketing . if n2 % are taking their specialization as finance then , what is % of marketing specialization students ?	subtract ( n2 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #2 ) | subtract ( #3 , const_3 ) | subtract ( #3 , #4 ) | subtract ( #4 , #5 )
when a person aged n0 is added to a group of n people , the average age increases by n1 . when a person aged n2 is added instead , the average age decreases by n3 . what is the value of r ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , n3 )
a couple decides to have n1 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n3 girls and n3 boys ?	divide ( n2 , n3 ) | factorial ( n0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
if a man earns rs n2 on first day and spends rs n3 on second day , and earns rs n2 on third day and spends rs n3 on fourth day and goes on on which day he will be having rs n4 .	add ( const_2 , const_3 ) | multiply ( const_4 , const_4 ) | divide ( #0 , const_2 ) | multiply ( #2 , #1 ) | add ( n0 , #3 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 .	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
of the n0 , n1 employees of company x , n4 / n5 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
if x , y , and z are positive real numbers such that x ( y + z ) = n0 , y ( z + x ) = n1 , and z ( x + y ) = n2 , then xyz is	subtract ( n1 , n0 ) | subtract ( n2 , #0 )
walking at n0 / n1 of her normal speed , a worker is n2 minutes later than usual in reaching her office . the usual time ( in minutes ) taken by her to cover the distance between her home and her office is	multiply ( n0 , n2 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
when a person aged n0 is added to a group of n people , the average age increases by n1 . when a person aged n2 is added instead , the average age decreases by n3 . what is the value of q ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , n3 )
marketing executives for a certain chewing gum company projected a n0 percent increase in revenue this year over that of last year , but revenue this year actually decreased by n1 % . what percent of the projected revenue was the actual revenue ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
there are n0 people that own pets . n1 people own only dogs , n2 people own only cats , n3 people own only cats and dogs , n4 people own cats , dogs and snakes . how many total snakes are there ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | subtract ( n0 , #2 ) | add ( n4 , #3 )
yesterday i noticed that in my clock , there is time when the hour needle and the minute needle are exactly between n0 and n1 . also both the needles lie on top of each other . what time i and talking about ?	multiply ( n0 , const_10 ) | add ( n1 , #0 )
jose is uploading a file to the internet for a college project . the file weighs n0 megabytes . if jose ' s internet speed for uploading tops n1 megabytes per minute , how long will it take until the upload is completed ?	divide ( n0 , n1 )
a can do a piece of work in n2 hours ; b and c together can do it in n1 hours , while a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a , b , c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by b and c on alternate days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( const_2 , #5 )
after a storm deposits n0 billion gallons of water into the city reservoir , the reservoir is n1 % full . if the original contents of the reservoir totaled n2 billion gallons , the reservoir was approximately what percentage full before the storm ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( n2 , #2 ) | multiply ( #3 , const_100 )
there are n0 male and female participants in a meeting . half the female participants and one - quarter of the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
x , a , z , and b are single digit positive integers . x = n2 / n3 a . z = n2 / n3 b . ( n5 a + b ) no_ascii_77 ( n5 x + z ) could not equal	multiply ( n1 , n1 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | add ( #5 , const_3 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how much longer will the cistern take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
average of money that group of n0 friends pay for rent each month is $ n1 . after one persons rent is increased by n2 % the new mean is $ n3 . what was original rent of friend whose rent is increased ?	divide ( n2 , const_100 ) | subtract ( n3 , n1 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
thirty percent of the women in a college class are science majors , and the non - science majors make up n0 % of the class . what percentage of the men are science majors if n1 % of the class are men ?	multiply ( const_10 , const_3 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | subtract ( #1 , #4 ) | divide ( #5 , n1 ) | multiply ( #6 , const_100 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is thrice the side of the square and breadth is n1 cm less than the side of the square ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
in gabriel ' s sheep herd , every sheep has either fleas or lice or both . half of the sheep have lice , and n0 sheep have both pests . if n1 sheep have lice , how many sheep have only fleas ?	subtract ( n1 , n0 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
there are n0 male and female participants in a meeting . half the female participants and one - quarter of the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
when positive integer k is divided by n3 , the remainder is n1 . when k is divided by n2 , the remainder is n3 . if k is less than n4 , what is the remainder when k is divided by n5 ?	add ( n0 , const_12 ) | reminder ( #0 , n5 )
there are n0 people that own pets . n1 people own only dogs , n2 people own only cats , n3 people own only cats and dogs , n4 people own cats , dogs and snakes . how many total snakes are there ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | subtract ( n0 , #2 ) | add ( n4 , #3 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
a water tank which could be filled in n0 hours takes one more hour to be filled as a result of a leak in its bottom . if the tank is full calculate the time it will take for the leak empty it ?	add ( n0 , const_1 ) | divide ( const_1 , #0 ) | divide ( n0 , #1 )
peter ' s average ( arithmetic mean ) test score on n0 tests is n1 . what must be the student ' s score on a n3 th test for the peter ' s average score on the n3 tests to be n4 ?	multiply ( n2 , n4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is :	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
a jogger running at n0 kmph along side a railway track is n1 metres ahead of the engine of a n2 metre long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 ) | multiply ( #4 , const_60 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
n4 people went to a hotel for combine dinner party n1 of them spent rs . n2 each on their dinner and rest spent n3 more than the average expenditure of all the n4 . what was the total money spent by them .	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | subtract ( n0 , #1 ) | add ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
a couple decides to have n1 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n2 girls and n3 boy ?	divide ( n2 , const_2.0 ) | factorial ( const_3.0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
given two sets a = { n0 , n1 , n2 } and b = { n3 } , if one number is chosen from each set at random , what is the probability that the sum of both numbers is an even number	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , n2 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a can do a piece of work in n0 hours ; b and c together can do it in n1 hours , while a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
the ratio of toddlers to infants at a day care center is n3 to n1 . if n2 more infants join the day care to change the ratio to n3 to n4 , how many toddlers are there at this day care center ?	multiply ( n0 , n0 ) | multiply ( n1 , n4 ) | subtract ( #0 , #1 ) | add ( n2 , #2 ) | subtract ( #3 , const_4 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( const_4.0 , n2 ) | subtract ( n4 , #0 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how much longer will the cistern take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
preethi has n4 flavors of ice cream in his parlor . how many options are there for dorathy to pick a one - flavor , two - flavor , n1 - flavor , n2 - flavor , n3 flavor or n4 flavor order ?	factorial ( n0 ) | factorial ( n3 ) | factorial ( n2 ) | factorial ( n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , #3 ) | divide ( #0 , #5 ) | divide ( #0 , #6 ) | add ( #4 , #7 ) | add ( #9 , #8 ) | add ( #10 , #7 ) | add ( #11 , #4 )
the ratio of the number of red cars in a certain parking lot to the number of black cars is n0 to n1 . if there are n2 black cars in the lot , how many red cars are there in the lot ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | floor ( #1 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers e are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
there are n0 people that own pets . n1 people own only dogs , n2 people own only cats , n3 people own only cats and dogs , n4 people own cats , dogs and snakes . how many total snakes are there ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | subtract ( n0 , #2 ) | add ( n4 , #3 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
a certain taxi company charges $ n0 for the first n4 / n5 of a mile plus $ n3 for each additional n4 / n5 of a mile . what would this company charge for a taxi ride that was n6 miles long ?	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
there are n0 male and female participants in a meeting . half the female participants and one - quarter of the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
in a mayoral election , candidate x received n2 / n1 more votes than candidate y , and candidate y received n2 / n3 fewer votes than z . if z received n4 , n5 votes how many votes did candidate x received ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( const_0_25 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #4 , const_10 ) | multiply ( #6 , #5 ) | multiply ( #3 , #7 )
there are n0 people that own pets . n1 people own only dogs , n2 people own only cats , n3 people own only cats and dogs , n4 people own cats , dogs and snakes . how many total snakes are there ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | subtract ( n0 , #2 ) | add ( n4 , #3 )
a machine can filled a tank in n0 minutes and another machine can empty it in n1 minutes . if the tank is already half full and both the taps are opened together , then the tank is filled in how many minutes ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( #3 , const_2 )
arun and tarun can do a work in n0 days . after n1 days tarun went to his village . how many days are required to complete the remaining work by arun alone . arun can do the work alone in n2 days .	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | subtract ( n2 , #1 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of a is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
the ratio between sumit ' s and prakash ' s age at present is n0 : n1 . sumit is n3 years younger than prakash . the ratio of sumit ' s age to prakash ' s age after n3 years will be :	multiply ( n2 , const_2 ) | add ( n2 , #0 ) | add ( n2 , #1 ) | divide ( #1 , #2 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after n1 year service . he served onlyfor n2 months and received uniform & rs . n3 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
in a caravan , in addition to n0 hens , there are n1 goats and n2 camels with some keepers . if the total number of feet be n3 more than the number of heads in the caravan , the number of keepers is	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( n2 , #0 ) | add ( #1 , #2 ) | add ( n3 , #4 ) | add ( #5 , #3 ) | subtract ( #6 , #7 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are chosen at random and without replacement , what is the probability that both rocks will be slate rocks ?	add ( n0 , n1 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #4 ) | multiply ( #3 , #5 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
the total price of a kilogram each of shimla apples and red delicious apples is n0 rupees more than the total price of a kilogram each of red delicious apples and fuji apples . fuji apples is how much cheaper than shimla apples ?	multiply ( n0 , const_1 )
a sum of money lent out at s . i . amounts to a total of $ n0 after n1 years and to $ n2 after a further period of n3 years . what was the initial sum of money that was invested ?	divide ( n1 , n3 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
a can do a piece of work in n1 hours ; b and c together can do it in n1 hours , while a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of a is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
a certain taxi company charges $ n0 for the first n4 / n5 of a mile plus $ n3 for each additional n4 / n5 of a mile . what would this company charge for a taxi ride that was n6 miles long ?	divide ( n1 , n2 ) | divide ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
after a storm deposits n0 billion gallons of water into the city reservoir , the reservoir is n1 % full . if the original contents of the reservoir totaled n2 billion gallons , the reservoir was approximately what percentage full before the storm ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( n2 , #2 ) | multiply ( #3 , const_100 )
of the n0 , n1 employees of company x , n4 / n3 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
a can do a piece of work in n0 hours ; b and c together can do it in n2 hours , which a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
of the n3 , n1 employees of company x , n4 / n3 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
micheal and adam can do together a piece of work in n0 days . after they have worked together for n1 days micheal stops and adam completes the remaining work in n2 days . in how many days micheal complete the work separately .	inverse ( n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | inverse ( #4 ) | subtract ( #0 , #5 ) | inverse ( #6 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers w are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
a couple decides to have n1 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n2 girl and n3 boys ?	divide ( n2 , n3 ) | factorial ( n0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
the ratio of the number of red cars in a certain parking lot to the number of black cars is n0 to n1 . if there are n2 black cars in the lot , how many red cars are there in the lot ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | floor ( #1 )
n4 people went to a hotel for combine dinner party n1 of them spent rs . n4 each on their dinner and rest spent n3 more than the average expenditure of all the n4 . what was the total money spent by them .	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | subtract ( n0 , #1 ) | add ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
a can do a piece of work in n0 hours ; b and c together can do it in n2 hours , which a and b together can do it in n2 hours . how long will c alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
tony alone can paint a wall in n0 days and his friend roy alone can paint the same wall in n1 days . in how many days they can paint the wall working together ? round off the answer to the nearest integer .	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
hyderabad chennai mumbai delhi bangalore trivandram ; hyderabad chennai mumbai delhi bangalore trivandram in the table above , what is the least number of table entries that are needed to show the mileage between each city and each of the other n0 cities ?	multiply ( n0 , const_3 )
there are n0 supermarkets in the fgh chain . all of them are either in the us or canada . if there are n1 more fgh supermarkets in the us than in canada , how many fgh supermarkets are there in the us ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
if the sum of two numbers is n0 and the h . c . f . and l . c . m of these numbers are n1 and n2 respectively , then the sum of the reciprocals of the numbers is equal to :	divide ( n0 , n1 ) | divide ( #0 , n2 )
a sum of money lent out at s . i . amounts to a total of $ n0 after n1 years and to $ n2 after a further period of n3 years . what was the initial sum of money that was invested ?	divide ( n1 , n3 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
of the n2 , n1 employees of company x , n2 / n4 are clerical . if the clerical staff were to be reduced by n4 / n5 , what percent of the total number of the remaining employees would then be clerical ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #1 ) | subtract ( n3 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
if the sales tax be reduced from n0 ( n4 / n2 ) % to n5 ( n4 / n5 ) % , then what difference does it make to a person who purchases a bag with marked price of rs . n6 ?	divide ( n1 , n0 ) | divide ( n1 , n5 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( n6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , n6 )
a sells a bicycle to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays rs . n2 for it , the cost price of the bicycle for a is ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | multiply ( n2 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
one year before the age of pramila was n0 times than her daughter swati . after n1 years the age of pramila will be n2 year greater than the age of swati . then calculate the ratio of ages of pramila and swati ?	subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( #1 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #2 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
x , a , z , and b are single digit positive integers . x = n2 / n3 a . z = n2 / n3 b . ( n5 a + b ) no_ascii_77 ( n5 x + z ) could not equal	multiply ( n1 , n1 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | add ( n1 , #1 ) | subtract ( #2 , #3 ) | add ( n4 , #4 ) | add ( #5 , const_3 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n3 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
a collection of books went on sale , and n0 / n1 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
a can do a piece of work in n0 hours ; b and c together can do it in n2 hours , which a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a and b can do a piece of work in n0 n4 / n2 days and n3 days respectively . they work together for n4 days and then a leaves . in how many days after that b will complete the work alone .	divide ( n1 , n2 ) | inverse ( n3 ) | add ( #0 , n0 ) | inverse ( #2 ) | add ( #1 , #3 ) | subtract ( n4 , #4 ) | multiply ( n3 , #5 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
the mean daily profit made by a shopkeeper in a month of n0 days was rs . n1 . if the mean profit for the first fifteen days was rs . n2 , then the mean profit for the last n3 days would be	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
when a person aged n0 is added to a group of n people , the average age increases by n1 . when a person aged n2 is added instead , the average age decreases by n3 . what is the value of w ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , n3 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum ?	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
a shopping cart contains only apples , oranges , and pears . if there are n0 times as many oranges as apples , and n1 times as many pears as oranges , then the apples are equivalent to what fraction of the pears ?	multiply ( n0 , n1 ) | divide ( const_1 , #0 )
after a storm deposits n0 billion gallons of water into the city reservoir , the reservoir is n1 % full . if the original contents of the reservoir totaled n2 billion gallons , the reservoir was approximately what percentage full before the storm ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( n2 , #2 ) | multiply ( #3 , const_100 )
the number of diagonals of a polygon of n sides is given by the formula z = n ( n - n0 ) / n1 . if a polygon has twice as many diagonals as sides , how many sides does it have ?	add ( n0 , n1 )
there are n0 supermarkets in the fgh chain . all of them are either in the us or canada . if there are n1 more fgh supermarkets in the us than in canada , how many fgh supermarkets are there in the us ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers r are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
a jogger running at n0 kmph along side a railway track is n1 metres ahead of the engine of a n2 metre long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 ) | multiply ( #4 , const_60 )
the mean daily profit made by a shopkeeper in a month of n0 days was rs . n1 . if the mean profit for the first fifteen days was rs . n2 , then the mean profit for the last n3 days would be	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
marketing executives for a certain chewing gum company projected a n0 percent increase in revenue this year over that of last year , but revenue this year actually decreased by n1 % . what percent of the projected revenue was the actual revenue ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a certain sum amount to $ n0 in n1 yrs and $ n2 in n3 years on certain fixed simple interest . in how many yrs would the amount be $ n4 had it been put at the rate of interest compounded annually ?	divide ( n1 , n3 ) | divide ( const_1 , const_10 ) | subtract ( n4 , n0 ) | subtract ( n2 , n0 ) | subtract ( n3 , n1 ) | divide ( #3 , #4 ) | subtract ( #0 , #1 ) | divide ( #2 , #5 ) | add ( #7 , #6 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is n1 and the average monthly income of p and r is rs . n2 . the monthly income of p is ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
if the sales tax be reduced from n2 ( n4 / n2 ) % to n4 ( n4 / n5 ) % , then what difference does it make to a person who purchases a bag with marked price of rs . n6 ?	divide ( n1 , n0 ) | divide ( n1 , n5 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( n6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , n6 )
two , trains , one from howrah to patna and the other from patna to howrah , start simultaneously . after they meet , the trains reach their destinations after n0 hours and n1 hours respectively . the ratio of their speeds is :	divide ( n1 , n0 ) | sqrt ( #0 )
for any integer n greater than n1 , # n denotes the product of all the integers from n1 to n , inclusive . how many prime numbers v are there between # n5 + n3 and # n5 + n5 , inclusive ?	add ( n0 , n0 )
tea worth rs . n0 per kg are mixed with a third variety in the ratio n2 : n2 : n3 . if the mixture is worth rs . n4 per kg , the price of the third variety per kg will be ?	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
marketing executives for a certain chewing gum company projected a n0 percent increase in revenue this year over that of last year , but revenue this year actually decreased by n1 % . what percent of the projected revenue was the actual revenue ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
in a mayoral election , candidate x received n2 / n1 more votes than candidate y , and candidate y received n2 / n3 fewer votes than z . if z received n4 , n5 votes how many votes did candidate x received ?	divide ( n0 , n1 ) | divide ( n1 , n3 ) | multiply ( const_0_25 , const_100 ) | add ( n0 , #0 ) | multiply ( #2 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #4 , const_10 ) | multiply ( #6 , #5 ) | multiply ( #3 , #7 )
n people were sitting on a circular manner , if each of two present in the party except the pairs were adjacent sang a song , if a song lasted for n0 mins and n1 minutes was taken for singing song , find n	divide ( n1 , n0 )
n4 people went to a hotel for combine dinner party n1 of them spent rs . n2 each on their dinner and rest spent n3 more than the average expenditure of all the n4 . what was the total money spent by them .	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | subtract ( n0 , #1 ) | add ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
if the sales tax be reduced from n0 ( n4 / n2 ) % to n5 ( n4 / n5 ) % , then what difference does it make to a person who purchases a bag with marked price of rs . n6 ?	divide ( n1 , n0 ) | divide ( n1 , n5 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( n6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , n6 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is d ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a man can buy a new house in n0 years with all of his earnings . but he spend the same amount in household expenses in n1 years and for savings in n2 years . how many time needed for buying the house ?	divide ( n2 , n0 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are chosen at random and without replacement , what is the probability that both rocks will be slate rocks ?	add ( n0 , n1 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #4 ) | multiply ( #3 , #5 )
two trains of equal length are running on parallel lines in the same directions at n0 km / hr . and n2 km / hr . the faster trains pass the slower train in n2 seconds . the length of each train is :	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a box contains n0 tablets of medicine a and n1 tablets of medicine b . what is the least number of tablets that should be taken from the box to ensure that at least two tablets of each kind are among the extracted .	add ( n1 , const_2 )
if x , y , and z are positive real numbers such that x ( y + z ) = n0 , y ( z + x ) = n1 , and z ( x + y ) = n2 , then xyz is	subtract ( n1 , n0 ) | subtract ( n2 , #0 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 km than it would take to travel n2 km at n3 km / hour . at what speed , in km / hr , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
thirty percent of the women in a college class are science majors , and the non - science majors make up n0 % of the class . what percentage of the women are science majors if n1 % of the class are men ?	multiply ( const_10 , const_3 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | subtract ( #1 , #4 ) | divide ( #5 , n1 ) | multiply ( #6 , const_100 )
in an examination , there were n0 candidates , out of which n1 candidates were girls and rest were boys . if n2 % of the boys and n3 % of the girls passed , then the total percentage of failed candidates is ?	multiply ( n1 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | subtract ( n0 , #5 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 )
a large field of n0 hectares is divided into two parts . the difference of the areas of the two parts is one - fifth of the average of the two areas . what is the area of the smaller part in hectares ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
a can do a piece of work in n0 days . a does the work for n1 days only and leaves the job . b does the remaining work in n2 days . in how many days b alone can do the work ?	inverse ( n2 ) | inverse ( n0 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #3 ) | inverse ( #4 )
exactly n0 % of the numbers in set s are even multiples of n3 . if n2 % of the even integers in set s are not multiples of n3 , what percent of the numbers in set s are not even integers ?	subtract ( const_100 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 )
addison high school no_ascii_32 s senior class has n0 boys and n1 girls . if n2 % of the boys attended the college and n3 % of the girls did not attend the college , what percentage of the total class attended college ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
a person borrows n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a . for n4 years . find his gain in the transaction per year .	divide ( const_1 , const_100 ) | multiply ( n0 , #0 )
total n0 cows n11 cow gives each n2 liter milk n11 cow gives each n9 / n8 liter milk n11 cow gives each n7 / n8 liter milk this is split into n9 son per each n11 cows & n11 liter milk how ?	divide ( n4 , n5 ) | multiply ( n1 , const_0_25 ) | multiply ( n1 , #0 ) | add ( #0 , #2 ) | add ( #3 , #1 )
for any integer n greater than n1 , n * denotes the product of all the integers from n1 to n , inclusive . how many prime numbers w are there between n5 * + n3 and n5 * + n5 , inclusive ?	factorial ( n2 ) | add ( n2 , #0 ) | divide ( #1 , #1 )
exactly n0 % of the numbers in set a are even multiples of n3 . if n2 % of the even integers in set a are not multiples of n3 , what percent of the numbers in set a are not even integers ?	divide ( n0 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | subtract ( const_100 , #4 )
in a race of n0 m , a can beat by n3 m , in a race of n2 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n4 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n4 , #3 )
total n0 cows n11 cow gives each n2 liter milk n11 cow gives each n9 / n8 liter milk n11 cow gives each n7 / n8 liter milk this is split into n9 son per each n11 cows & n11 liter milk how ?	divide ( n4 , n5 ) | multiply ( n1 , const_0_25 ) | multiply ( n1 , #0 ) | add ( #0 , #2 ) | add ( #3 , #1 )
a couple decides to have n1 children . if they succeed in having n1 children and each child is equally likely to be a boy or a girl , what is the probability that they will have exactly n3 girls and n3 boys ?	divide ( n2 , n3 ) | factorial ( n0 ) | factorial ( n3 ) | divide ( #1 , #2 ) | power ( #0 , n0 ) | multiply ( #3 , #4 ) | subtract ( n2 , #5 )
ravi purchased a refrigerator and a mobile phone for rs . n0 and rs . n1 respectively . he sold the refrigerator at a loss of n2 percent and the mobile phone at a profit of n3 percent . overall he make a .	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #4 ) | multiply ( n1 , #3 ) | add ( #5 , #6 ) | subtract ( #7 , #0 )
in a rectangular coordinate system , what is the area of a quadrilateral whose vertices have the coordinates ( n2 , - n1 ) , ( n2 , n7 ) , ( n6 , n5 ) , ( n6 , - n7 ) ?	add ( n1 , n3 ) | add ( n3 , n5 ) | subtract ( n4 , n0 ) | add ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , const_2 )
a cylindrical cube of radius n0 cm contains water upto a depth of n1 cm . a spherical iron ball is dropped into the tub and thus the level of water is raised by n2 cm . the radius of the ball is :	divide ( const_1 , const_3 ) | multiply ( const_4 , const_pi ) | volume_cylinder ( n0 , n2 ) | multiply ( #2 , const_3 ) | divide ( #3 , #1 ) | power ( #4 , #0 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is ?	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
the ration of the number of boys and girls in a college is n0 : n1 . if the percentage is increase in the number of boys and girls be n2 % and n3 % respectively . what will be the new ration ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #5 )
n0 medical experts , working together at the same constant rate , can write an anatomy textbook in n1 days . how many additional experts , working together at this same constant rate , are needed to write the textbook in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a sum of money lent out at s . i . amounts to a total of $ n0 after n1 years and to $ n2 after a further period of n3 years . what was the initial sum of money that was invested ?	divide ( n1 , n3 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
a can do a piece of work in n0 days . a does the work for n1 days only and leaves the job . b does the remaining work in n2 days . in how many days b alone can do the work ?	inverse ( n2 ) | inverse ( n0 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #3 ) | inverse ( #4 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
the length of a train and that of a platform are equal . if with a speed of n0 k / hr , the train crosses the platform in one minute , then the length of the train ( in meters ) is :	divide ( const_60 , const_1 ) | multiply ( n0 , const_1000 ) | divide ( #1 , #0 ) | divide ( #2 , const_2 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
in business , a and c invested amounts in the ratio n3 : n1 , whereas the ratio between amounts invested by a and b was n2 : n3 , if rs n4 was their profit , how much amount did b receive .	add ( n0 , n1 ) | add ( n0 , n3 ) | add ( n3 , #0 ) | multiply ( #1 , n3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
in a factory , there are n2 % technicians and n3 % non - technicians . if the n2 % of the technicians and n3 % of non - technicians are permanent employees , then the percentage of workers who are temporary is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_100 , #4 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
there are n0 male and female participants in a meeting . half the female participants and one - quarter of the male participants are democrats . one - third of all the participants are democrats . how many of the democrats are female ?	divide ( n0 , const_3 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n0 ) | divide ( #2 , const_2 )
in a factory , there are n3 % technicians and n3 % non - technicians . if the n3 % of the technicians and n3 % of non - technicians are permanent employees , then the percentage of workers who are temporary is ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | subtract ( const_100 , #4 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
a large field of n0 hectares is divided into two parts . the difference of the areas of the two parts is one - fifth of the average of the two areas . what is the area of the smaller part in hectares ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
a collection of books went on sale , and n0 / n1 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n2 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
ravi purchased a refrigerator and a mobile phone for rs . n0 and rs . n1 respectively . he sold the refrigerator at a loss of n2 percent and the mobile phone at a profit of n3 percent . overall he make a .	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #4 ) | multiply ( n1 , #3 ) | add ( #5 , #6 ) | subtract ( #7 , #0 )
total n0 cows n11 cow gives each n2 liter milk n11 cow gives each n9 / n8 liter milk n11 cow gives each n7 / n8 liter milk this is split into n9 son per each n11 cows & n11 liter milk how ?	divide ( n4 , n5 ) | multiply ( n1 , const_0_25 ) | multiply ( n1 , #0 ) | add ( #0 , #2 ) | add ( #3 , #1 )
n4 people went to a hotel for combine dinner party n1 of them spent rs . n2 each on their dinner and rest spent n3 more than the average expenditure of all the n4 . what was the total money spent by them .	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | subtract ( n0 , #1 ) | add ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( n0 , #5 )
a company produces on an average n0 items per month for the first n1 months . how many items it must produce on an average per month over the next n2 months , to average of n3 items per month over the whole ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
a boy is traveling from his house to school at n0 km / hr and reached school n1 minutes late . next day he traveled n2 km / hr and reached n3 minutes early . then find the distance between house and school ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | add ( n2 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 ) | multiply ( n0 , #4 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
walking at n0 / n1 of her normal speed , a worker is n2 minutes later than usual in reaching her office . the usual time ( in minutes ) taken by her to cover the distance between her home and her office is	multiply ( n0 , n2 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 .	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
in a race of n0 m , a can beat by n3 m , in a race of n4 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 )
in business , a and c invested amounts in the ratio n2 : n1 , whereas the ratio between amounts invested by a and b was n2 : n3 , if rs n4 was their profit , how much amount did c receive .	add ( n0 , n1 ) | add ( n0 , n3 ) | add ( n3 , #0 ) | multiply ( #1 , const_3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
jonathan can type a n0 page document in n1 minutes , susan can type it in n2 minutes , and jack can type it in n3 minutes . working together , how much time will it take them to type the same document ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 )
a large field of n0 hectares is divided into two parts . the difference of the areas of the two parts is one - fifth of the average of the two areas . what is the area of the smaller part in hectares ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
a man spends n4 / n1 rd of his salary on food . he spends n4 / n3 th on rent and n4 / n5 th on cloths . if he is left with n6 , then who much salary does he earn .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
integer d is the product of the integers a , b , and c and n0 < a < b < c . if the remainder when n1 is divided by d is n2 , what is the value of a + c ?	add ( const_3 , const_4 ) | subtract ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , #0 ) | add ( #3 , const_2 )
a large field of n0 hectares is divided into two parts . the difference of the areas of the two parts is one - fifth of the average of the two areas . what is the area of the smaller part in hectares ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
the average age of an adult class is n0 years . n1 new students with an avg age of n2 years join the class . therefore decreasing the average by n3 year . find what was the original average age of the class ?	multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , n3 )
suppose you work for a manufacturing plant that pays you $ n0 an hour plus $ n1 for each widget you make . how many widgets must you produce in a n2 hour week to earn $ n3 ( before payroll deductions ) ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
set k contains every multiple of n0 from n1 to n2 inclusive . if w is the median of set k , and x is the average ( arithmetic mean ) of set k , what is the value of w - x ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n0 , #2 ) | add ( n1 , #3 ) | add ( n0 , #4 ) | subtract ( #5 , #4 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a and b can do a piece of work in n0 and n1 days respectively . a does the work for a few days and left , then b continued for n2 days . how many days did a and b work together ?	multiply ( n2 , const_3 ) | divide ( #0 , n1 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n1 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
in a race of n4 m , a can beat by n3 m , in a race of n2 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
n6 camels cost as much as n1 horses , n2 horses cost as much as n5 oxen and n4 oxen as much as n5 elephants . if the cost of n6 elephants is rs . n7 , find the cost of a camel ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n7 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , #5 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are chosen at random and without replacement , what is the probability that both rocks will be slate rocks ?	add ( n0 , n1 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #4 ) | multiply ( #3 , #5 )
n0 percent of the women in a college class are science majors , and the non - science majors make up n1 % of the class . what percentage of the men are science majors if n2 % of the class are men ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( n1 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , n2 ) | multiply ( #6 , const_100 )
a boy is traveling from his house to school at n0 km / hr and reached school n1 hours late . next day he traveled n2 km / hr and reached n3 hour early . then find the distance between house and school ?	multiply ( n0 , n1 ) | subtract ( n2 , n0 ) | add ( n2 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 ) | multiply ( n0 , #4 )
the mean daily profit made by a shopkeeper in a month of n0 days was rs . n1 . if the mean profit for the first fifteen days was rs . n2 , then the mean profit for the last n3 days would be	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
when positive integer k is divided by n3 , the remainder is n1 . when k is divided by n2 , the remainder is n3 . if k is less than n4 , what is the remainder when k is divided by n5 ?	add ( n0 , const_12 ) | reminder ( #0 , n5 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 .	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a box measuring n0 inches long by n1 inches wide by n2 inches deep is to be filled entirely with identical cubes . no space is to be left unfilled . what is the smallest number of cubes that can accomplish this objective ?	divide ( n2 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | volume_cube ( #0 ) | divide ( #2 , #3 )
n0 men and n1 women together can complete a work in n2 days . it takes n3 days for one man alone to complete the same work . how many days will be required for one woman alone to complete the same work ?	multiply ( n3 , const_1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 )
a collection of books went on sale , and n0 / n1 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n0 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a cat leaps n0 leaps for every n3 leaps of a dog , but n2 leaps of the dog are equal to n3 leaps of the cat . what is the ratio of the speed of the cat to that of the dog ?	divide ( n2 , n3 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
two tains are running in opposite directions with the same speed . if the length of each train is n0 metres and they cross each other in n1 seconds , then the speed of each train ( in km / hr ) is :	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_3_6 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
there are n0 supermarkets in the fgh chain . all of them are either in the us or canada . if there are n1 more fgh supermarkets in the us than in canada , how many fgh supermarkets are there in the us ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in a caravan , in addition to n0 hens , there are n1 goats and n2 camels with some keepers . if the total number of feet be n3 more than the number of heads in the caravan , the number of keepers is	add ( n0 , n1 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( n2 , #0 ) | add ( #1 , #2 ) | add ( n3 , #4 ) | add ( #5 , #3 ) | subtract ( #6 , #7 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is ?	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
a firm is comprised of partners and associates in a ratio of n0 : n1 . if n2 more associates were hired , the ratio of partners to associates would be n3 : n4 . how many partners are currently in the firm ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
if in a cricket one day match , there were no wide balls , no wides , no extras and no overthrows . what is the maximum number of runs that a batsman can score in n0 overs in an ideal case scenario ?	subtract ( n0 , const_2 ) | multiply ( n0 , #0 )
a , b , c can do a piece of work in n0 days , n1 days and n2 days respectively , working alone . how soon can the work be done if a is assisted by b and c on alternate days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #0 , #2 ) | add ( #3 , #4 ) | divide ( const_2 , #5 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
x and y can do a piece of work in n0 days and n1 days respectively . x started the work alone and then after n2 days y joined him till the completion of the work . how long did the work last ?	add ( n0 , n1 ) | divide ( n2 , n0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #0 ) | add ( n2 , #5 )
micheal and adam can do together a piece of work in n0 days . after they have worked together for n1 days micheal stops and adam completes the remaining work in n2 days . in how many days micheal complete the work separately .	inverse ( n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | inverse ( #4 ) | subtract ( #0 , #5 ) | inverse ( #6 )
a firm is comprised of partners and associates in a ratio of n0 : n1 . if n2 more associates were hired , the ratio of partners to associates would be n3 : n4 . how many partners are currently in the firm ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are chosen at random and without replacement , what is the probability that both rocks will be slate rocks ?	add ( n0 , n1 ) | subtract ( n0 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #2 ) | subtract ( #2 , const_1 ) | divide ( #1 , #4 ) | multiply ( #3 , #5 )
the number of diagonals of a polygon of n sides is given by the formula f = n ( n - n0 ) / n1 . if a polygon has twice as many diagonals as sides , how many sides does it have ?	add ( n0 , n1 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
two trains are moving in opposite directions at n0 km / hr and n1 km / hr . their lengths are n2 km and n3 km respectively . the time taken by the slower train to cross the faster train in seconds is ?	multiply ( n2 , const_1000 ) | multiply ( n0 , const_1000 ) | multiply ( n3 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #3 , const_3600 ) | divide ( #0 , #4 ) | divide ( #2 , #5 ) | subtract ( #6 , #7 )
a large field of n0 hectares is divided into two parts . the difference of the areas of the two parts is one no_ascii_77 fifth of the average o fthe two areas . what is the area of the smaller part in hectares ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_2 )
micheal and adam can do together a piece of work in n0 days . after they have worked together for n1 days micheal stops and adam completes the remaining work in n2 days . in how many days micheal complete the work separately .	inverse ( n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | inverse ( #4 ) | subtract ( #0 , #5 ) | inverse ( #6 )
the ratio of the number of red cars in a certain parking lot to the number of black cars is n0 to n1 . if there are n2 black cars in the lot , how many red cars are there in the lot ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | floor ( #1 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability t that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
a digital wristwatch was set accurately at n0 a . m and then lost n1 seconds every n2 minutes . what time was indicated on the watch at n3 p . m of the same day if the watch operated continuously that time ?	multiply ( const_3 , const_4 ) | add ( n3 , #0 ) | subtract ( #1 , n0 ) | multiply ( #2 , const_60 ) | divide ( #3 , n2 ) | multiply ( n1 , #4 ) | divide ( #5 , const_60 ) | divide ( #6 , const_100 ) | subtract ( n3 , #7 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 km than it would take to travel n2 km at n3 km / hour . at what speed , in km / hr , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
n0 = a + n2 b | a | > n2 if no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are both integers , then what is the smallest possible values of no_ascii_47 a no_ascii_32 that can be used to solve the above equation .	multiply ( n1 , n1 )
jamshid can paint a fence in n0 percent less time than taimour can when each works alone . when they work together , they can paint the fence in n1 hours . how long would it take taimour to paint the fence alone ?	multiply ( n1 , const_3 )
a certain telephone company company charges n0 cents for the first n4 / n5 of a minute plus n3 cents for each additional n4 / n5 of a minute . what would this company charge for a talk time of n6 minutes long ?	subtract ( n2 , n1 ) | subtract ( n6 , n1 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | multiply ( n2 , #3 ) | add ( #2 , #4 ) | add ( n0 , #5 )
roy was suffering from severe headaches . he went to see his doctor and the doctor gave him n2 tablets asking him to take one tablet every n1 minutes . how much time will it take roy to consume all the n2 tablets ?	multiply ( n0 , n1 ) | subtract ( #0 , n1 )
a car traveling at a certain constant speed takes n0 seconds longer to travel n2 kilometer than it would take to travel n2 kilometer at n3 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ?	divide ( n1 , n3 ) | multiply ( #0 , const_3600 ) | add ( n0 , #1 ) | divide ( #2 , const_3600 ) | divide ( n1 , #3 )
two tracks are parallel . the first track has n2 checkpoints and the second one has n3 checkpoints . in how many ways can the n2 checkpoints of first track be joined with the n3 checkpoints of the second to form a triangle ?	factorial ( n1 ) | factorial ( const_2 ) | factorial ( n0 ) | subtract ( n1 , const_2 ) | subtract ( n0 , const_1 ) | subtract ( const_10 , const_1 ) | subtract ( n0 , const_2 ) | divide ( #2 , const_2 ) | factorial ( #3 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #6 ) | divide ( #0 , #8 ) | divide ( #2 , #9 ) | divide ( #0 , #10 ) | divide ( #7 , #11 ) | divide ( #12 , #1 ) | multiply ( #14 , #15 ) | multiply ( #16 , #13 ) | add ( #18 , #17 )
a shipment of n0 smartphones contains n1 that are defective . if a customer buys two smartphones at random from the shipment , what is the approximate probability that both phones are defective ? a . b . c . d . e .	add ( n0 , const_1 ) | divide ( n1 , n0 ) | subtract ( n1 , const_1 ) | divide ( #2 , #0 ) | multiply ( #1 , #3 )
in a rectangular coordinate system , what is the area of a rhombus whose vertices have the coordinates ( n7 , n5 ) , ( n6 , n7 ) , ( n7 , - n5 ) , ( - n6 , n7 ) ?	multiply ( n2 , const_2 ) | multiply ( n1 , const_2 ) | rhombus_area ( #0 , #1 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are white . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
in how many q ways can a n0 - letter password be chosen , using the letters a , b , c , d , e , and / or f , such that at least one letter is repeated within the password ?	factorial ( n0 ) | factorial ( const_2 ) | multiply ( const_2 , const_3 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , #4 ) | multiply ( #5 , #5 ) | multiply ( #7 , #6 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
n0 men and n1 women together can complete a work in n2 days . it takes n3 days for one man alone to complete the same work . how many days will be required for one woman alone to complete the same work ?	multiply ( n3 , const_1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( #0 , #3 ) | multiply ( #4 , #2 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
a firm is comprised of partners and associates in a ratio of n0 : n1 . if n2 more associates were hired , the ratio of partners to associates would be n3 : n4 . how many partners are currently in the firm ?	multiply ( n0 , n4 ) | subtract ( #0 , n1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
in a certain neighborhood , there are half as many beige houses as white houses , and n0 times as many white houses as brown houses . what is the ratio of the number of brown houses to the number of beige houses ?	divide ( const_2 , n0 )
a boat sails n0 km of a river towards upstream in n1 hours . how long will it take to cover the same distance downstream , if the speed of current is one - fourth the speed of the boat in still water :	divide ( n0 , n1 )
i travel the first part of my journey at n0 kmph and the second part at n1 kmph and cover the total distance of n2 km to my destination in n3 hours . how long did the first part of my journey last ?	multiply ( n1 , n3 ) | subtract ( n1 , n0 ) | subtract ( #0 , n2 ) | divide ( #2 , #1 )
a jogger running at n0 kmph along side a railway track is n1 metres ahead of the engine of a n2 metre long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 ) | multiply ( #4 , const_60 )
a sum of money lent out at s . i . amounts to a total of $ n0 after n1 years and to $ n2 after a further period of n3 years . what was the initial sum of money that was invested ?	divide ( n1 , n3 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
a certain lab experiments with white and brown mice only . in one experiment , n0 / n1 of the mice are brown . if there are n2 brown mice in the experiment , how many mice in total are in the experiment ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n2 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
the length of a rectangle is double its width . if the length is diminished by n1 cm and the width is increased by n1 cm then its area is increased by n2 cm square . what is the length of the rectangle ?	multiply ( n0 , n0 ) | add ( n2 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , const_2 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how much longer will the cistern take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
two trains of equal lengths take n0 sec and n1 sec , respectively , to cross a telegraph post . if the length of each train is n2 m , in what time will they cross each other , travelling in opposite directions ?	add ( n2 , n2 ) | divide ( n2 , n0 ) | divide ( n2 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the ration of the number of boys and girls in a college is n0 : n1 . if the percentage is increase in the number of boys and girls be n2 % and n3 % respectively . what will be the new ration ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #5 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
when a person aged n0 is added to a group of n people , the average age increases by n1 . when a person aged n2 is added instead , the average age decreases by n3 . what is the value of e ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , const_1 )
a can do a piece of work in n0 hours ; b and c together can do it in n2 hours , while a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a student scored an average of n3 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the denominator of a fraction is n0 greater than the numerator . if the numerator and the denominator are increased by n2 , the resulting fraction is equal to n2 no_ascii_21 no_ascii_66 no_ascii_18 n3 . what is the value of the original fraction ?	add ( n0 , n1 ) | subtract ( n3 , n2 ) | multiply ( n2 , #0 ) | subtract ( #2 , n3 ) | divide ( #3 , #1 ) | add ( n0 , #4 ) | divide ( #4 , #5 )
total n0 cows n11 cow gives each n2 liter milk n11 cow gives each n9 / n8 liter milk n11 cow gives each n7 / n8 liter milk this is split into n9 son per each n11 cows & n11 liter milk how ?	divide ( n4 , n5 ) | multiply ( n1 , const_0_25 ) | multiply ( n1 , #0 ) | add ( #0 , #2 ) | add ( #3 , #1 )
a company has n2 managers and n5 associates . the n2 managers have an average salary of $ n3 , n7 . the n5 associates have an average salary of $ n6 , n7 . what is the average salary for the company ?	add ( n0 , n1 ) | multiply ( const_3 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #3 , #2 ) | multiply ( #4 , #2 ) | add ( #6 , #5 ) | divide ( #7 , #0 )
sonika bought a v . c . r . at the list price of n0 , n1 . if the rate of sales tax was n2 % , find the amount she had to pay for purchasing the v . c . r .	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | multiply ( #4 , const_100 ) | multiply ( #6 , #2 ) | add ( #7 , #3 ) | multiply ( #8 , #1 ) | divide ( #9 , const_100 ) | divide ( #10 , #5 ) | floor ( #11 )
suppose you work for a manufacturing plant that pays you $ n0 an hour plus $ n1 for each widget you make . how many widgets must you produce in a n2 hour week to earn $ n3 ( before payroll deductions ) ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
the market value of a certain machine decreased by n0 percent of its purchase price each year . if the machine was purchased in n1 for its market value of $ n2 , n3 , what was its market value two years later ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( #1 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #3 , #5 )
a can do a piece of work in n0 days . a does the work for n1 days only and leaves the job . b does the remaining work in n2 days . in how many days b alone can do the work ?	inverse ( n2 ) | inverse ( n0 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #3 ) | inverse ( #4 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is n1 cm less than the side of the square .	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
a student scored an average of n0 marks in n1 subjects : physics , chemistry and mathematics . if the average marks in physics and mathematics is n2 and that in physics and chemistry is n3 , what are the marks in physics ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a sum of money is put out at compound interest for n0 years at n1 % . it would fetch rs . n2 more if the interest were payable half - yearly , then it were pay able yearly . find the sum .	add ( n1 , const_1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
a bag contains n1 red jellybeans and n1 blue jellybeans . if n3 jellybeans are removed one at a time , at random and are not replaced , what is the probability w that all n3 jellybeans removed from the bag are blue ?	add ( n0 , n0 ) | choose ( n0 , n2 ) | choose ( #0 , n2 ) | divide ( #1 , #2 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
arun and tarun can do a work in n0 days . after n1 days tarun went to his village . how many days are required to complete the remaining work by arun alone . arun can do the work alone in n2 days .	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | subtract ( n2 , #1 )
micheal and adam can do together a piece of work in n0 days . after they have worked together for n1 days micheal stops and adam completes the remaining work in n2 days . in how many days micheal complete the work separately .	inverse ( n0 ) | multiply ( n1 , #0 ) | subtract ( const_1 , #1 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | inverse ( #4 ) | subtract ( #0 , #5 ) | inverse ( #6 )
a company purchased raw material worth n2 / n1 of it capital , n2 / n3 of the remaining is spent on machinery . how much fraction of the capital was left with the company after its expenditures on raw material and machinery ?	divide ( const_1 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 )
the equation of line s is y = n0 / n1 * x - n2 . what is the smallest possible distance in the xy - plane from the point with coordinates ( n4 , n4 ) to any point on line s ?	multiply ( n2 , const_3 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #1 , #2 ) | sqrt ( #3 ) | divide ( #0 , #4 )
how many liters of oil at rs . n0 per liter should be mixed with n1 liters of a second variety of oil at rs . n2 per liter so as to get a mixture whose cost is rs . n3 per liter ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
a collection of books went on sale , and n0 / n2 of them were sold for $ n2 each . if none of the n3 remaining books were sold , what was the total amount received for the books that were sold ?	divide ( n0 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a jogger running at n0 kmph along side a railway track is n1 metres ahead of the engine of a n2 metre long train running at n3 kmph in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 ) | multiply ( #4 , const_60 )
a man sells an article at a profit of n0 % . if he had bought it at n1 % less and sold it for rs . n2 less , he would have gained n3 % . find the cost of the article .	add ( n0 , const_100 ) | add ( n3 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #0 , #5 ) | divide ( #2 , #6 )
the length of a rectangular landscape is n0 times its breadth . there is a playground in it whose area is n1 square mtr & which is n2 / n3 rd of the total landscape . what is the length of the landscape ?	multiply ( const_4.0 , n3 ) | multiply ( #0 , const_10 )
jack and jill are marathon runners . jack can finish a marathon ( n0 km ) in n1 hours and jill can run a marathon in n2 hours . what is the ratio of their average running speed ? ( jack : jill )	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #0 , #1 )
a box contains n0 tablets of medicine a and n1 tablets of medicine b . what is the least number of tablets that should be taken from the box to ensure that at least two tablets of each kind are among the extracted .	add ( n1 , const_2 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is a ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
the sale price of an article including the sales tax is rs . n0 . the rate of sales tax is n1 % . if the shopkeeper has made a profit of n2 % , then the cost price of the article is :	add ( n1 , const_100 ) | add ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 )
in a race of n0 m , a can beat by n3 m , in a race of n2 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 )
the area of a square is n0 sq cm . find the ratio of the breadth and the length of a rectangle whose length is same the side of the square and breadth is n1 cm less than the side of the square ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | subtract ( #0 , n1 ) | divide ( #2 , #1 )
with a uniform speed a car covers the distance in n0 hours . had the speed been increased by n1 km / hr , the same distance could have been covered in n2 n3 / n4 hours . what is the distance covered ?	divide ( n3 , n4 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
n a race of n0 m , a can beat by n3 m , in a race of n2 m , b can beat c by n3 m . by how many meters will a beat c in a race of n4 m ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( n4 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , #1 ) | divide ( #4 , n2 ) | subtract ( n4 , #5 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer k such that k + n is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
for any integer n greater than n1 , n * denotes the product of all the integers from n1 to n , inclusive . how many prime numbers q are there between n5 * + n3 and n5 * + n5 , inclusive ?	factorial ( n2 ) | add ( n2 , #0 ) | divide ( #1 , #1 )
a can do a piece of work in n0 hours ; b and c together can do it in n2 hours , while a and c together can do it in n2 hours . how long will b alone take to do it ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
a man sitting in a train which is traveling at n0 kmph observes that a goods train , traveling in opposite direction , takes n1 seconds to pass him . if the goods train is n2 m long , find its speed . ?	divide ( n2 , n1 ) | multiply ( #0 , const_3_6 ) | subtract ( #1 , n0 )
the roof of an apartment building is rectangular and its length is n0 times longer than its width . if the area of the roof is n1 feet squared , what is the difference between the length and the width of the roof ?	divide ( n1 , n0 ) | sqrt ( #0 ) | multiply ( #1 , n0 ) | subtract ( #2 , #1 )
after a storm deposits n0 billion gallons of water into the city reservoir , the reservoir is n1 % full . if the original contents of the reservoir totaled n2 billion gallons , the reservoir was approximately what percentage full before the storm ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( n2 , #2 ) | multiply ( #3 , const_100 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
a started a business with an investment of rs . n0 and after n1 months b joined him investing rs . n2 . if the profit at the end of a year is rs . n3 , then the share of b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
the mean daily profit made by a shopkeeper in a month of n0 days was rs . n1 . if the mean profit for the first fifteen days was rs . n2 , then the mean profit for the last n3 days would be	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n3 )
a boat covers a certain distance downstream in n0 hour , while it comes back in n1 no_ascii_21 no_ascii_66 no_ascii_18 n2 hours . if the speed of the stream be n3 kmph , what is the speed of the boat in still water ?	divide ( const_3 , const_2 ) | multiply ( const_3.0 , #0 ) | subtract ( #0 , n0 ) | add ( const_3.0 , #1 ) | divide ( #3 , #2 )
walking at n0 / n1 of her normal speed , a worker is n2 minutes later than usual in reaching her office . the usual time ( in minutes ) taken by her to cover the distance between her home and her office is	multiply ( n0 , n2 )
in a certain parking lot , n0 % of the cars are towed for parking illegally . however n1 % of the cars which are parked illegally are not towed . what % of cars in the parking lot are parked illegally . '	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #2 , #1 )
there are n0 supermarkets in the fgh chain . all of them are either in the us or canada . if there are n1 more fgh supermarkets in the us than in canada , how many fgh supermarkets are there in the us ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
in how many v ways can a n0 - letter password be chosen , using the letters a , b , c , d , e , and / or f , such that at least one letter is repeated within the password ?	add ( n0 , const_2 ) | factorial ( const_2 ) | factorial ( n0 ) | factorial ( #0 ) | multiply ( #1 , #2 ) | power ( #0 , n0 ) | divide ( #3 , #4 ) | multiply ( #6 , #2 ) | subtract ( #5 , #7 )
an electric pump can fill a tank in n0 hours . because of a leak in the tank , it took n1 hours to fill the tank . if the tank is full , how much time will the leak take to empty it ?	divide ( n1 , const_1 )
a sells a cricket bat to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays $ n2 for it , the cost price of the cricket bat for a is :	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a trader mixes n0 kg of tea at n1 per kg with n3 kg of tea at cost price of n3 per kg . in order to earn a profit of n4 % , what should be the sale price of the mixed tea ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #4 )
if the ratio of the sum of the first n0 terms of a g . p . to the sum of the first n1 terms of the g . p . is n2 , what is the common ratio of the g . p ?	divide ( const_1 , n1 ) | subtract ( n2 , const_1 ) | power ( #1 , #0 )
a certain galaxy is known to comprise approximately n0 x n1 ^ n2 stars . of every n3 million of these stars , one is larger in mass than our sun . approximately how many stars in this galaxy are larger than the sun ?	multiply ( n0 , n1 ) | power ( n1 , const_4 ) | divide ( #0 , n3 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 )
n0 machines , each working at the same constant rate , together can complete a certain job in n1 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n2 days ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | subtract ( #2 , #0 )
daniel went to a shop and bought things worth rs . n0 , out of which n1 paise went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( n1 , n2 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 )
a money lender lent rs . n0 at n3 % per year and rs . n2 at n3 % per year . the amount should be returned to him when the total interest comes to rs . n4 . find the number of years .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | divide ( n4 , #4 )
there are n0 jelly beans divided between two jars , jar x and jar y . if there are n1 fewer jelly beans in jar x than n2 times the number of beans in jar y , how many beans are in jar x ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( n0 , #1 )
what is the probability that the sum of two dice will yield a n1 , and then when both are thrown again , their sum will again yield a n1 ? assume that each die has n4 sides with faces numbered n3 to n4 .	power ( n2 , const_2 ) | divide ( n2 , #0 ) | multiply ( #1 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a certain car uses n0 gallons of gasoline in traveling n1 miles . in order for the car to travel the same distance using n2 gallons of gasoline , by how many miles per gallon must the car no_ascii_32 s gas mileage be increased ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
a certain car uses n0 gallons of gasoline in traveling n1 miles . in order for the car to travel the same distance using n2 gallons of gasoline , by how many miles per gallon must the car no_ascii_32 s gas mileage be increased ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
there are n0 balls in a jar . you take out n1 blue balls without putting them back inside , and now the probability of pulling out a blue ball is n2 / n3 . how many blue balls were there in the beginning ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | add ( n1 , #1 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
given that p is a positive even integer with a positive units digit , if the units digit of p ^ n0 minus the units digit of p ^ n3 is equal to n2 , what is the units digit of p + n3 ?	add ( n0 , n0 ) | add ( n3 , #0 )
if henry were to add n3 gallons of water to a tank that is already n1 / n2 full of water , the tank would be n3 / n4 full . how many gallons of water would the tank hold if it were full ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n0 , #3 )
if @ is a binary operation defined as the difference between an integer n and the product of n and n0 , then what is the largest positive integer n such that the outcome of the binary operation of n is less than n1 ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | floor ( #1 )
at a particular graduation party with n0 guests , n1 % of the guests brought gifts , and n2 % of the female guests brought gifts . if n3 males did not bring gifts to the party , how many females did bring gifts ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #1 ) | multiply ( n2 , #6 ) | divide ( #7 , const_100 )
after playing n0 games , the lesley basketball team had won n1 % of the games . the additional games played gave the team a n2 % total winning average . how many additional games must the team have won to obtain this average ?	subtract ( n1 , n2 ) | divide ( #0 , const_2 )
mr . smith calculated the average of n0 n1 digit numbers . but due to a mistake he reversed the digits of a number and thus his average increased by n2 the difference between the unit digit and hundreds digit of that number is :	multiply ( n0 , n2 ) | subtract ( const_100 , const_1 ) | divide ( #0 , #1 )
jerry went to a shop and bought things worth rs . n1 , out of which n1 % went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( const_100 , n2 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
if the probability of rain on any given day in chicago during the summer is n0 % , independent of what happens on any other day , what is the probability of having exactly n1 rainy days from july n2 through july n3 inclusive ?	divide ( const_1 , const_2 ) | power ( #0 , n2 ) | multiply ( n2 , #1 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income i	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
the youngest of n4 children has siblings who are n1 , n2 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n1 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
a tank is filled by n0 pipes a , b , c in n1 hours . pipe c is twice as fast as b and b is twice as fast as a . how much will pipe a alone take to fill the tank ?	multiply ( const_2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 )
a bus trip of n0 miles would have taken n1 hour less if the average speed s for the trip had been greater by n2 miles per hour . what was the average speed s , in miles per hour , for the trip ?	multiply ( n0 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_32 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | divide ( #4 , const_10 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days extra by reading n2 pages a day less , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
if the function q is defined by the formula q = n0 e / ( n1 x ( z ^ n2 ) ) , by what factor will q be multiplied if e is quadrupled , x is doubled , and z is tripled ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the ratio of investments of two partners p and q is n2 : n1 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
last year a certain bond price with a face value of n0 yielded n1 % of its face value in interest . if that interest was approx n2 of the bond ' s selling price approx what was the bond ' s selling price ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a tank is filled by n0 pipes a , b , c in n1 hours . pipe c is twice as fast as b and b is twice as fast as a . how much will pipe a alone take to fill the tank ?	multiply ( const_2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 )
how much more would rs . n0 fetch , after two years , if it is put at n2 % p . a . compound interest payable half yearly than if is put at n2 % p . a . compound interest payable yearly ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #4 ) | power ( #3 , const_4 ) | multiply ( n0 , #6 ) | subtract ( #7 , #5 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
in an office , totally there are n0 employees and n1 % of the total employees are males . n2 % of the males in the office are at - least n4 years old . find the number of males aged below n4 years ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 % of the distribution lies one standard deviation h of the mean , what percent of the distribution is less than m + h ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
amanda sees a sale for n2 % off all items , she sees a dress on sale that originally cost $ n1 . how much will it cost amanda to buy the dress after the sale amount of n2 % has been take off ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 )
an electric pump can fill a tank in n0 hours . because of a leak in the tank , it took n1 hours to fill the tank . if the tank is full , how much time will the leak take to empty it ?	divide ( n1 , const_1 )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
two cars start at the same time from opposite ends of a highway that is n0 miles long . one car is riding at n1 mph and the second car is riding at n2 mph . how long after they begin will they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a and b can together finish a work in n0 days . they worked together for n1 days and then b left . after another n2 days , a finished the remaining work . in how many days a alone can finish the job ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
an uneducated retailer marks all his goods at n0 % above the cost price and thinking that he will still make n2 % profit , offers a discount of n2 % on the marked price . what is his actual profit on the sales ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
earl can stuff advertising circulars into envelopes at the rate of n0 envelopes per minutes and ellen requires a minutes and half to stuff the same number of envelops . working together , how long will it take earl and ellen to stuff n1 envelopes	divide ( const_3 , const_2 ) | divide ( n0 , #0 ) | add ( n0 , #1 ) | divide ( n1 , #2 )
a certain galaxy is known to comprise approximately n0 x n2 ^ n2 stars . of every n3 million of these stars , one is larger in mass than our sun . approximately how many stars in this galaxy are larger than the sun ?	multiply ( n0 , n1 ) | power ( n1 , const_4 ) | divide ( #0 , n3 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days earlier by reading n2 pages a day more , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
the sale price of a trolley bag including the sale tax is rs . n0 . the rate of sale tax is n1 % . if the shopkeeper has made a profit of n2 % , the cost price of the trolley bag is :	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #3 ) | divide ( #4 , #2 )
a trader mixes n0 kg of tea at n1 per kg with n3 kg of tea at cost price of n3 per kg . in order to earn a profit of n4 % , what should be the sale price of the mixed tea ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #4 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
an uneducated retailer marks all his goods at n0 % above the cost price and thinking that he will still make n2 % profit , offers a discount of n2 % on the marked price . what is his actual profit on the sales ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a certain car uses n0 gallons of gasoline in traveling n1 miles . in order for the car to travel the same distance using n2 gallons of gasoline , by how many miles per gallon must the car no_ascii_32 s gas mileage be increased ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
a man took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was :	divide ( const_60 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , const_100 ) | divide ( #3 , #4 )
the ratio of investments of two partners p and q is n2 : n1 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
twelve machines , each working at the same constant rate , together can complete a certain job in n0 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n1 days ?	divide ( n1 , n0 ) | inverse ( #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , n0 )
on thursday mabel handled n0 transactions . anthony handled n1 % more transactions than mabel , cal handled n2 / n3 rds of the transactions that anthony handled , and jade handled n4 more transactions than cal . how much transactions did jade handled ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , n3 ) | add ( n4 , #4 )
how many kilograms of sugar costing rs . n0 per kg must be mixed with n1 kg of sugar costing rs . n2 per kg so that there may be gain of n3 % by selling the mixture at rs . n4 per kg ?	divide ( n3 , const_100 ) | multiply ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n4 , #2 ) | multiply ( n1 , #3 ) | subtract ( n0 , #3 ) | subtract ( #4 , #1 ) | divide ( #6 , #5 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a and b invests rs . n0 each , a investing for n1 months and b investing for all the n2 months in the year . if the total profit at the end of the year is rs . n3 , find their shares ?	multiply ( n0 , const_1 ) | divide ( #0 , const_3 )
sushil got thrice as many marks in english as in science . his total marks in english , science and maths are n0 . if the ratio of his marks in english and maths is n1 : n2 , find his marks in science ?	multiply ( n1 , const_3 ) | add ( n1 , #0 ) | multiply ( #1 , #0 ) | add ( #1 , #2 ) | add ( n1 , #3 )
a man can row n0 no_ascii_21 no_ascii_49 kmph in still water . if in a river running at n1 km / hr an hour , it takes him n2 minutes to row to a place and back , how far off is the place ?	divide ( const_1 , const_2 ) | add ( n0 , #0 ) | add ( n1 , #1 ) | subtract ( #1 , n1 ) | subtract ( #2 , #3 )
a heap of grapes is divided into groups of n0 , n1 and n2 and each time one coconut is left over . the least number of grapes in the heap is ? a . n3 b . n4 c . n5 d . n6	lcm ( n0 , n1 ) | lcm ( n2 , #0 )
if @ is a binary operation defined as the difference between an integer n and the product of n and n0 , then what is the largest positive integer n such that the outcome of the binary operation of n is less than n1 ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | floor ( #1 )
an amount of money is to be distributed among faruk , vasim and ranjith in the ratio n0 : n1 : n2 . if vasims share is rs . n3 , what is the difference between faruk ' s and ranjith ' s shares ?	divide ( n3 , n1 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
how much more would rs . n0 fetch , after two years , if it is put at n2 % p . a . compound interest payable half yearly than if is put at n2 % p . a . compound interest payable yearly ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #4 ) | power ( #3 , const_4 ) | multiply ( n0 , #6 ) | subtract ( #7 , #5 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
in a soap company a soap is manufactured with n0 parts . for making one soap you will get n1 part as scrap . at the end of the day you have n2 such scraps . from that how many soaps can be manufactured ?	subtract ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n0 ) | add ( #2 , #0 ) | subtract ( #3 , #0 ) | divide ( #4 , n0 ) | add ( #2 , #5 ) | add ( #5 , #0 ) | divide ( #7 , #7 ) | add ( #6 , #8 )
when sold at a n0 % discount , a sweater nets the merchant a n1 % profit on the wholesale cost at which he initially purchased the item . by what % is the sweater marked up from wholesale at its normal retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_100 , #3 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
one bacterium splits into n0 bacteria of the next generation . but due to environment , only n1 % of one generation can produced the next generation . if the seventh generation number is n2 million , what is the number in first generation ?	divide ( n0 , const_2 ) | subtract ( n0 , const_2 ) | power ( #0 , #1 ) | divide ( #2 , #2 )
daniel went to a shop and bought things worth rs . n0 , out of which n1 paise went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( n1 , n2 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
father is aged n0 times more than his son ronit . after n2 years , he would be two and half times if ronit ' s age . after further n2 years , how many times would he be of ronit ' s age ?	add ( n1 , n1 ) | multiply ( n1 , const_4 ) | add ( #0 , #1 ) | add ( n1 , #0 ) | divide ( #2 , #3 )
n0 people are planning to share equally the cost of a rental car . if one person withdraws from the arrangement and the others share equally the entire rest of the car , then the share of each of the remaining persons increased by ?	divide ( const_1 , n0 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the ratio of investments of two partners p and q is n2 : n4 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
if the sum of two numbers is n0 and the h . c . f . and l . c . m . of these numbers are n1 and n2 respectively , then the sum of the reciprocals of the numbers is equal to :	divide ( n0 , n1 ) | divide ( #0 , n2 )
the average of n0 numbers is n1 . later it is found that two numbers have been wrongly copied . the first is n2 greater than the actual number and the second number added is n3 instead of n4 . find the correct average .	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , n0 )
in an office , totally there are n0 employees and n1 % of the total employees are males . n2 % of the males in the office are at - least n4 years old . find the number of males aged below n4 years ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
rohan spends n0 % of his salary on food , n1 % on house rent , n3 % on entertainment and n3 % on conveyance . if his savings at the end of a month are rs . n4 . then his monthly salary is	add ( const_1 , const_4 ) | multiply ( n4 , #0 )
sushil got thrice as many marks in english as in science . his total marks in english , science and maths are n0 . if the ratio of his marks in english and maths is n1 : n2 , find his marks in science ?	multiply ( n1 , const_3 ) | add ( n1 , #0 ) | multiply ( #1 , #0 ) | add ( #1 , #2 ) | add ( n1 , #3 )
when sold at a n0 % discount , a sweater nets the merchant a n1 % profit on the wholesale cost at which he initially purchased the item . by what % is the sweater marked up from wholesale at its normal retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_100 , #3 )
carl is facing very difficult financial times and can only pay the interest on a $ n0 , n1 loan he has taken . the bank charges him a quarterly compound rate of n2 % . what is the approximate interest he pays annually ?	divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_1 ) | power ( #2 , const_4 ) | multiply ( #1 , #3 ) | subtract ( #4 , #1 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many apples did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
jerry went to a shop and bought things worth rs . n0 , out of which n1 % went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( const_100 , n2 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
the ratio of investments of two partners p and q is n0 : n1 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
praveen starts business with rs . n0 and after n1 months , hari joins with praveen as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is hari no_ascii_32 s contribution in the capital ?	divide ( n1 , const_12 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | divide ( #3 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
if the probability of rain on any given day in chicago during the summer is n0 % , independent of what happens on any other day , what is the probability of having exactly n1 rainy days from july n2 through july n3 inclusive ?	divide ( const_1 , const_2 ) | power ( #0 , n2 ) | multiply ( n2 , #1 )
when sold at a n0 % discount , a sweater nets the merchant a n1 % profit on the wholesale cost at which he initially purchased the item . by what % is the sweater marked up from wholesale at its normal retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_100 , #3 )
if @ is a binary operation defined as the difference between an integer n and the product of n and n0 , then what is the largest positive integer n such that the outcome of the binary operation of n is less than n1 ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | floor ( #1 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in n0 t seconds , then what is the length of the platform ?	subtract ( n0 , const_1 )
in an examination , n0 students appeared . out of these students ; n1 % got first division , n2 % got second division and the remaining just passed . assuming that no student failed ; find the number of students who just passed .	add ( n1 , n2 ) | subtract ( const_100 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n3 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
in an office , totally there are n0 employees and n1 % of the total employees are males . n4 % of the males in the office are at - least n4 years old . find the number of males aged below n4 years ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
n0 . the side surface of a cylinder is rolled with a rectangular plate . if the height of a cylinder tank is n1 feet and the perimeter of the circular base is n2 feet , what is the area of the rectangular plate ?	power ( n2 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after one year service . he served only for n1 months and received uniform and rs . n2 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
n0 girls and n1 boys are present at a party . there are n2 girl - boy are in relationship among them . if a girl and a boy is selected at random , what is the probability that they will be a couple ?	choose ( n0 , const_1 ) | choose ( n1 , const_1 ) | choose ( n2 , const_1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( #4 , #3 )
an ant walks an average of n0 meters in n1 minutes . a beetle walks n2 % less distance at the same time on the average . assuming the beetle walks at her regular rate , what is its speed in km / h ?	divide ( n0 , const_1000 ) | divide ( n1 , const_60 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in n0 t seconds , then what is the length of the platform ?	subtract ( n0 , const_1 )
at golds gym class can be divided into n0 teams with an equal number of players on each team or into n1 teams with an equal number of players on each team . what is the lowest possible number of students in the class ?	lcm ( n0 , n1 )
mike and his friend are going on a road trip and hoping to miss traffic . if they are driving at a rate of n0 miles per minute , what is their speed in kilometers per hour ? [ n1 km = n2 miles ]	multiply ( n0 , const_60 ) | divide ( #0 , n2 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 / sq m , what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
the average of n0 numbers is n1 . later it is found that two numbers have been wrongly copied . the first is n2 greater than the actual number and the second number added is n3 instead of n4 . find the correct average .	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , n0 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is a no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
a sells a cricket bat to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays $ n2 for it , the cost price of the cricket bat for a is :	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after one year service . he served only for n1 months and received uniform and rs . n2 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
in front of you lies a figure made up with n0 x n1 square blocks . will you be able to find out the number of unique squares and rectangles that are being formed inside this figure by combining two or more distinct squares ?	add ( n0 , const_1 ) | add ( n1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #5 )
on the average mr . jackson has n0 hours to plan for an long hour meeting he talk to his assistant n1 hours to prepare the paper work needed . how much hours should jackson and assistant has t plan for n2 min meeting ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | add ( #0 , #1 )
when jessica withdrew $ n0 from her bank account , her account balance decreased by n4 / n2 . if she deposits an amount equal to n3 / n4 of the remaining balance , what will be the final balance in her bank account ?	divide ( n3 , n4 ) | divide ( const_3 , n2 ) | add ( n3 , #0 ) | subtract ( n3 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , n0 ) | multiply ( #2 , #5 )
given that p is a positive even integer with a positive units digit , if the units digit of p ^ n0 minus the units digit of p ^ n1 is equal to n2 , what is the units digit of p + n3 ?	add ( n0 , n0 ) | add ( n3 , #0 )
suppose you work for a manufacturing plant that pays you $ n0 an hour and $ . n1 for each widget you make . how many widgets must you produce in a n2 hour week to earn $ n3 ( before payroll deductions ) ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n1 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
calculate the time it will take for a full tank to become completely empty due to a leak given that the tank could be filled in n0 hours , but due to the leak in its bottom it takes n1 hours to be filled ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
john goes to his office by car at a speed of n0 kmph and reaches n1 minutes earlier . if he goes at a speed of n2 kmph , he reaches n3 mins late . what is the distance from his house to office ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #0 , const_60 ) | multiply ( n2 , #2 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 )
one pipe can fill a pool n0 times faster than a second pipe . when both pipes are opened , they fill the pool in four hours . how long would it take to fill the pool if only the slower pipe is used ?	add ( const_2 , const_3 ) | add ( n0 , const_1 ) | inverse ( #0 ) | divide ( #2 , #1 ) | inverse ( #3 ) | divide ( #4 , n0 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a train n1 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
each of the positive integers a and c is a n0 - digit integer . if each of the digits n1 through n2 appears in one of these n3 integers , what is the maximum possible value of the sum of a and c ?	add ( n0 , n3 ) | add ( n0 , const_1 ) | multiply ( n2 , const_1000 ) | multiply ( n0 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , const_10 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( #3 , const_1000 ) | multiply ( #4 , const_100 ) | add ( #2 , #6 ) | add ( #8 , #9 ) | add ( #10 , #7 ) | add ( #11 , #5 ) | add ( n3 , #12 ) | add ( #13 , const_2 ) | add ( #14 , #15 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
two cars start at the same time from opposite ends of a highway that is n0 miles long . one car is riding at n1 mph and the second car is riding at n2 mph . how long after they begin will they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days earlier by reading n2 pages a day more , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
a certain car uses n0 gallons of gasoline in traveling n1 miles . in order for the car to travel the same distance using n2 gallons of gasoline , by how many miles per gallon must the car no_ascii_32 s gas mileage be increased ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
a can do a piece of work in n4 days of n2 hours each and b alone can do it in n2 days of n4 hours each . how long will they take it to do working together n4 / n5 hours a day ?	divide ( n0 , n5 ) | multiply ( n0 , n1 ) | divide ( const_1 , #1 ) | add ( #2 , #2 ) | divide ( const_1 , #3 ) | divide ( #4 , #0 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
the sale price of a trolley bag including the sale tax is rs . n0 . the rate of sale tax is n1 % . if the shopkeeper has made a profit of n2 % , the cost price of the trolley bag is :	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #3 ) | divide ( #4 , #2 )
an ant walks an average of n0 meters in n1 minutes . a beetle walks n2 % less distance at the same time on the average . assuming the beetle walks at her regular rate , what is its speed in km / h ?	divide ( n0 , const_1000 ) | divide ( n1 , const_60 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
average temperature of first n5 days of a week is n1 no_ascii_75 c and that of the last n5 days is n3 no_ascii_75 c . if the average temperature of the week be n4 no_ascii_75 c , the temperature on n5 th day is ?	divide ( const_0_33 , const_3 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | multiply ( n1 , n1 ) | subtract ( #1 , #2 ) | add ( #0 , #4 ) | add ( #5 , #3 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make aprofit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
a cyclist climbs a hill with a length of n0 m with a speed of n1 km / h . when descending , the speed is two times greater . how much time is necessary for the cyclist to climb and descend the hill ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_3600 ) | divide ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #2 ) | divide ( #4 , const_10 )
john is going with n0 friends on a trip to sidney for spring break . airfare and hotel costs a total of $ n1 for the group of n2 friends . how much does each person have to pay for their hotel and airfare ?	divide ( n1 , n2 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days earlier by reading n2 pages a day more , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
what is the maximum value of vx - yz . if the value of v , x , y , z have to be chosen from the set a where a ( - n0 , - n1 , - n2 , n3 , n4 )	negate ( n0 ) | multiply ( n1 , #0 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
a certain characteristic in a large population has a distribution that is symmetric about the mean a . if n0 % of the distribution lies one standard deviation d of the mean , what percent of the distribution is less than a + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the youngest of n4 children has siblings who are n4 , n2 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n0 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
last year a certain bond price with a face value of n0 yielded n1 % of its face value in interest . if that interest was approx n2 of the bond ' s selling price approx what was the bond ' s selling price ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
the ratio of investments of two partners p and q is n2 : n4 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a money lender lent rs . n0 at n1 % per year and rs . n2 at n3 % per year . the amount should be returned to him when the total interest comes to rs . n4 . find the number of years .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | divide ( n4 , #4 )
a man has rs . n0 in the denominations of one - rupee notes , n1 - rupee notes and n2 rupee notes . the number of notes of each denomination is equal . what is the total number of notes that he has ?	add ( n1 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
what is the probability that the sum of two dice will yield a n1 , and then when both are thrown again , their sum will again yield a n1 ? assume that each die has n4 sides with faces numbered n3 to n4 .	power ( n2 , const_2 ) | divide ( n2 , #0 ) | multiply ( #1 , #1 )
if the ratio of the sum of the first n0 terms of a g . p . to the sum of the first n1 terms of the g . p . is n2 , what is the common ratio of the g . p ?	divide ( const_1 , n1 ) | subtract ( n2 , const_1 ) | power ( #1 , #0 )
if henry were to add n2 gallons of water to a tank that is already n1 / n2 full of water , the tank would be n3 / n4 full . how many gallons of water would the tank hold if it were full ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n0 , #3 )
five machines , each working at the same constant rate , together can complete a certain job in n0 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n1 days ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | subtract ( #2 , #0 )
a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in n0 t seconds , then what is the length of the platform ?	subtract ( n0 , const_1 )
a bus n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is skateboarding at n2 km / hr in the direction opposite to that in which the car is going ?	add ( n1 , n2 ) | multiply ( n0 , const_3600 ) | divide ( #1 , #0 ) | divide ( #2 , const_1000 )
john is building a rectangular fence around a garden . the length will be n0 feet shorter than its width . if the total area of the garden is n1 square feet , what is the length of the diagonal ( in feet ) ?	add ( const_1 , const_10 ) | add ( n0 , const_1 ) | add ( #1 , const_10 ) | power ( #0 , const_2 ) | power ( #2 , const_2 ) | add ( #3 , #4 ) | sqrt ( #5 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
on thursday mabel handled n0 transactions . anthony handled n1 % more transactions than mabel , cal handled n2 / n3 rds of the transactions that anthony handled , and jade handled n4 more transactions than cal . how much transactions did jade handled ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , n3 ) | add ( n4 , #4 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income i	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n2 km / hr . if the faster train passes the slower train in n2 seconds , what is the length of each train ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a trader mixes n0 kg of tea at n1 per kg with n3 kg of tea at cost price of n3 per kg . in order to earn a profit of n4 % , what should be the sale price of the mixed tea ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #4 )
the average of n0 numbers is n1 . later it is found that two numbers have been wrongly copied . the first is n2 greater than the actual number and the second number added is n3 instead of n4 . find the correct average .	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , n0 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
if the ratio of the sum of the first n0 terms of a g . p . to the sum of the first n1 terms of the g . p . is n2 , what is the common ratio of the g . p ?	divide ( const_1 , n1 ) | subtract ( n2 , const_1 ) | power ( #1 , #0 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
for all positive integers m , [ m ] = n0 m when m is odd and [ m ] = ( n1 / n2 ) * m when m is even . what is [ n3 ] * [ n4 ] equivalent to ?	divide ( n4 , n2 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
when jessica withdrew $ n0 from her bank account , her account balance decreased by n1 / n4 . if she deposits an amount equal to n3 / n4 of the remaining balance , what will be the final balance in her bank account ?	divide ( n3 , n4 ) | divide ( const_3 , n2 ) | add ( n3 , #0 ) | subtract ( n3 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , n0 ) | multiply ( #2 , #5 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
if one person completes a journey in n0 hrs . he travels n1 st half of the journey at the rate of n2 km / hr and n3 nd half at therate of n4 km / hr . find the total journey in km .	divide ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 )
the length of a rectangular plot is n0 metres more than its breadth . if the cost of fencing the plot at the rate of n1 per metre is n2 , n3 , what is the length of the plot ( in metres ) ?	divide ( n2 , n1 ) | multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | subtract ( #2 , #1 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
calculate the number of urns of water needed to fill a tank of dimensions of n1 x n1 x n2 m to n3 % full , if the volume of the urn is n4 m n5 and can only be filled to n6 % .	multiply ( n0 , n0 ) | multiply ( n4 , n6 ) | divide ( #1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( n3 , #3 ) | divide ( #4 , const_100 ) | divide ( #5 , #2 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( const_3.0 , #1 )
` ` i am n0 times as old as you were when i was as old as you are ` ` , said a man to his son . find out their present ages if the sum of the their ages is n1 years .	add ( n0 , const_1 ) | multiply ( n0 , const_2 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n1 , #3 ) | subtract ( n1 , #4 )
a can do a piece of work in n0 days , and b can do it in n1 days . if c , who can do the work in n2 days , joins them , how long will they take to complete the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( const_1 , #4 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
in an examination , n0 students appeared . out of these students ; n1 % got first division , n2 % got second division and the remaining just passed . assuming that no student failed ; find the number of students who just passed .	add ( n1 , n2 ) | subtract ( const_100 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
a contractor isengaged for n0 days on the condition that he receives rs . n1 for eachday he works & fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was heabsent ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , n3 ) | divide ( #2 , #0 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a and b can together finish a work in n0 days . they worked together for n2 days and then b left . after another n2 days , a finished the remaining work . in how many days a alone can finish the job ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
praveen starts business with rs . n0 and after n1 months , hari joins with praveen as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is hari no_ascii_32 s contribution in the capital ?	divide ( n1 , const_12 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | divide ( #3 , #1 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 / sq m , what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
n5 girls can complete a rangoli in n1 days , and n4 boys can complete the same work in n5 days . to complete the work earlier n4 boys and n5 girls are employed , in how many days will this work get completed ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
at a particular graduation party with n0 guests , n1 % of the guests brought gifts , and n2 % of the female guests brought gifts . if n3 males did not bring gifts to the party , how many females did bring gifts ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #1 ) | multiply ( n2 , #6 ) | divide ( #7 , const_100 )
in a covering a certain distance , the speeds of a and b are in the ratio of n0 : n1 . a takes n2 minutes more than b to reach the destination . the time taken by a to reach the destination is ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 )
rohan spends n0 % of his salary on food , n1 % on house rent , n3 % on entertainment and n3 % on conveyance . if his savings at the end of a month are rs . n4 . then his monthly salary is	add ( const_1 , const_4 ) | multiply ( n4 , #0 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a money lender lent rs . n0 at n1 % per year and rs . n2 at n3 % per year . the amount should be returned to him when the total interest comes to rs . n4 . find the number of years .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | divide ( n4 , #4 )
an uneducated retailer marks all his goods at n0 % above the cost price and thinking that he will still make n2 % profit , offers a discount of n2 % on the marked price . what is his actual profit on the sales ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the ratio of investments of two partners p and q is n2 : n1 and the ratio of their profits is n2 : n4 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a boatman trying to cross the river . the width of the river is n0 m . he is selling boat with n1 m / sec . he takes n2 sec to cross the river due to flow of water . calculate the drift .	multiply ( n1 , n2 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
in an examination , n0 students appeared . out of these students ; n1 % got first division , n2 % got second division and the remaining just passed . assuming that no student failed ; find the number of students who just passed .	add ( n1 , n2 ) | subtract ( const_100 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
an uneducated retailer marks all his goods at n0 % above the cost price and thinking that he will still make n2 % profit , offers a discount of n2 % on the marked price . what is his actual profit on the sales ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
for every integer n no_ascii_60 n0 , the function g ( n ) is defined as the product of all the odd integers from n1 to n , inclusive . what is the value of g ( n2 ) no_ascii_77 g ( n3 ) ?	subtract ( n2 , n1 )
what is the probability that the sum of two dice will yield a n1 , and then when both are thrown again , their sum will again yield a n1 ? assume that each die has n4 sides with faces numbered n3 to n4 .	power ( n2 , const_2 ) | divide ( n2 , #0 ) | multiply ( #1 , #1 )
on thursday mabel handled n0 transactions . anthony handled n1 % more transactions than mabel , cal handled n2 / n3 rds of the transactions that anthony handled , and jade handled n4 more transactions than cal . how much transactions did jade handled ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , n3 ) | add ( n4 , #4 )
jerry went to a shop and bought things worth rs . n0 , out of which n1 % went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( const_100 , n2 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
a trader mixes n0 kg of tea at n1 per kg with n3 kg of tea at cost price of n3 per kg . in order to earn a profit of n4 % , what should be the sale price of the mixed tea ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #4 )
a tank is filled by n0 pipes a , b , c in n1 hours . pipe c is twice as fast as b and b is twice as fast as a . how much will pipe a alone take to fill the tank ?	multiply ( const_2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in n0 t seconds , then what is the length of the platform ?	subtract ( n0 , const_1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
a sells a cricket bat to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays $ n2 for it , the cost price of the cricket bat for a is :	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
john and peter are among the n0 players a volleyball coach can choose from to field a n2 - player team . if all n2 players are chosen at random , what is the probability of choosing a team that includes john and peter ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , const_2 ) | subtract ( n1 , const_2 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | factorial ( #3 ) | factorial ( #4 ) | subtract ( #2 , #3 ) | factorial ( #8 ) | multiply ( #1 , #7 ) | divide ( #0 , #10 ) | multiply ( #6 , #9 ) | divide ( #5 , #12 ) | divide ( #13 , #11 )
a boy wanted to calculate his speed on his bike . his starting point was n0 meters from the turning point . he made the round trip n1 times in n2 minutes . what was the boy ' s speed in kilometers per hour ?	divide ( n0 , const_1000 ) | multiply ( n1 , #0 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days earlier by reading n2 pages a day more , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
on the xy - plane , each point on circle c has coordinates such that x n1 and y n1 . if the center of circle c is the point ( n2 ; n3 ) , what is the maximum possible area of c ?	power ( n2 , const_2 ) | power ( const_4 , const_2 ) | add ( #0 , #1 ) | subtract ( #2 , const_2 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
tom read a book containing n0 pages by reading the same number of pages each day . if he would have finished the book n1 days earlier by reading n2 pages a day more , how many days did tom spend reading the book ?	multiply ( n1 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a team of n0 persons joins in a shooting competition . the best marksman scored n1 points . if he had scored n2 points , the average score for the team would have been n3 . the number of points , the team scored was	multiply ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , n2 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
an amount of money is to be distributed among faruk , vasim and ranjith in the ratio n0 : n1 : n2 . if vasims share is rs . n3 , what is the difference between faruk ' s and ranjith ' s shares ?	divide ( n3 , n1 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is b no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
four machines , each working at the same constant rate , together can complete a certain job in n0 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n1 days ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | subtract ( #2 , #0 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a steel vessel has a base of length n0 cm and breadth n2 cm . water is poured in the vessel . a cubical steel box having edge of n2 cm is immersed completely in the vessel . how much will the water rise ?	multiply ( n0 , n1 ) | power ( n1 , const_3 ) | divide ( #1 , #0 )
the ratio of investments of two partners p and q is n2 : n4 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
a certain galaxy is known to comprise approximately n0 x n1 ^ n2 stars . of every n3 million of these stars , one is larger in mass than our sun . approximately how many stars in this galaxy are larger than the sun ?	multiply ( n0 , n1 ) | power ( n1 , const_4 ) | divide ( #0 , n3 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
a and b invests rs . n0 each , a investing for n1 months and b investing for all the n2 months in the year . if the total profit at the end of the year is rs . n3 , find their shares ?	multiply ( n0 , const_1 ) | divide ( #0 , const_3 )
the number of employees in obelix menhir co . is a prime number and is less than n0 . the ratio of the number of employees who are graduates and above , to that of employees who are not , can possibly be : -	divide ( n0 , const_100 ) | add ( #0 , const_10 ) | subtract ( const_100 , #0 ) | subtract ( #2 , #1 ) | divide ( #2 , #3 )
praveen starts business with rs . n0 and after n1 months , hari joins with praveen as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is hari no_ascii_32 s contribution in the capital ?	divide ( n1 , const_12 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | divide ( n0 , #2 ) | divide ( #3 , #1 )
two tains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
money invested at x % , compounded annually , triples in value in approximately every n0 / x years . if $ n1 is invested at a rate of n2 % , compounded annually , what will be its approximate worth in n3 years ?	divide ( n0 , n2 ) | divide ( n3 , #0 ) | power ( const_3 , #1 ) | multiply ( n1 , #2 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 / sq m , what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make aprofit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
the ratio of investments of two partners p and q is n2 : n1 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
the average of n0 numbers is n1 . later it is found that two numbers have been wrongly copied . the first is n2 greater than the actual number and the second number added is n3 instead of n4 . find the correct average .	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , n0 )
last year a certain bond price with a face value of n0 yielded n1 % of its face value in interest . if that interest was approx n2 of the bond ' s selling price approx what was the bond ' s selling price ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
if @ is a binary operation defined as the difference between an integer n and the product of n and n0 , then what is the largest positive integer n such that the outcome of the binary operation of n is less than n1 ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | floor ( #1 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
from a vessel on the first day , n0 / n2 rd of the liquid evaporates . on the second day n2 / n3 th of the remaining liquid evaporates . what fraction of the volume is present at the end of the n4 day	divide ( n0 , n1 ) | divide ( n1 , n3 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( n0 , #4 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favour of candidate	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
n0 students bought burgers for $ n1 dollars . if the bill has to be divided among these students , how much amount should be added to the amound to make it divided amoung them equally in dollars ( in whole number of dollars )	reminder ( n1 , n0 ) | subtract ( n0 , #0 )
the ratio of investments of two partners p and q is n4 : n1 and the ratio of their profits is n4 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
an ant walks an average of n0 meters in n1 minutes . a beetle walks n2 % less distance at the same time on the average . assuming the beetle walks at her regular rate , what is its speed in km / h ?	divide ( n0 , n0 ) | divide ( n1 , const_60 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
in an office , totally there are n0 employees and n1 % of the total employees are males . n2 % of the males in the office are at - least n4 years old . find the number of males aged below n4 years ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
rashmi walks to her bus stop at n0 kmph and reaches there late by n3 minutes . on the next day , she increases her speed to n2 kmph and reaches the bus stop n3 minutes early . how far is the bus stop ?	add ( n1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_60 ) | divide ( #0 , #4 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income is	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
if n0 % of a class averages n1 % on a test , n2 % of the class averages n3 % on the test , and the remainder of the class averages n4 % on the test , what is the overall class average ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( const_100 , #0 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , const_100 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is b no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
the ratio of investments of two partners p and q is n2 : n4 and the ratio of their profits is n2 : n3 . if p invested the money for n4 months , find for how much time did q invest the money ?	divide ( n0 , n1 ) | divide ( n3 , n2 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
if a fills a tank in n0 mins , and b fills the same tank in n1 mins , and c emptys it in n2 min , if a , b , c works together how much time will the tank take to fill ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( const_1 , #4 )
in a rectangular coordinate system , what is the area of a rectangle whose vertices have the coordinates ( - n6 , n4 ) , ( n4 , n4 ) , ( n4 , - n7 and ( - n6 , - n7 ) ?	add ( n0 , n1 ) | add ( n1 , n5 ) | multiply ( #0 , #1 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
for all positive integers m , [ m ] = n0 m when m is odd and [ m ] = ( n1 / n2 ) * m when m is even . what is [ n3 ] * [ n4 ] equivalent to ?	divide ( n4 , n2 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 )
jerry went to a shop and bought things worth rs . n0 , out of which n1 $ went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( const_100 , n2 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
if the operation x is defined by a x b = ( b - a ) ^ n1 / a ^ n1 for all numbers a and b , and a no_ascii_24 n2 , then no_ascii_73 n5 x ( n5 x no_ascii_73 n5 ) =	negate ( n3 ) | subtract ( #0 , n3 ) | power ( #1 , n0 ) | subtract ( #2 , #0 ) | power ( #3 , n0 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income i	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
when sold at a n0 % discount , a sweater nets the merchant a n1 % profit on the wholesale cost at which he initially purchased the item . by what % is the sweater marked up from wholesale at its normal retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_100 , #3 )
daniel went to a shop and bought things worth rs . n0 , out of which n1 paise went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( n1 , n2 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 )
p starts a business with rs . n0 . after n1 months , q joins with p as his partner . after a year , the profit is divided in the ratio n2 : n3 . q ' s contribution in the capital is ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , n2 ) | divide ( #3 , #1 )
if henry were to add n0 gallons of water to a tank that is already n1 / n2 full of water , the tank would be n3 / n4 full . how many gallons of water would the tank hold if it were full ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( n0 , #3 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
earl can stuff advertising circulars into envelopes at the rate of n0 envelopes per minutes and ellen requires a minutes and half to stuff the same number of envelops . working together , how long will it take earl and ellen to stuff n1 envelopes	divide ( const_3 , const_2 ) | divide ( n0 , #0 ) | add ( n0 , #1 ) | divide ( n1 , #2 )
how many n0 - digit positive integers can be formed by using the digits from n1 to n2 so that two digits are equal to each other and the remaining two are also equal to each other but different from the other two ? .	multiply ( n0 , const_3 ) | subtract ( n2 , n1 ) | divide ( #0 , const_2 ) | multiply ( n2 , #1 ) | divide ( #3 , const_2 ) | multiply ( #4 , #2 )
last year a certain bond price with a face value of n0 yielded n1 % of its face value in interest . if that interest was approx n2 of the bond ' s selling price approx what was the bond ' s selling price ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a man misses a bus by n2 minutes if he travels at n1 kmph . if he travels at n2 kmph , then also he misses the bus by n3 minutes . what is the minimum speed required to catch the bus on time ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | multiply ( n0 , const_3 ) | multiply ( #0 , #2 ) | divide ( #3 , n1 ) | subtract ( #4 , #1 ) | divide ( #3 , #5 )
at a particular graduation party with n0 guests , n1 % of the guests brought gifts , and n2 % of the female guests brought gifts . if n3 males did not bring gifts to the party , how many females did bring gifts ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #1 ) | multiply ( n2 , #6 ) | divide ( #7 , const_100 )
rohan spends n0 % of his salary on food , n1 % on house rent , n3 % on entertainment and n3 % on conveyance . if his savings at the end of a month are rs . n4 . then his monthly salary is	add ( const_1 , const_4 ) | multiply ( n4 , #0 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_32 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
the youngest of n4 children has siblings who are n1 , n2 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n0 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is rs . n1 and the average monthly income of p and r is rs . n2 . the monthly income ofq is :	add ( n0 , n2 ) | subtract ( #0 , n1 )
two cars start at the same time from opposite ends of a highway that is n0 miles long . one car is riding at n1 mph and the second car is riding at n2 mph . how long after they begin will they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 )
daniel went to a shop and bought things worth rs . n0 , out of which n1 paise went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( n1 , n2 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 )
one pipe can fill a pool n0 times faster than a second pipe . when both pipes are opened , they fill the pool in five hours . how long would it take to fill the pool if only the slower pipe is used ?	add ( const_2 , const_3 ) | add ( n0 , const_1 ) | inverse ( #0 ) | divide ( #2 , #1 ) | inverse ( #3 ) | divide ( #4 , n0 )
rohan spends n0 % of his salary on food , n1 % on house rent , n3 % on entertainment and n3 % on conveyance . if his savings at the end of a month are rs . n4 . then his monthly salary is	add ( const_1 , const_4 ) | multiply ( n4 , #0 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
mixture a is n0 percent alcohol , and mixture b is n1 percent alcohol . if the two are poured together to create a n2 gallon mixture that contains n3 percent alcohol , approximately how many gallons of mixture a are in the mixture ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 )
in a race of n0 meters , a can beat b by n3 meters , in a race of n2 meters , b can beat c by n3 meters . by how many meters will a beat c in a race of n4 meters ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 ) | multiply ( n4 , #4 ) | divide ( #5 , n0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a and b invests rs . n0 each , a investing for n1 months and b investing for all the n2 months in the year . if the total profit at the end of the year is rs . n3 , find their shares ?	multiply ( n0 , const_1 ) | divide ( #0 , const_3 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
on thursday mabel handled n0 transactions . anthony handled n1 % more transactions than mabel , cal handled n2 / n3 rds of the transactions that anthony handled , and jade handled n4 more transactions than cal . how much transactions did jade handled ?	add ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #3 , n3 ) | add ( n4 , #4 )
two tains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
jamal had a bag of marbles . he had n0 yellow , n1 blue , n2 green and n3 black marbles . he decided to randomly select a ball from the bag . what is the proabilitly that he will draw a black marble ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 )
a trader mixes n0 kg of tea at n1 per kg with n4 kg of tea at cost price of n4 per kg . in order to earn a profit of n4 % , what should be the sale price of the mixed tea ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | divide ( #5 , const_100 ) | add ( #6 , #4 )
there was a cycle race going on . n0 / n2 th of the those in front of a person and n2 / n3 th of those behind him gives the total number of participants . how many people took part in the race ?	multiply ( n1 , n3 ) | add ( #0 , const_1 )
carl is facing very difficult financial times and can only pay the interest on a $ n0 , n1 loan he has taken . the bank charges him a quarterly compound rate of n2 % . what is the approximate interest he pays annually ?	divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_1 ) | power ( #2 , const_4 ) | multiply ( #1 , #3 ) | subtract ( #4 , #1 )
an amount of money is to be distributed among faruk , vasim and ranjith in the ratio n0 : n1 : n2 . if vasims share is rs . n3 , what is the difference between faruk ' s and ranjith ' s shares ?	divide ( n3 , n1 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if @ is a binary operation defined as the difference between an integer n and the product of n and n0 , then what is the largest positive integer n such that the outcome of the binary operation of n is less than n1 ?	subtract ( n0 , const_1 ) | divide ( n1 , #0 ) | floor ( #1 )
what is the probability that the sum of two dice will yield a n1 , and then when both are thrown again , their sum will again yield a n1 ? assume that each die has n4 sides with faces numbered n3 to n4 .	power ( n2 , const_2 ) | divide ( n2 , #0 ) | multiply ( #1 , #1 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
two tains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
teacher took exam for english , average for the entire class was n0 marks . if we say that n1 % of the students scored n2 marks and n3 % scored n4 marks then calcualte average marks of the remaining students of the class .	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , #1 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | subtract ( n0 , #3 ) | subtract ( const_1 , #2 ) | subtract ( #5 , #4 ) | divide ( #7 , #6 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a basket contains n0 apples , of which n1 is spoiled and the rest are good . if we select n3 apples from the basket simultaneously and at random , what is the probability that the n3 apples selected will include the spoiled apple ?	choose ( n0 , n2 ) | subtract ( n0 , n1 ) | choose ( #1 , n1 ) | divide ( #2 , #0 )
a money lender lent rs . n0 at n1 % per year and rs . n2 at n3 % per year . the amount should be returned to him when the total interest comes to rs . n4 . find the number of years .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | divide ( n4 , #4 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
a tank is filled by n0 pipes a , b , c in n1 hours . pipe c is twice as fast as b and b is twice as fast as a . how much will pipe a alone take to fill the tank ?	multiply ( const_2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 )
a certain galaxy is known to comprise approximately n0 x n1 ^ n2 stars . of every n3 million of these stars , one is larger in mass than our sun . approximately how many stars in this galaxy are larger than the sun ?	multiply ( n0 , n1 ) | power ( n1 , const_4 ) | divide ( #0 , n3 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
given that p is a positive even integer with a positive units digit , if the units digit of p ^ n0 minus the units digit of p ^ n1 is equal to n2 , what is the units digit of p + n3 ?	add ( n0 , n0 ) | add ( n3 , #0 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
the average age of n5 students of a class is n5 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
bipin is n0 times old as alok . bipin ' s age will be twice of chandan ' s age after n1 years . if chandan ' s n2 th birthday was celebrated n3 years ago , what is alok ' s present age ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | divide ( #1 , n0 )
a and b can together finish a work in n0 days . they worked together for n1 days and then b left . after another n2 days , a finished the remaining work . in how many days a alone can finish the job ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
an ant walks an average of n0 meters in n1 minutes . a beetle walks n2 % less distance at the same time on the average . assuming the beetle walks at her regular rate , what is its speed in km / h ?	divide ( n0 , const_1000 ) | divide ( n1 , const_60 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
a jar of n0 marbles is divided equally among a group of marble - players today . if n1 people joined the group in the future , each person would receive n2 marble less . how many people are there in the group today ?	multiply ( n0 , n1 ) | power ( n1 , n1 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n1 ) | divide ( #5 , n1 )
a certain galaxy is known to comprise approximately n0 x n1 ^ n2 stars . of every n3 million of these stars , one is larger in mass than our sun . approximately how many stars in this galaxy are larger than the sun ?	multiply ( n0 , n1 ) | power ( n1 , const_4 ) | divide ( #0 , n3 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 ) | multiply ( n0 , #4 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 % of the distribution lies one standard deviation s of the mean , what percent of the distribution is less than m + s ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is b no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
a and b can together finish a work in n0 days . they worked together for n1 days and then b left . after another n2 days , a finished the remaining work . in how many days a alone can finish the job ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
for all positive integers m , [ m ] = n0 m when m is odd and [ m ] = ( n1 / n2 ) * m when m is even . what is [ n3 ] * [ n4 ] equivalent to ?	divide ( n4 , n2 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 )
one pipe can fill a pool n0 times faster than a second pipe . when both pipes are opened , they fill the pool in n1 hours . how long would it take to fill the pool if only the slower pipe is used ?	add ( const_2 , const_3 ) | add ( n0 , const_1 ) | inverse ( #0 ) | divide ( #2 , #1 ) | inverse ( #3 ) | divide ( #4 , n0 )
a man took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was :	divide ( const_60 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , const_100 ) | divide ( #3 , #4 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
the ratio of sodium chloride to ammonium in n4 kg of mixed ammonium normally used by n1 chemists is n2 : n3 . the amount of sodium chloride to be added to n4 kg of mixed ammonium to make the ratio n5 : n6 is	add ( const_1 , const_4 ) | divide ( n5 , n6 ) | divide ( n3 , #0 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | multiply ( #1 , #4 ) | subtract ( #6 , #5 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
ravi purchased a refrigerator and a mobile phone for rs . n0 and rs . n1 respectively . he sold the refrigerator at a loss of n2 percent and the mobile phone at a profit of n3 percent . overall he make a . ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #4 ) | multiply ( n1 , #3 ) | add ( #5 , #6 ) | subtract ( #7 , #0 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average temperature for tuesday , wednesday and thursday was n0 no_ascii_75 c . the average temperature for wednesday , thursday and friday was n1 no_ascii_75 c . if the temperature on friday be n2 no_ascii_75 c , what was the temperature on tuesday ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_3 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
two cars start at the same time from opposite ends of a highway that is n0 miles long . one car is riding at n1 mph and the second car is riding at n2 mph . how long after they begin will they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 )
the youngest of n4 children has siblings who are n1 , n2 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n0 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
a jar of n0 marbles is divided equally among a group of marble - players today . if n1 people joined the group in the future , each person would receive n2 marble less . how many people are there in the group today ?	multiply ( n0 , n1 ) | power ( n1 , n1 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n1 ) | divide ( #5 , n1 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
money invested at x % , compounded annually , triples in value in approximately every n0 / x years . if $ n1 is invested at a rate of n2 % , compounded annually , what will be its approximate worth in n3 years ?	divide ( n0 , n2 ) | divide ( n3 , #0 ) | power ( const_3 , #1 ) | multiply ( n1 , #2 )
in an office , totally there are n0 employees and n1 % of the total employees are males . n2 % of the males in the office are at - least n4 years old . find the number of males aged below n4 years ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
a and b invests rs . n0 each , a investing for n1 months and b investing for all the n2 months in the year . if the total profit at the end of the year is rs . n3 , find their shares ?	multiply ( n0 , const_1 ) | divide ( #0 , const_3 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 % of the distribution lies one standard deviation g of the mean , what percent of the distribution is less than m + g ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
x and y started a business by investing rs . n0 and rs . n1 respectively after n2 months z joined in the business with an investment of rs . n3 , then find share of z in the profit of rs . n4 ?	multiply ( const_3 , n2 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , #5 ) | divide ( n4 , #6 ) | multiply ( #7 , #5 )
which of the options is a two - digit number , which has a unit ' s digit that exceeds its n0 ' s digit by n1 and the product of the given number and the sum of its digits is equal to n2 .	multiply ( n1 , const_2 ) | divide ( n2 , #0 )
there are n0 balls in a jar . you take out n1 blue balls without putting them back inside , and now the probability of pulling out a blue ball is n2 / n3 . how many blue balls were there in the beginning ?	subtract ( n0 , n1 ) | divide ( #0 , n3 ) | add ( n1 , #1 )
one pipe can fill a pool n0 times faster than a second pipe . when both pipes are opened , they fill the pool in five hours . how long would it take to fill the pool if only the faster pipe is used ?	add ( const_2 , const_3 ) | add ( n0 , const_1 ) | inverse ( #0 ) | divide ( #2 , #1 ) | inverse ( #3 ) | divide ( #4 , n0 )
a bus trip of n0 miles would have taken n1 hour less if the average speed v for the trip had been greater by n2 miles per hour . what was the average speed v , in miles per hour , for the trip ?	multiply ( n0 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
money invested at x % , compounded annually , triples in value in approximately every n0 / x years . if $ n1 is invested at a rate of n2 % , compounded annually , what will be its approximate worth in n3 years ?	divide ( n0 , n2 ) | divide ( n3 , #0 ) | power ( const_3 , #1 ) | multiply ( n1 , #2 )
at a particular graduation party with n0 guests , n1 % of the guests brought gifts , and n2 % of the female guests brought gifts . if n3 males did not bring gifts to the party , how many females did bring gifts ?	multiply ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #1 ) | multiply ( n2 , #6 ) | divide ( #7 , const_100 )
an amount of money is to be distributed among faruk , vasim and ranjith in the ratio n1 : n1 : n2 . if vasims share is rs . n3 , what is the difference between faruk ' s and ranjith ' s shares ?	divide ( n3 , n1 ) | subtract ( n2 , n0 ) | multiply ( #0 , #1 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after one year service . he served only for n1 months and received uniform and rs . n2 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a bus trip of n0 miles would have taken n1 hour less if the average speed v for the trip had been greater by n2 miles per hour . what was the average speed v , in miles per hour , for the trip ?	multiply ( n0 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
a man took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was :	divide ( const_60 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , const_100 ) | divide ( #3 , #4 )
the time taken by a man to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
x and y started a business by investing rs . n0 and rs . n1 respectively after n2 months z joined in the business with an investment of rs . n3 , then find share of z in the profit of rs . n4 ?	multiply ( const_3 , n2 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , #5 ) | divide ( n4 , #6 ) | multiply ( #7 , #5 )
three machines , each working at the same constant rate , together can complete a certain job in n0 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n1 days ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | subtract ( #2 , #0 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
consider a lady took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years she had to pay rs . n2 interest only for the period . the principal amount borrowed by her was	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
out of n0 students in a class , n1 are from maharashtra , n2 are from karnataka , and n3 are from goa . four students are to be selected at random . what are the chances that at least one is from karnataka ?	factorial ( n0 ) | factorial ( const_4 ) | subtract ( n0 , const_4 ) | subtract ( n0 , const_5 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #3 , const_4 ) | divide ( #0 , #4 ) | factorial ( #6 ) | divide ( #7 , #1 ) | divide ( #5 , #8 ) | divide ( #10 , #1 ) | subtract ( #9 , #11 ) | divide ( #12 , #9 )
carl is facing very difficult financial times and can only pay the interest on a $ n0 , n1 loan he has taken . the bank charges him a quarterly compound rate of n2 % . what is the approximate interest he pays annually ?	divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_1 ) | power ( #2 , const_4 ) | multiply ( #1 , #3 ) | subtract ( #4 , #1 )
sally , mark , sarah , steve and jim are inheriting the money from their grandmother . she left them $ n0 to split equally between all of them . if the money is split equally , how much money will each person receive ?	add ( const_1 , const_4 ) | divide ( n0 , #0 )
out of n0 students in a class , n1 are from maharashtra , n3 are from karnataka , and n3 are from goa . four students are to be selected at random . what are the chances that at least one is from karnataka ?	factorial ( n0 ) | factorial ( const_4 ) | subtract ( n0 , const_4 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | factorial ( #3 ) | subtract ( #3 , const_4 ) | divide ( #0 , #4 ) | factorial ( #6 ) | divide ( #7 , #1 ) | divide ( #5 , #8 ) | divide ( #10 , #1 ) | subtract ( #9 , #11 ) | divide ( #12 , #9 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
consider a lady took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years she had to pay rs . n2 interest only for the period . the principal amount borrowed by her was	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
for any integer k greater than n1 , the symbol k * denotes the product of all integers between n1 and k , inclusive . if k * is a multiple of n2 , n3 , what is the least possible value of k ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
n0 machines , each working at the same constant rate , together can complete a certain job in n1 days . how many additional machines , each working at the same constant rate , will be needed to complete the job in n2 days ?	add ( const_1 , const_4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | subtract ( #2 , #0 )
money invested at x % , compounded annually , triples in value in approximately every n0 / x years . if $ n1 is invested at a rate of n2 % , compounded annually , what will be its approximate worth in n3 years ?	divide ( n0 , n2 ) | divide ( n3 , #0 ) | power ( const_3 , #1 ) | multiply ( n1 , #2 )
earl can stuff advertising circulars into envelopes at the rate of n0 envelopes per minutes and ellen requires a minutes and half to stuff the same number of envelops . working together , how long will it take earl and ellen to stuff n1 envelopes	divide ( const_3 , const_2 ) | divide ( n0 , #0 ) | add ( n0 , #1 ) | divide ( n1 , #2 )
milk is poured from a full rectangular container with dimensions n0 inches by n1 inches by n2 inches into a cylindrical container with a diameter of n3 inches . if the milk does not overflow , how many inches high will the milk reach ?	volume_rectangular_prism ( n0 , n1 , n2 ) | divide ( #0 , n1 ) | divide ( #1 , const_pi )
a cistern has a leak which would empty the cistern in n0 minutes . a tap is turned on which admits n1 liters a minute into the cistern , and it is emptied in n2 minutes . how many liters does the cistern hold ?	multiply ( n0 , n2 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income i	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( n1 , const_3 ) | multiply ( #0 , n1 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
during the first two weeks of january , the total rainfall in springdale was n0 inches . if the rainfall during the second week was n1 times the rainfall during the first week , what was the rainfall during the second week of january ?	add ( n1 , const_1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is a no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in n0 t seconds , then what is the length of the platform ?	subtract ( n0 , const_1 )
how much more would rs . n0 fetch , after two years , if it is put at n2 % p . a . compound interest payable half yearly than if is put at n2 % p . a . compound interest payable yearly ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #4 ) | power ( #3 , const_4 ) | multiply ( n0 , #6 ) | subtract ( #7 , #5 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
jerry went to a shop and bought things worth rs . n0 , out of which n1 % went on sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	divide ( n1 , const_100 ) | divide ( const_100 , n2 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
n and m are each n0 - digit integers . each of the numbers n1 , n2 , n3 , n4 , and n5 is a digit of either n or m . what is the smallest possible positive difference between n and m ?	subtract ( n1 , n5 ) | multiply ( #0 , const_10 ) | add ( #1 , const_100 ) | subtract ( #2 , const_1 )
rebecca ' s annual income is $ n0 , and jimmy ' s annual income is $ n1 , . by how much must rebecca ' s annual income increase so that it constitutes n2 % of rebecca and jimmy ' s combined income ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( #2 , n0 ) | divide ( #4 , #3 ) | negate ( #5 )
during the first two weeks of january , the total rainfall in springdale was n0 inches . if the rainfall during the second week was n1 times the rainfall during the first week , what was the rainfall during the second week of january ?	add ( n1 , const_1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a and b invests rs . n0 each , a investing for n1 months and b investing for all the n2 months in the year . if the total profit at the end of the year is rs . n3 , find their shares ?	multiply ( n0 , const_1 ) | divide ( #0 , const_3 )
a jar of n0 marbles is divided equally among a group of marble - players today . if n1 people joined the group in the future , each person would receive n2 marble less . how many people are there in the group today ?	multiply ( n0 , n1 ) | power ( n1 , n1 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n1 ) | divide ( #5 , const_2 )
a dice has one of the first n0 prime number on each its n1 sides , with no two sides having the same number . the dice is rolled n2 times and the results added . the addition is most likely to be closet to	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n1 , const_2 ) | add ( #2 , const_2 ) | add ( #1 , const_4 ) | add ( #3 , #0 ) | add ( #4 , const_2 ) | add ( #5 , #1 ) | add ( #7 , #4 ) | add ( #8 , #6 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income i	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
the youngest of n4 children has siblings who are n1 , n4 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n0 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
an electric pump can fill a tank in n0 hours . because of a leak in the tank , it took n1 hours to fill the tank . if the tank is full , how much time will the leak take to empty it ?	divide ( n1 , const_1 )
a jar contains a mixture of a & b in the ratio n0 : n1 . when n2 l of mixture is replaced with liquid b , ratio becomes n3 : n4 . how many liters of liquid a was present in mixture initially .	add ( n0 , n1 ) | add ( n3 , n4 ) | divide ( n0 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( #2 , #6 )
a cistern is two - third full of water . pipe a can fill the remaining part in n0 minutes and pipe b in n1 minutes . once the cistern is emptied , how much time will they take to fill it together completely ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_3 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | divide ( #3 , #2 )
the sale price of a trolley bag including the sale tax is rs . n0 . the rate of sale tax is n1 % . if the shopkeeper has made a profit of n2 % , the cost price of the trolley bag is :	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #3 ) | divide ( #4 , #2 )
how much more would rs . n0 fetch , after two years , if it is put at n2 % p . a . compound interest payable half yearly than if is put at n2 % p . a . compound interest payable yearly ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #4 ) | power ( #3 , const_4 ) | multiply ( n0 , #6 ) | subtract ( #7 , #5 )
carl is facing very difficult financial times and can only pay the interest on a $ n0 , n1 loan he has taken . the bank charges him a quarterly compound rate of n2 % . what is the approximate interest he pays annually ?	divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_1 ) | power ( #2 , const_4 ) | multiply ( #1 , #3 ) | subtract ( #4 , #1 )
two cars start at the same time from opposite ends of a highway that is n0 miles long . one car is riding at n1 mph and the second car is riding at n2 mph . how long after they begin will they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 )
how much more would rs . n0 fetch , after two years , if it is put at n2 % p . a . compound interest payable half yearly than if is put at n2 % p . a . compound interest payable yearly ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #4 ) | power ( #3 , const_4 ) | multiply ( n0 , #6 ) | subtract ( #7 , #5 )
if the function q is defined by the formula q = n0 w / ( n1 d ( z ^ n2 ) ) , by what factor will q be multiplied if w is quadrupled , d is doubled , and z is tripled ?	power ( const_3 , n2 ) | multiply ( n2 , #0 ) | divide ( n1 , #1 )
if w , x , y and z are distinct odd positive integers , then the maximum value of the expression ( w ^ n3 + x ^ n3 ) * ( y ^ n3 + z ^ n3 ) can be divisible by ?	add ( n0 , n0 ) | multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
for all positive integers m , [ m ] = n0 m when m is odd and [ m ] = ( n1 / n2 ) * m when m is even . what is [ n3 ] * [ n4 ] equivalent to ?	divide ( n4 , n2 ) | multiply ( n0 , n3 ) | multiply ( #0 , #1 ) | divide ( #2 , const_3 )
a man took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was :	divide ( const_60 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , const_100 ) | divide ( #3 , #4 )
n0 / n1 of all the juniors and n4 / n5 of all the seniors are going on a trip . if there are n4 / n5 as many juniors as seniors , what fraction of the students are not going on the trip ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( #0 , #2 ) | add ( #2 , #3 ) | multiply ( #1 , #3 ) | add ( #3 , #5 ) | divide ( #6 , #4 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
when jessica withdrew $ n0 from her bank account , her account balance decreased by n1 / n2 . if she deposits an amount equal to n3 / n4 of the remaining balance , what will be the final balance in her bank account ?	divide ( n3 , n4 ) | divide ( const_3 , n2 ) | add ( n3 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , n0 ) | multiply ( #2 , #5 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average of n0 numbers is n1 . later it is found that two numbers have been wrongly copied . the first is n2 greater than the actual number and the second number added is n3 instead of n4 . find the correct average .	add ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , n0 )
two equilateral triangles of side n0 cm are placed one on top of another , such that a n1 pointed star is formed . if the six verticals lie on a circle what is the area of the circle not enclosed by the star ?	divide ( n0 , const_3 ) | sqrt ( const_3 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | multiply ( n0 , #2 ) | multiply ( #3 , #1 ) | divide ( #5 , const_4 ) | multiply ( #4 , const_2 ) | divide ( #7 , const_3 ) | multiply ( n0 , #6 ) | circle_area ( #8 ) | subtract ( #10 , #9 )
the average age of n6 students of a class is n6 years . out of these , the average age of n4 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a bus trip of n0 miles would have taken n1 hour less if the average speed v for the trip had been greater by n2 miles per hour . what was the average speed v , in miles per hour , for the trip ?	multiply ( n0 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
a and b can do a work in n0 days , b and c can do the same work in n1 days . a , b and c together can finish it in n2 days . a and c together will do it in ?	divide ( n0 , const_2 ) | add ( #0 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , n2 )
two tains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
if the function q is defined by the formula q = n0 w / ( n1 vf ( z ^ n2 ) ) , by what factor will q be multiplied if w is quadrupled , f is doubled , and z is tripled ?	power ( const_3 , n2 ) | multiply ( n2 , #0 ) | divide ( n1 , #1 )
a heap of coconuts is divided into groups of n0 , n1 and n2 and each time one coconut is left over . the least number of coconuts in the heap is ? a . n3 b . n4 c . n5 d . n6	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | subtract ( #1 , const_1 )
given that p is a positive even integer with a positive units digit , if the units digit of p ^ n3 minus the units digit of p ^ n1 is equal to n2 , what is the units digit of p - n3 ?	add ( n0 , n0 ) | add ( n3 , #0 )
a person borrows rs . n0 for n4 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 % p . a for n4 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
money invested at x % , compounded annually , triples in value in approximately every n0 / x years . if $ n1 is invested at a rate of n2 % , compounded annually , what will be its approximate worth in n3 years ?	divide ( n0 , n2 ) | divide ( n3 , #0 ) | power ( const_3 , #1 ) | multiply ( n1 , #2 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
x and y started a business by investing rs . n0 and rs . n1 respectively after n2 months z joined in the business with an investment of rs . n3 , then find share of z in the profit of rs . n4 ?	multiply ( const_3 , n2 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , #5 ) | divide ( n4 , #6 ) | multiply ( #7 , #5 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , const_1 )
at a certain university , n1 % of the professors are women , and n1 % of the professors are tenured . if n2 % of the professors are women , tenured , or both , then what percent of the men are tenured ?	subtract ( const_100 , n0 ) | subtract ( n2 , n0 ) | add ( #0 , #1 )
tom opened a shop investing rs . n0 . jose joined him n1 months later , investing rs . n2 . they earned a profit of rs . n3 after completion of one year . what will be jose ' s share of profit ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 ) | subtract ( #1 , n1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | divide ( #2 , #5 ) | subtract ( const_1 , #6 ) | multiply ( n3 , #7 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n4 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
when sold at a n0 % discount , a sweater nets the merchant a n1 % profit on the wholesale cost at which he initially purchased the item . by what % is the sweater marked up from wholesale at its normal retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_100 , #3 )
an uneducated retailer marks all his goods at n0 % above the cost price and thinking that he will still make n2 % profit , offers a discount of n2 % on the marked price . what is his actual profit on the sales ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
consider the word rotor . whichever way you read it , from left to right or from right to left , you get the same word . such a word is known as palindrome . find the maximum possible number of n0 - letter palindromes	add ( const_10 , const_10 ) | subtract ( n0 , const_2 ) | add ( #0 , const_3 ) | add ( #2 , const_3 ) | power ( #3 , #1 )
an ant walks an average of n0 meters in n1 minutes . a beetle walks n2 % less distance at the same time on the average . assuming the beetle walks at her regular rate , what is its speed in km / h ?	divide ( n0 , const_1000 ) | divide ( n1 , const_60 ) | divide ( n2 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
during the first two weeks of january , the total rainfall in springdale was n0 inches . if the rainfall during the second week was n1 times the rainfall during the first week , what was the rainfall during the second week of january ?	add ( n1 , const_1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
for every integer n no_ascii_60 n0 , the function g ( n ) is defined as the product of all the odd integers from n1 to n , inclusive . what is the value of g ( n2 ) no_ascii_77 g ( n3 ) ?	subtract ( n2 , n1 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
n5 bottles contain equal mixtures of spirit and water in the ratio n1 : n6 , n3 : n4 and n5 : n6 respectively . if all the solutions are mixed together , the ratio of spirit to water in the final mixture will be	add ( n1 , n3 ) | add ( n2 , n4 ) | add ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , #3 )
an employee whose hourly wage was increased by n0 percent decided to reduce the number of hours worked per week so that the employee ' s total weekly income would remain unchanged . by what percent should the number of hours worked be reduced ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( const_100 , #1 ) | subtract ( const_100 , #2 )
the sale price of a trolley bag including the sale tax is rs . n0 . the rate of sale tax is n1 % . if the shopkeeper has made a profit of n2 % , the cost price of the trolley bag is :	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #3 ) | divide ( #4 , #2 )
x and y started a business by investing rs . n0 and rs . n1 respectively after n2 months z joined in the business with an investment of rs . n3 , then find share of z in the profit of rs . n4 ?	multiply ( const_3 , n2 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #0 , n2 ) | add ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , #5 ) | divide ( n4 , #6 ) | multiply ( #7 , #5 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
a student was asked to find the arithmetic mean of the numbers n0 , n1 , n2 , n3 , n4 , n5 and x . he found the mean to be n6 . what should be the remainder in the place of x ?	add ( const_3 , const_4 )
an electric pump can fill a tank in n0 hours . because of a leak in the tank , it took n1 hours to fill the tank . if the tank is full , how much time will the leak take to empty it ?	divide ( n1 , const_1 )
the average temperature for tuesday , wednesday and thursday was n0 no_ascii_75 c . the average temperature for wednesday , thursday and friday was n1 no_ascii_75 c . if the temperature on friday be n2 no_ascii_75 c , what was the temperature on tuesday ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_3 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
the average age of n6 students of a class is n6 years . out of these , the average age of n4 students is n3 years and that of the other n4 students is n5 years , the age of the n6 th student is	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
for the past n days , the average ( arithmetic mean ) daily production at a company was n0 units . if today ' s production of n1 units raises the average to n2 units per day , what is the value of n ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
a basket contains n0 apples , of which n1 is spoiled and the rest are good . if we select n3 apples from the basket simultaneously and at random , what is the probability that the n3 apples selected will include the spoiled apple ?	choose ( n0 , n2 ) | subtract ( n0 , n1 ) | choose ( #1 , n1 ) | divide ( #2 , #0 )
an electric pump can fill a tank in n0 hours . because of a leak in the tank , it took n1 hours to fill the tank . if the tank is full , how much time will the leak take to empty it ?	divide ( n1 , const_1 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
if two different solutions of alcohol with a respective proportion of water to alcohol of n3 : n1 and n2 : n3 were combined , what is the concentration of alcohol in the new solution if the original solutions were mixed in equal amounts ?	add ( n0 , n1 ) | add ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
when a train travels at a speed of n0 kmph , it reaches the destination on time . when the same train travels at a speed of n1 kmph , it reaches its destination n2 min late . what is the length of journey ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
a man took loan from a bank at the rate of n0 % p . a . s . i . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was ?	multiply ( n2 , const_100 ) | divide ( #0 , n1 ) | divide ( #1 , n0 )
the sale price of a trolley bag including the sale tax is rs . n0 . the rate of sale tax is n1 % . if the shopkeeper has made a profit of n2 % , the cost price of the trolley bag is :	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #3 ) | divide ( #4 , #2 )
a person jogged n0 times along the perimeter of a rectangular field at the rate of n1 kilometers per hour for n2 minutes . if field has a length that is twice its width , find the area of the field in square meters .	divide ( n1 , const_2 ) | divide ( #0 , n0 ) | multiply ( #1 , const_1000 ) | divide ( #2 , const_2 ) | divide ( #3 , const_3 ) | multiply ( #4 , const_2 ) | rectangle_area ( #4 , #5 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after one year service . he served only for n1 months and received uniform and rs . n2 , find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
p and q can complete a work in n0 days and n1 days respectively . they started the work together and then q left after n2 days . p alone completed the remaining work . the work was finished in - - - days .	divide ( n2 , n0 ) | inverse ( n0 ) | inverse ( n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 ) | add ( n2 , #5 )
there are x persons and y chocolates . if each person is given n3 chocolate then n3 chocolate is left , if each person is given n2 chocolates then n3 person will be left . so how many persons and chocolates are there ? ?	multiply ( const_12 , const_3 ) | subtract ( #0 , n2 )
if the function q is defined by the formula q = n0 w / ( n1 m ( z ^ n2 ) ) , by what factor will q be multiplied if w is quadrupled , m is doubled , and z is tripled ?	power ( const_3 , n2 ) | multiply ( n2 , #0 ) | divide ( n1 , #1 )
at a certain university , n0 % of the professors are women , and n1 % of the professors are tenured . if n2 % of the professors are women , tenured , or both , then what percent of the men are tenured ?	subtract ( const_100 , n0 ) | subtract ( n2 , n0 ) | add ( #0 , #1 )
the youngest of n4 children has siblings who are n1 , n2 , and n3 years older than she is . if the average ( arithmetic mean ) age of the n4 siblings is n5 , what is the age of the youngest sibling ?	add ( n0 , n2 ) | multiply ( n0 , n5 ) | add ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 / sq m , what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
a and b no_ascii_32 s salaries together amount to rs . n0 , n1 . a spends n2 % of his salary and b spends n3 % of his . if now their savings are the same , what is a no_ascii_32 s salary ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_4 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | add ( #5 , #4 ) | multiply ( #3 , const_2 ) | multiply ( #7 , const_100 ) | multiply ( #8 , #4 ) | divide ( #9 , #6 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
a woman invested $ n4 , n1 , part at n6 % and the rest at n3 % . her total investment with interest at the end of the year was $ n4 , n5 . how much did she invest at n6 % ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( n1 , #0 ) | add ( #2 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #1 ) | subtract ( #5 , #1 ) | multiply ( #6 , const_100 ) | subtract ( #7 , #4 ) | subtract ( #1 , #8 )
a money lender lent rs . n0 at n1 % per year and rs . n2 at n3 % per year . the amount should be returned to him when the total interest comes to rs . n4 . find the number of years .	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | add ( #2 , #3 ) | divide ( n4 , #4 )
if n0 % of a class averages n1 % on a test , n2 % of the class averages n3 % on the test , and the remainder of the class averages n4 % on the test , what is the overall class average ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( const_100 , #0 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , const_100 )
a basket contains n0 apples , of which n1 is spoiled and the rest are good . if we select n3 apples from the basket simultaneously and at random , what is the probability that the n3 apples selected will include the spoiled apple ?	choose ( n0 , n2 ) | subtract ( n0 , n1 ) | choose ( #1 , n1 ) | divide ( #2 , #0 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income is	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
rs . n0 is divided into two parts such that if one part is invested at n1 % and the other at n2 % the whole annual interest from both the sum is rs . n3 . how much was lent at n4 % ?	add ( n1 , n2 ) | multiply ( #0 , const_100 )
earl can stuff advertising circulars into envelopes at the rate of n0 envelopes per minutes and ellen requires a minutes and half to stuff the same number of envelops . working together , how long will it take earl and ellen to stuff n1 envelopes	divide ( const_3 , const_2 ) | divide ( n0 , #0 ) | add ( n0 , #1 ) | divide ( n1 , #2 )
a sells a cricket bat to b at a profit of n0 % . b sells it to c at a profit of n1 % . if c pays $ n2 for it , the cost price of the cricket bat for a is :	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a person can row at n0 kmph and still water . he takes n1 n4 / n3 hours to row from a to b and back . what is the distance between a and b if the speed of the stream is n4 kmph ?	add ( n0 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #3 ) | divide ( #4 , #2 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets rs . n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
n0 persons in an organization including a and b were to be divided in two groups of n1 members each . the total number of groups containing both a and b is what fraction of the total number of groups which can be formed ?	power ( n0 , const_2 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | subtract ( #1 , const_1 ) | multiply ( #2 , #3 ) | divide ( #0 , #4 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 % of the distribution lies one standard deviation f of the mean , what percent of the distribution is less than m + f ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
sushil got thrice as many marks in english as in science . his total marks in english , science and maths are n0 . if the ratio of his marks in english and maths is n1 : n2 , find his marks in science ?	multiply ( n1 , const_3 ) | add ( n1 , #0 ) | multiply ( #1 , #0 ) | add ( #1 , #2 ) | add ( n1 , #3 )
carl is facing very difficult financial times and can only pay the interest on a $ n0 , n1 loan he has taken . the bank charges him a quarterly compound rate of n2 % . what is the approximate interest he pays annually ?	divide ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_1 ) | power ( #2 , const_4 ) | multiply ( #1 , #3 ) | subtract ( #4 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average weight of a group of boys is n0 kg . after a boy of weight n1 kg joins the group , the average weight of the group goes up by n2 kg . find the number of boys in the group originally ?	add ( n0 , n2 ) | subtract ( n1 , #0 ) | add ( #1 , n2 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income is	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
the front wheels of a wagon are n0 no_ascii_35 feet in circumference and the rear wheels are n1 no_ascii_35 feet in circumference . when the front wheels have made n2 more revolutions than the rear wheels , how many feet has the wagon travelled ?	add ( const_3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , #4 ) | divide ( #5 , #0 )
in the biology lab of ` ` jefferson ' ' high school there are n0 * n4 ^ n2 germs , equally divided among n3 * n4 ^ ( - n5 ) petri dishes . how many germs live happily in a single dish ?	divide ( n3 , const_1000 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | divide ( #2 , #0 )
at a certain university , n0 % of the professors are women , and n1 % of the professors are tenured . if n2 % of the professors are women , tenured , or both , then what percent of the men are tenured ?	subtract ( const_100 , n0 ) | subtract ( n2 , n0 ) | add ( #0 , #1 )
a part of certain sum of money is invested at n0 % per annum and the rest at n1 % per annum , if the interest earned in each case for the same period is equal , then ratio of the sums invested is ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
a man took a loan from a bank at the rate of n0 % p . a . simple interest . after n1 years he had to pay rs . n2 interest only for the period . the principal amount borrowed by him was :	divide ( const_60 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #0 , const_100 ) | divide ( #3 , #4 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is running at n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
the average expenditure of a labourer for n0 months was n1 and he fell into debt . in the next n2 months by reducing his monthly expenses to n3 he not only cleared off his debt but also saved n4 . his monthly income is	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #0 )
mark bought a set of n0 flower pots of different sizes at a total cost of $ n1 . each pot cost n2 more than the next one below it in size . what was the cost , in dollars , of the largest pot ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | multiply ( n2 , #3 ) | subtract ( n1 , #4 ) | divide ( #5 , n0 ) | add ( #6 , #2 )
the salaries of a , b , and c are in the ratio of n0 : n1 : n2 . the salary of b and c together is rs . n3 . by what percent is the salary of c more than that of a ?	add ( n1 , n2 ) | divide ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #1 ) | subtract ( #3 , const_1 ) | multiply ( #4 , const_100 )
if the probability of rain on any given day in chicago during the summer is n0 % , independent of what happens on any other day , what is the probability of having exactly n1 rainy days from july n2 through july n3 , inclusive ?	divide ( const_1 , const_2 ) | power ( #0 , n2 ) | multiply ( n2 , #1 )
the length of a rectangle is twice its breadth . if its lengthis decreased by n1 cm & breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . what is the length of the rectangle ?	multiply ( n0 , n0 ) | multiply ( n0 , const_2 ) | add ( n2 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #3 ) | multiply ( #4 , const_2 )
a bag contains n0 blue and n1 white marbles . one by one , marbles are drawn out randomly until only two are left in the bag . what is the probability that out of the two , one is white and one is blue ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
n0 carrots on a scale weigh n1 kg . when n5 carrots are removed from the scale , the average weight of the n3 carrots is n4 grams . what is the average weight ( in grams ) of the n5 carrots which were removed ?	multiply ( n3 , n4 ) | divide ( #0 , const_1000 ) | subtract ( n1 , #1 ) | divide ( #2 , n2 ) | multiply ( #3 , const_1000 )
the probability that event a occurs is n0 , and the probability that events a and b both occur is n1 . if the probability that either event a or event b occurs is n2 , what is the probability that event b will occur ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
a man saves n0 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
two airplanes take off from one airfield at noon . one flies due east at n0 miles per hour while the other flies directly northeast at n1 miles per hour . approximately how many miles apart are the airplanes at n2 p . m . ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | power ( #0 , n2 ) | power ( #1 , n2 ) | subtract ( #2 , #3 ) | sqrt ( #4 )
in an examination , there were n0 , n1 candidates , out of which n2 candidates were girls and rest were boys . if n3 % of the boys and n4 % of the girls passed , then the total percentage of failed candidates is ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #3 , n1 ) | multiply ( #0 , #5 ) | subtract ( #3 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
after n0 % of the inhabitants of a village disappeared , a panic set in during which n1 % of the remaining inhabitants left the village . at that time , the population was reduced to n2 . what was the number of original inhabitants ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
pipe a can fill a tank in n0 hrs and pipe b can fill it in n1 hrs . if both the pipes are opened in the empty tank . in how many hours will it be fill n2 / n3 th of that tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | divide ( #3 , n3 ) | multiply ( n2 , #4 )
in a recent election , james received n0 percent of the n1 votes cast . to win the election , a candidate needed to receive more than n2 percent of the vote . how many additional votes would james have needed to win the election ?	add ( const_1000 , const_1000 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 )
the value of a machine depreciates at n0 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
in august , a cricket team that played n0 matches won n1 % of the games it played . after a continuous winning streak , this team raised its average to n2 % . how many matches did the team win to attain this average ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
apple costs l rupees per kilogram for first n0 kgs and q rupees per kilogram for each additional kilogram . if the price of n1 kilograms is n2 and for n3 kgs of apples is n4 then the cost of first n5 kgs of apples is	subtract ( n4 , n2 ) | subtract ( n3 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | multiply ( n5 , #6 )
mark bought a set of n0 flower pots of different sizes at a total cost of $ n1 . each pot cost n2 more than the next one below it in size . what was the cost , in dollars , of the largest pot ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | multiply ( n2 , #3 ) | subtract ( n1 , #4 ) | divide ( #5 , n0 ) | add ( #6 , #2 )
in the coordinate plane , one of the vertices of a square is the point ( - n1 , - n1 ) . if the diagonals of that square intersect at point ( n2 , n3 ) , what is the area of that square ?	multiply ( n0 , n2 ) | multiply ( #0 , #0 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
n0 meters of wire is available to fence off a flower bed in the form of a circular sector . what must the radius of the circle in meters be , if we wish to have a flower bed with the greatest possible surface area ?	divide ( n0 , const_4 )
a man has rs . n0 in the denominations of one - rupee notes , n1 - rupee notes and n2 - rupee notes . the number of notes of each denomination is equal . what is the total number of notes that he has ?	add ( n1 , const_1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | add ( #2 , #2 ) | add ( #3 , #2 )
the marks obtained by polly and sandy are in the ratio n0 : n2 and those obtained by sandy and willy are in the ratio of n2 : n3 . the marks obtained by polly and willy are in the ratio of . . . ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , the number n2 was incorrectly read as n3 , and this incorrect number was used in the calculation . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
in a rectangular coordinate system , what is the area of a rectangle whose vertices have the coordinates ( - n6 , n4 ) , ( n4 , n4 ) , ( n4 , - n7 ) and ( - n6 , - n7 ) ?	add ( n0 , n1 ) | add ( n1 , n5 ) | multiply ( #0 , #1 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is rs . n1 and the average monthly income of p and r is rs . n2 . the monthly income of p is :	add ( n0 , n2 ) | subtract ( #0 , n1 )
workers at a campaign office have n0 fliers to send out . if they send out n3 / n2 of them in the morning and n3 / n4 of the remaining ones out during the afternoon , how many are left for the next day ?	divide ( n0 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , n4 ) | subtract ( #1 , #2 )
a cricket player whose bowling average was n0 runs per wicket , takes n1 wicket for n2 runs in a match . due to this his average decreases by n3 . what will be the number of wickets taken by him till the last match ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
in a rectangular coordinate system , what is the area of a rectangle whose vertices have the coordinates ( - n6 , n4 ) , ( n4 , n4 ) , ( n4 , - n7 ) and ( - n6 , - n7 ) ?	add ( n0 , n1 ) | add ( n1 , n5 ) | multiply ( #0 , #1 )
raja spends n0 % of his monthly income on household items , n2 % of his monthly income on buying cloths , n2 % of his monthly income on medicines and saves the remaining amount which is rs . n3 . find his monthly income .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( const_1 , #4 ) | divide ( n3 , #5 )
n0 was divided into two parts such a way that when first part was invested at n4 % and the second at n2 % , the whole annual interest from both the investments is rs . n3 , how much was put at n4 % ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
the value of a machine depreciates at n0 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
the marks obtained by polly and sandy are in the ratio n0 : n2 and those obtained by sandy and willy are in the ratio of n2 : n3 . the marks obtained by polly and willy are in the ratio of . . . ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
a man cycling along the road noticed that every n0 minutes a bus overtakes him and every n1 minutes he meets an oncoming bus . if all buses and the cyclist move at a constant speed , what is the time interval between consecutive buses ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_1 )
chris mixed n0 pounds of raisins with n1 pounds of nuts . if a pound of nuts costs n2 times as much as a pound of raisins , then the total cost of the raisins was what fraction of the total cost of the mixture ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
on a sum of money , the s . i . for n0 years is $ n1 , while the c . i . is $ n2 , the rate of interest being the same in both the cases . the rate of interest is ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 )
thirty percent of the women in a college class are science majors , and the non - science majors make up n0 % of the class . what percentage of the men are non - science majors if n1 % of the class are men ?	multiply ( const_10 , const_3 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( #3 , #2 ) | subtract ( #1 , #4 ) | divide ( #5 , n1 ) | multiply ( #6 , const_100 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then f ( x ) crosses the y - axis at what y - coordinate ?	add ( n3 , const_1 ) | power ( n3 , const_2 ) | subtract ( #1 , const_1 ) | divide ( #2 , #0 ) | negate ( #3 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
in a rectangular coordinate system , what is the area of a rectangle whose vertices have the coordinates ( - n6 , n4 ) , ( n4 , n4 ) , ( n4 , - n7 ) and ( - n6 , - n7 ) ?	add ( n0 , n1 ) | add ( n1 , n5 ) | multiply ( #0 , #1 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
the price of a certain painting increased by n0 % during the first year and decreased by n1 % during the second year . the price of the painting at the end of the n2 - year period was what percent of the original price ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 ) | add ( #3 , const_100 )
workers at a campaign office have n0 fliers to send out . if they send out n3 / n2 of them in the morning and n3 / n4 of the remaining ones out during the afternoon , how many are left for the next day ?	divide ( n0 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , n4 ) | subtract ( #1 , #2 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
the profits of qrs company rose n0 % from march to april , then dropped n1 % from april to may , then rose n2 % from may to june . what was the percent increase for the whole quarter , from march to june ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
in a certain code language , ' book ' is coded as ' pencil ' , ' pencil ' is coded as ' mirror ' , ' mirror ' is coded as ' board ' . then what is useful to write on a paper ?	multiply ( const_1 , const_2 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
mixture a is n0 percent alcohol , and mixture b is n1 percent alcohol . if the two are poured together to create a n2 - gallon mixture that contains n3 percent alcohol , approximately how many gallons of mixture a are in the mixture ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 )
a certain store sold pens for $ n0 each and pencils for $ n1 each . if a customer purchased both pens and pencils from the store for a total of $ n2 , what total number of pens and pencils did the customer purchase ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 )
two airplanes take off from one airfield at noon . one flies due east at n0 miles per hour while the other flies directly northeast at n1 miles per hour . approximately how many miles apart are the airplanes at n2 p . m . ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | power ( #0 , n2 ) | power ( #1 , n2 ) | subtract ( #2 , #3 ) | sqrt ( #4 )
a cricket player whose bowling average was n0 runs per wicket , takes n1 wicket for n2 runs in a match . due to this his average decreases by n3 . what will be the number of wickets taken by him till the last match ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
there are two concentric circles with radii n0 and n1 . if the radius of the outer circle is increased by n2 % and the radius of the inner circle decreased by n3 % , by what percent does the area between the circles increase ?	add ( n2 , const_100 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | multiply ( n1 , #5 ) | power ( #7 , const_2 ) | power ( #8 , const_2 ) | subtract ( #9 , #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #6 ) | multiply ( #13 , const_100 )
the marks obtained by polly and sandy are in the ratio n0 : n1 and those obtained by sandy and willy are in the ratio of n2 : n3 . the marks obtained by polly and willy are in the ratio of . . . ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
a rower can row n0 km / h in still water . when the river is running at n2 km / h , it takes the rower n2 hour to row to big rock and back . how many kilometers is it to big rock ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , #2 ) | multiply ( #0 , #3 )
john and roger can finish the work n0 days if they work together . they worked together for n2 days and then roger left . john finished the remaining work in another n2 days . in how many days john alone can finish the work ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | divide ( n1 , #1 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
workers at a campaign office have n0 fliers to send out . if they send out n3 / n2 of them in the morning and n3 / n4 of the remaining ones out during the afternoon , how many are left for the next day ?	divide ( n0 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , n4 ) | subtract ( #1 , #2 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much % is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a car dealership has n0 cars on the lot , n1 % of which are silver . if the dealership receives a new shipment of n2 cars , n3 % of which are not silver , what percentage of total number of cars are silver ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
apple costs l rupees per kilogram for first n0 kgs and q rupees per kilogram for each additional kilogram . if the price of n1 kilograms is n2 and for n3 kgs of apples is n4 then the cost of first n5 kgs of apples is	subtract ( n4 , n2 ) | subtract ( n3 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | multiply ( n5 , #6 )
in an election , candidate x got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favour of candidate ?	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #2 , #3 )
train a leaves the station traveling at n0 miles per hour . two hours later train no_ascii_19 leaves the same station traveling in the same direction at n1 miles per hour . how many miles from the station was train a overtaken by train b ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is rs . n1 and the average monthly income of p and r is rs . n2 . the monthly income of p is ?	add ( n0 , n2 ) | subtract ( #0 , n1 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle .	divide ( const_100 , const_3 )
david and andrew can finish the work n0 days if they work together . they worked together for n2 days and then andrew left . david finished the remaining work in another n2 days . in how many days david alone can finish the work ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , the number n2 was incorrectly read as n3 , and this incorrect number was used in the calculation . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n4 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
if the length , breadth and the height of a cuboid are in the ratio n0 : n1 : n2 and if the total surface area is n3 cm n5 cm n5 , then the length , breadth and height in cms , are respectively .	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( #4 , const_2 ) | divide ( n3 , #5 ) | sqrt ( #6 ) | multiply ( n0 , #7 )
pipe a can fill a tank in n0 minutes and pipe b cam empty it in n1 minutes . if both the pipes are opened together after how many minutes should pipe b be closed , so that the tank is filled in n2 minutes ?	divide ( n2 , n0 ) | subtract ( #0 , const_1 ) | multiply ( n1 , #1 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
a customer went to a shop and paid a total of $ n0 , out of which $ n1 was for sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	multiply ( n2 , const_2 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a man who is roller skating at n2 km / hr in the direction opposite to that in which the train is going ?	add ( const_60.0 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favour of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
two trains n0 meters and n1 meters in length are running towards each other on parallel lines , one at the rate of n2 kmph and another at n3 kmpb . in what time will they be clear of each other from the moment they meet	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_1000 ) | divide ( #2 , const_3600 ) | divide ( #0 , #3 )
mixture a is n0 percent alcohol , and mixture b is n1 percent alcohol . if the two are poured together to create a n2 - gallon mixture that contains n3 percent alcohol , approximately how many gallons of mixture a are in the mixture ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 )
two trains n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time ( in seconds ) which they take to cross each other , is :	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , the number n2 was incorrectly read as n3 , and this incorrect number was used in the calculation . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle .	divide ( const_100 , const_3 )
chris mixed n0 pounds of raisins with n2 pounds of nuts . if a pound of nuts costs n2 times as much as a pound of raisins , then the total cost of the raisins was what fraction of the total cost of the mixture ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
a rower can row n0 km / h in still water . when the river is running at n1 km / h , it takes the rower n2 hour to row to big rock and back . how many kilometers is it to big rock ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , #2 ) | multiply ( #0 , #3 )
n0 carrots on a scale weigh n1 kg . when n5 carrots are removed from the scale , the average weight of the n3 carrots is n4 grams . what is the average weight ( in grams ) of the n5 carrots which were removed ?	multiply ( n3 , n4 ) | divide ( #0 , const_1000 ) | subtract ( n1 , #1 ) | divide ( #2 , n2 ) | multiply ( #3 , const_1000 )
if a * b * c = n0 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is rs . n1 and the average monthly income of p and r is rs . n2 . the monthly income of p is :	add ( n0 , n2 ) | subtract ( #0 , n1 )
one n3 gallons of fuel are purchased at $ n1 per gallon . the fuel is consumed at a rate of $ n2 worth of fuel per hour . at this rate , how many hours are required to consume the n3 gallons of fuel ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
n and m are each n3 - digit integers . each of the numbers n1 , n2 , n3 , n4 , n5 and n6 is a digit of either n or m . what is the smallest possible positive difference between n and m ?	subtract ( n5 , n1 ) | multiply ( #0 , const_10 ) | subtract ( const_100 , #1 ) | subtract ( #2 , const_1 )
it was calculated that n0 men could complete a piece of work in n2 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle .	divide ( const_100 , const_3 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
the value of a machine depreciates at n4 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
a customer went to a shop and paid a total of $ n0 , out of which n1 cents was for sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	multiply ( n2 , const_2 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . tee age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
juan and his five friends will sit on six fixed seats around a circular table . if juan must sit on the seat closest to the window and jamal must sit next to juan , in how many can juan and his five friends sit ?	factorial ( const_4 ) | multiply ( #0 , const_2 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
at a certain high school , the senior class is twice the size of the junior class . if n0 / n1 of the seniors and n2 / n3 of the juniors study japanese , what fraction of the students in both classes study japanese ?	add ( n1 , n3 ) | divide ( n3 , #0 )
an employer pays rs . n0 for each day a worker works and for felts rs . n1 for each day is ideal at the end of sixty days a worker gets rs . n2 . for how many days did the worker remain ideal ?	multiply ( n0 , const_60 ) | negate ( n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n0 ) | negate ( #3 ) | divide ( #2 , #4 )
a group of n0 adults and n2 children go for trekking . if there is meal for either n2 adults or n3 children and if n4 adults have their meal , find the total number of children that can be catered with the remaining food .	divide ( n3 , n1 ) | subtract ( n1 , n4 ) | multiply ( #0 , #1 )
martin bought n0 concert tickets , some at the full price of $ n1 per ticket , and some at a discounted price of $ n2 per ticket . if he spent a total of $ n3 , how many discounted tickets did he buy ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
the probability that event b occurs is n0 , and the probability that events a and b both occur is n1 . if the probability that either event a or event b occurs is n2 , what is the probability that event a will occur ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
the price of a certain painting increased by n0 % during the first year and decreased by n1 % during the second year . the price of the painting at the end of the n2 - year period was what percent of the original price ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 ) | add ( #3 , const_100 )
there are n0 friends peter and paul . peter age is twice as old as paul when peter was as old as paul is now . sum of the present ages of peter and paul is n1 . what is the present age of peter ?	add ( const_3 , const_4 ) | divide ( n1 , #0 ) | multiply ( #1 , const_4 )
a man cycling along the road noticed that every n0 minutes a bus overtakes him and every n1 minutes he meets an oncoming bus . if all buses and the cyclist move at a constant speed , what is the time interval between consecutive buses ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_1 )
given that e and f are events such that p ( e ) = n0 , p ( f ) = n2 and p ( e n f ) = n2 , find p ( e | f ) and p ( f | e )	divide ( n1 , n0 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 per sq m , then what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favour of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
there were n0 students in a hostel . due to the admission of n1 new students , the expenses of mess were increased by n2 per day while the average expenditure per head diminished by n3 . what was the original expenditure of the mess ?	add ( n2 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n2 , #2 ) | subtract ( #4 , #2 ) | add ( #5 , const_2 ) | subtract ( #3 , #6 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the value of a machine depreciates at n0 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
he number of times a bucket of capacity n2 liters to be used to fill up a tank is less than number of ties another bucket of capacity n1 liters used for the same purpose by n2 . what is the capacity of the tank ?	multiply ( n0 , n1 ) | multiply ( n0 , #0 )
in august , a cricket team that played n0 matches won n1 % of the games it played . after a continuous winning streak , this team raised its average to n2 % . how many matches did the team win to attain this average ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , the number n2 was incorrectly read as n3 , and this incorrect number was used in the calculation . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
the average of n0 numbers is calculated as n1 . it is discovered later on that while calculating the average , the number n2 was incorrectly read as n3 , and this incorrect number was used in the calculation . what is the correct average ?	multiply ( n0 , n1 ) | subtract ( #0 , n3 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
in business , a and c invested amounts in the ratio n2 : n1 , whereas the ratio between amounts invested by a and b was n2 : n3 , if rs n4 , n5 was their profit , how much amount did b receive .	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n3 , #0 ) | multiply ( #1 , const_3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
n0 was divided into two parts such a way that when first part was invested at n4 % and the second at n2 % , the whole annual interest from both the investments is rs . n3 , how much was put at n4 % ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
in a hostel there were n0 students . to accommodate n1 more students the average is decreased by some rupees . but total expenditure increased by rs . n2 . if the total expenditure of the hostel now n3 , find decrease of average budget ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | add ( n3 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n2 ) | multiply ( #0 , #4 )
if $ n0 , n4 is invested in an account at a simple annual rate of r percent , the interest is $ n2 . when $ n3 , n4 is invested at the same interest rate , what is the interest from the investment ?	multiply ( const_100 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_4 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n1 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
in august , a cricket team that played n0 matches won n1 % of the games it played . after a continuous winning streak , this team raised its average to n2 % . how many matches did the team win to attain this average ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
the speed at which a man can row a boat in still water is n0 km / hr . if he rows downstream , where the speed of current is n1 km / hr , how many seconds will he take to cover n2 meters ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make a profit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
in an examination , there were n0 , n1 candidates , out of which n2 candidates were girls and rest were boys . if n4 % of the boys and n4 % of the girls passed , then the total percentage of failed candidates is ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #3 , n1 ) | multiply ( #0 , #5 ) | subtract ( #3 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many u apples did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
persons a and b . person a picks a random no . from n2 to n3 . then person b picks a random no . from n2 to n3 . what is the probability of b getting no . greater then what a has picked .	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , const_2 )
chris mixed n2 pounds of raisins with n2 pounds of nuts . if a pound of nuts costs n2 times as much as a pound of raisins , then the total cost of the raisins was what fraction of the total cost of the mixture ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
at a certain high school , the senior class is twice the size of the junior class . if n0 / n1 of the seniors and n2 / n3 of the juniors study japanese , what fraction of the students in both classes study japanese ?	add ( n1 , n3 ) | divide ( n3 , #0 )
the average of n0 numbers is n1 , that of the first n2 is n3 and of the next n4 is n5 . the sixth number is less than the seventh by n6 , and less than the eighth by n7 . the last number is	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | add ( n0 , #4 ) | divide ( #5 , n4 )
the ratio of a to b to c is n0 to n3 to n2 , and a , b , c are positive integers . if the average ( arithmetic mean ) of the n3 numbers is n4 , what is the value of a ?	add ( n0 , n1 ) | multiply ( n1 , n4 ) | add ( n2 , #0 ) | divide ( #1 , #2 ) | multiply ( n0 , #3 )
two trains of length n0 meters and n1 meters are n2 meters apart . they are moving towards each other on parallel tracks , at speeds of n3 km / h and n4 km / h . after how many seconds will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
in a class , n2 students can speak gujarati , n1 can speak hindi and n2 can speak marathi . if two students can speak two languages and one student can speak all the n3 languages , then how many students are there in the class	add ( n0 , n1 ) | add ( #0 , const_1 )
a team of n0 entered for a shooting competition . the best marks man scored n1 points . if he had scored n2 points , the average scores for . the team would have been n3 . how many points altogether did the team score ?	multiply ( n0 , n3 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 )
the average of marks obtained by n0 candidates was n1 . if the avg of marks of passed candidates was n3 & that of failed candidates was n3 and that of failed candidates was n4 , the no . of candidateswho passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n4 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
at the store opening , larry ' s grocery had n0 lemons and n1 oranges . by closing , the store at n2 lemons and n3 oranges left . by approximately what percent did the ratio of lemons to orange decrease from opening to closing .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
in a sample of associates at a law firm , n0 percent are second - year associates , and n1 percent are not first - year associates . what percentage of the associates at the law firm have been there for more than two years ?	subtract ( n1 , n0 )
mark bought a set of n0 flower pots of different sizes at a total cost of $ n1 . each pot cost n2 more than the next one below it in size . what was the cost , in dollars , of the largest pot ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | multiply ( n2 , #3 ) | subtract ( n1 , #4 ) | divide ( #5 , n0 ) | add ( #6 , #2 )
mixture a is n0 percent alcohol , and mixture b is n1 percent alcohol . if the two are poured together to create a n2 - gallon mixture that contains n3 percent alcohol , approximately how many gallons of mixture a are in the mixture ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
the marks obtained by polly and sandy are in the ratio n2 : n1 and those obtained by sandy and willy are in the ratio of n2 : n3 . the marks obtained by polly and willy are in the ratio of . . . ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
aaron will jog from home at n0 miles per hour and then walk back home by the same route at n1 miles per hour . how many miles from home can aaron jog so that he spends a total of n2 hours jogging and walking ?	multiply ( const_2.0 , const_4.0 ) | multiply ( n2 , #0 ) | divide ( #1 , #0 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , n3 ) | add ( #0 , n1 ) | subtract ( #1 , n0 )
the marks obtained by polly and sandy are in the ratio n0 : n1 and those obtained by sandy and willy are in the ratio of n2 : n3 . the marks obtained by polly and willy are in the ratio of . . . ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
in an examination , there were n0 , n1 candidates , out of which n2 candidates were girls and rest were boys . if n3 % of the boys and n4 % of the girls passed , then the total percentage of failed candidates is ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #3 , n1 ) | multiply ( #0 , #5 ) | subtract ( #3 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
two numbers a and b are such that the sum of n0 % of a and n1 % of b is two - third of the sum of n2 % of a and n3 % of b . find the ratio of a : b .	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , n1 ) | multiply ( #3 , const_2 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
it would take one machine n0 hours to complete a large production order and another machine n1 hours to complete the same order . how many hours would it take both machines , working simultaneously at their respective constant rates , to complete the order ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
a car dealership has n3 cars on the lot , n1 % of which are silver . if the dealership receives a new shipment of n2 cars , n3 % of which are not silver , what percentage of total number of cars are silver ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
n0 girls and n1 boys are present at a party . there are n2 girl - boy are in relationship among them . if a girl and a boy is selected at random , what is the probability that they will be not a couple ?	choose ( n0 , const_1 ) | choose ( n1 , const_1 ) | choose ( n2 , const_1 ) | multiply ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( #4 , #3 )
a can run a kilometer race in n0 n1 / n2 min while b can run same race in n3 min . how many meters start can a give b in a kilometer race , so that the race mat end in a dead heat ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_1000 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much percent is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
mixture a is n0 percent alcohol , and mixture b is n1 percent alcohol . if the two are poured together to create a n2 - gallon mixture that contains n3 percent alcohol , approximately how many gallons of mixture a are in the mixture ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | divide ( #1 , const_2 )
two watches are set for an alarm at n0 n1 ' clock in the night . one watch gains n2 minutes per hour . when the faster watch shows n3 : n4 in the morning when the alarm rings what does the correct watch show ?	add ( n3 , n4 ) | subtract ( #0 , n0 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
ajay spends n0 % of his monthly income on household items , n1 % of his monthly income on buying cloths , n2 % of his monthly income on medicines and saves the remaining amount which is rs . n3 . find his monthly income .	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_100 ) | divide ( n3 , #3 )
there are two concentric circles with radii n0 and n1 . if the radius of the outer circle is increased by n2 % and the radius of the inner circle decreased by n3 % , by what percent does the area between the circles increase ?	add ( n2 , const_100 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | multiply ( n1 , #5 ) | power ( #7 , const_2 ) | power ( #8 , const_2 ) | subtract ( #9 , #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #6 ) | multiply ( #13 , const_100 )
the speed at which a man can row a boat in still water is n0 km / hr . if he rows downstream , where the speed of current is n1 km / hr , how many seconds will he take to cover n2 meters ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
a customer went to a shop and paid a total of $ n0 , out of which n1 cents was for sales tax on taxable purchases . if the tax rate was n2 % , then what was the cost of the tax free items ?	multiply ( n2 , const_2 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n1 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
calculate the amount that an investor needs to be invest to earn $ n0 in interest in n1 months if the investor plans to invest x dollars in a savings account that pays interest at an annual rate of n2 % compounded semi - annually ?	multiply ( n0 , const_100 ) | divide ( #0 , n2 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
ratio of two numbers x and y is n0 : n1 . if x is increased by n2 % and y is increased by n3 then the new ratio becomes n6 : n5 . what is the ratio n6 y : ( x + n7 )	add ( n2 , const_100 ) | divide ( n1 , n0 ) | divide ( #0 , const_100 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( n3 , #4 ) | add ( n7 , #5 ) | multiply ( #5 , #1 ) | multiply ( #7 , n6 ) | divide ( #8 , #6 )
on dividing a n by n3 , remainder is n5 . the quotient obtained when divided by n2 , leaves remainder n3 . now the quotient when divided by n4 , leaves remainder n5 . find the remainder when when the n is divided by n6	multiply ( n0 , n0 ) | multiply ( n2 , #0 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a man cycling along the road noticed that every n0 minutes a bus overtakes him and every n1 minutes he meets an oncoming bus . if all buses and the cyclist move at a constant speed , what is the time interval between consecutive buses ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_1 )
vanessa , mike and sarah have missed a total of n0 days of school this year . vanessa and mike have missed n1 days total , and mike and sarah have missed n2 days total . how many days of school did vanessa miss alone ?	subtract ( n0 , n2 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , n3 ) | add ( #0 , n1 ) | subtract ( #1 , n0 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favour of candidate ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
aaron will jog from home at n2 miles per hour and then walk back home by the same route at n1 miles per hour . how many miles from home can aaron jog so that he spends a total of n2 hours jogging and walking ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , #0 )
a man engaged a servant on the condition that he would pay him rs . n0 and a uniform after a year service . he served only for n1 months and got rs . n2 and a uniform . find the price of the uniform ?	multiply ( n0 , n1 ) | multiply ( const_3 , const_4 ) | multiply ( n2 , #1 ) | multiply ( #1 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_4 )
it was calculated that n0 men could complete a piece of work in n1 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . tee age of the n6 th student is :	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
if $ n0 , n4 is invested in an account at a simple annual rate of r percent , the interest is $ n2 . when $ n3 , n4 is invested at the same interest rate , what is the interest from the investment ?	multiply ( const_100 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_4 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle ?	divide ( const_100 , const_3 )
set a : { n0 , n9 , n2 , n3 , n4 , n5 , n6 } if n9 numbers are randomly selected from set a without replacement , what is the probability that the sum of the n9 numbers is divisible by n9 ?	add ( n0 , n2 ) | add ( n1 , n2 ) | factorial ( n1 ) | factorial ( n2 ) | factorial ( #0 ) | factorial ( #1 ) | multiply ( #3 , #2 ) | subtract ( #0 , n1 ) | divide ( #5 , #6 ) | factorial ( #7 ) | multiply ( #9 , #2 ) | divide ( #4 , #10 ) | divide ( #11 , #8 )
if n0 men and n1 boys working together , can do n2 times as much work per hour as a man and a boy together . find the ratio of the work done by a man and that of a boy for a given time ?	add ( n1 , n1 ) | divide ( #0 , const_1 )
a man saves n0 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
a can build a wall in the same time in which b and c together can do it . if a and b together could do it in n0 days and c alone in n1 days , in what time could b alone do it ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
a tailor trims n0 feet from opposite edges of a square piece of cloth , and n1 feet from the other two edges . if n2 square feet of cloth remain , what was the length of a side of the original piece of cloth ?	multiply ( n0 , const_2 ) | multiply ( const_3.0 , const_2 ) | add ( #0 , #1 ) | multiply ( #1 , #0 ) | power ( #2 , const_2 ) | subtract ( n2 , #3 ) | multiply ( #5 , n0 ) | add ( #6 , #4 ) | sqrt ( #7 ) | add ( #2 , #8 ) | divide ( #9 , const_2 )
a cricket player whose bowling average was n0 runs per wicket , takes n1 wicket for n2 runs in a match . due to this his average decreases by n3 . what will be the number of wickets taken by him till the last match ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n2 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
the profits of qrs company rose n0 % from march to april , then dropped n1 % from april to may , then rose n2 % from may to june . what was the percent increase for the whole quarter , from march to june ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 per sq m , then what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
chris mixed n1 pounds of raisins with n1 pounds of nuts . if a pound of nuts costs n2 times as much as a pound of raisins , then the total cost of the raisins was what fraction of the total cost of the mixture ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
a group of n0 adults and n2 children go for trekking . if there is meal for either n2 adults or n3 children and if n4 adults have their meal , find the total number of children that can be catered with the remaining food .	divide ( n3 , n1 ) | subtract ( n1 , n4 ) | multiply ( #0 , #1 )
on a sum of money , the s . i . for n0 years is $ n1 , while the c . i . is $ n2 , the rate of interest being the same in both the cases . the rate of interest is ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 )
working alone , pump a can empty a pool in n0 hours . working alone , pump b can empty the same pool in n1 hours . working together , how many minutes will it take pump a and pump b to empty the pool ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_60 )
there are n0 sections a and b in a class , consisting of n4 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a certain store sold pens for $ n0 each and pencils for $ n1 each . if a customer purchased both pens and pencils from the store for a total of $ n2 , what total number of pens and pencils did the customer purchase ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 )
if x is a prime number , and x - n1 is the median of the set { x - n1 , n3 x + n3 , n4 x - n5 } , then what is the average ( arithmetic mean ) of the set ?	multiply ( n2 , n4 ) | subtract ( n4 , n0 ) | add ( n2 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n2 )
there are two concentric circles with radii n0 and n1 . if the radius of the outer circle is increased by n3 % and the radius of the inner circle decreased by n3 % , by what percent does the area between the circles increase ?	add ( n2 , const_100 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | multiply ( n1 , #5 ) | power ( #7 , const_2 ) | power ( #8 , const_2 ) | subtract ( #9 , #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #6 ) | multiply ( #13 , const_100 )
a car dealership has n0 cars on the lot , n1 % of which are silver . if the dealership receives a new shipment of n2 cars , n3 % of which are not silver , what percentage of total number of cars are silver ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then f ( x ) crosses the y - axis at what y - coordinate ?	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
in a flight of n0 km , an aircraft was slowed down due to bad weather . its average speed for the trip was reduced by n1 km / hr and the time of flight increased by n2 minutes . the duration of the flight is	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( n0 , #1 )
it was calculated that n0 men could complete a piece of work in n1 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
at a certain high school , the senior class is twice the size of the junior class . if n0 / n1 of the seniors and n2 / n3 of the juniors study japanese , what fraction of the students in both classes study japanese ?	add ( n1 , n3 ) | divide ( n3 , #0 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many q apples did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
the value of a machine depreciates at n0 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
a train overtakes two persons who are walking in the same direction in which the train is going , at the rate of n0 kmph and n1 kmph and passes them completely in n2 and n3 seconds respectively . the length of the train is :	divide ( n2 , const_3600 ) | divide ( n3 , const_3600 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 ) | subtract ( #6 , n0 ) | multiply ( #0 , #7 ) | multiply ( #8 , const_1000 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ( in centimeters ) ?	add ( n0 , n1 ) | add ( #0 , n0 )
in august , a cricket team that played n0 matches won n1 % of the games it played . after a continuous winning streak , this team raised its average to n2 % . how many matches did the team win to attain this average ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
dick and jane each saved $ n0 in n7 . in n6 dick saved n3 percent more than in n7 , and together he and jane saved a total of $ n5 . approximately what percent less did jane save in n6 than in n7 ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #2 ) | subtract ( n5 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , #1 )
after n0 % of the inhabitants of a village disappeared , a panic set in during which n1 % of the remaining inhabitants left the village . at that time , the population was reduced to n2 . what was the number of original inhabitants ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . what is the length of the rectangle	divide ( const_100 , const_3 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a group of n0 adults and n2 children go for trekking . if there is meal for either n2 adults or n3 children and if n4 adults have their meal , find the total number of children that can be catered with the remaining food .	divide ( n3 , n1 ) | subtract ( n1 , n4 ) | multiply ( #0 , #1 )
n0 meters of wire is available to fence off a flower bed in the form of a circular sector . what must the radius of the circle in meters be , if we wish to have a flower bed with the greatest possible surface area ?	divide ( n0 , const_4 )
a man spends n0 / n1 of his salary on house rent , n2 / n3 of his salary on food and n4 / n5 of his salary on conveyance . if he has $ n6 left with him , find his expenditure on food .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n4 , #4 ) | divide ( n6 , #5 ) | multiply ( #6 , #1 ) | multiply ( #6 , #2 ) | add ( #7 , #8 )
the length of the side of a square is represented by x + n1 . the length of the side of an equilateral triangle is n1 x . if the square and the equilateral triangle have equal perimeter , then the value of x is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_3 ) | subtract ( #1 , const_4 ) | divide ( #0 , #2 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
of the n0 stamps in a collection , n1 are foreign and n2 are more than n6 years old . if n4 stamps are both foreign and more than n6 years old , how many stamps are neither foreign nor more than n6 years old ?	add ( n1 , n2 ) | subtract ( #0 , n4 ) | subtract ( n0 , #1 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
the profits of qrs company rose n2 % from march to april , then dropped n1 % from april to may , then rose n2 % from may to june . what was the percent increase for the whole quarter , from march to june ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
in a two digit number it is known that its unit ' s digit exceeds its n0 ' s digit by n1 and that the product of the given number and the sum of its digits is equal to n2 , what is the number ?	add ( const_1 , const_10 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( n1 , #0 ) | subtract ( n2 , #1 ) | add ( #4 , #2 ) | multiply ( n1 , #3 ) | multiply ( #7 , #5 ) | power ( #6 , const_2 ) | add ( #8 , #9 ) | sqrt ( #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #4 ) | add ( n1 , #13 ) | multiply ( n0 , #13 ) | add ( #14 , #15 )
if a * b * c = n0 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
initially two cups of same volume are present with milk filled upto n0 / n3 th and n2 / n3 th of their volumes . water is then filled . then two mixtures are mixed . find the ratio of water to milk in the mixture	divide ( n2 , n1 ) | divide ( n0 , n1 ) | add ( #1 , #0 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | divide ( #5 , #2 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
in the coordinate plane , one of the vertices of a square is the point ( - n0 , - n2 ) . if the diagonals of that square intersect at point ( n2 , n3 ) , what is the area of that square ?	multiply ( n0 , n2 ) | multiply ( #0 , #0 )
two spherical balls lie on the ground touching . if one of the balls has a radius of n0 cm , and the point of contact is n1 cm above the ground , what is the radius of the other ball ( in centimeters ) ?	add ( n0 , n1 ) | add ( #0 , n0 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
there are n0 students in n2 sections a , b and c of a class . the average marks of all the n2 sections was n3 . the average of b and c was n4 and the average marks of students in a section was ?	add ( const_3 , const_4 ) | multiply ( n0 , n4 ) | multiply ( n0 , n3 ) | multiply ( #0 , const_10 ) | subtract ( #1 , #2 ) | subtract ( n4 , #3 ) | divide ( #4 , #5 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
it was calculated that n0 men could complete a piece of work in n1 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the width of a rectangle is n0 meter and its area is n1 square meter . if length of the rectangle is increased then its new area is n2 / n3 times of the original area . what is the new perimeter of the rectangle ?	multiply ( n1 , n2 ) | divide ( #0 , n3 ) | divide ( #1 , n0 ) | rectangle_perimeter ( n0 , #2 )
a and b can finish a work n0 days if they work together . they worked together for n2 days and then b left . a finished the remaining work in another n2 days . in how many days a alone can finish the work ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
the value of a machine depreciates at n0 % per annum . if its present value is $ n1 , n2 , n5 , at what price should it be sold after two years such that a profit of $ n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
there are n0 sections a and b in a class , consisting of n1 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a person borrows n0 for n5 years at n4 % p . a . simple interest . he immediately lends it to another person at n3 no_ascii_39 n4 % p . a . for n5 years . find his gain in the transaction per year .	divide ( const_1 , const_100 ) | multiply ( n0 , #0 )
two airplanes take off from one airfield at noon . one flies due east at n0 miles per hour while the other flies directly northeast at n1 miles per hour . approximately how many miles apart are the airplanes at n2 p . m . ?	multiply ( n1 , const_2 ) | multiply ( n0 , n2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | sqrt ( #4 )
a sum of n0 was paid for a work which a can do in n1 days , b in n2 days , b and c in n3 days and d in n4 days . how much did c receive if all the n5 work together ?	divide ( const_1 , n3 ) | divide ( const_1 , n2 ) | lcm ( n1 , n2 ) | lcm ( n4 , #2 ) | subtract ( #0 , #1 ) | divide ( const_1 , #4 ) | divide ( #3 , n1 ) | divide ( #3 , n2 ) | divide ( #3 , n4 ) | add ( #6 , #7 ) | divide ( #3 , #5 ) | add ( #9 , #10 ) | add ( #11 , #8 ) | divide ( n0 , #12 ) | multiply ( #10 , #13 )
it was calculated that n0 men could complete a piece of work in n1 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much % is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
if there are half as many women as men in a group and an equal number of men and women do not own cars - a group that is n0 % of the total . what fraction of the total is women who own cars ?	multiply ( n0 , const_2 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_4 ) | divide ( #3 , #0 )
pipe a can fill a tank in n0 minutes and pipe b cam empty it in n1 minutes . if both the pipes are opened together after how many minutes should pipe b be closed , so that the tank is filled in n2 minutes ?	divide ( n2 , n0 ) | subtract ( #0 , const_1 ) | multiply ( n1 , #1 )
n0 meters of wire is available to fence off a flower bed in the form of a circular sector . what must the radius of the circle in meters be , if we wish to have a flower bed with the greatest possible surface area ?	divide ( n0 , const_4 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then f ( x ) crosses the y - axis at what y - coordinate ?	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
in a rectangular coordinate system , what is the area of a rectangle whose vertices have the coordinates ( - n6 , n4 ) , ( n4 , n4 ) , ( n4 , - n7 ) and ( - n6 , - n7 ) ?	add ( n0 , n1 ) | add ( n1 , n5 ) | multiply ( #0 , #1 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many apples f did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
the average ( arithmetic mean ) monthly income of n0 workers is $ n1 . after one worker no_ascii_32 s income increases by n2 percent the new average income is $ n3 . what was the original income of the worker whose monthly income increased ?	divide ( n2 , const_100 ) | multiply ( n0 , n3 ) | subtract ( n0 , const_1 ) | add ( #0 , const_1 ) | multiply ( n1 , #2 ) | subtract ( #1 , #4 ) | divide ( #5 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , const_100 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then f ( x ) crosses the y - axis at what y - coordinate ?	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
an intern wants to label folders with numbers using digit stickers only . if the intern uses n0 stickers , how many folders have been numbered ? ( the numbers of the folders are consecutive and the number of the first folder is n1 ) .	multiply ( const_100 , const_3 ) | multiply ( const_3 , const_3 ) | add ( #0 , const_60 ) | add ( #2 , #1 )
if n0 men and n1 boy working together , can do two times as much work per hour as a man and a boy together . find the ratio of the work done by a man and that of a boy for a given time ?	subtract ( const_2 , n1 ) | subtract ( n0 , const_2 ) | divide ( #0 , #1 )
after n0 % of the inhabitants of a village disappeared , a panic set in during which n1 % of the remaining inhabitants left the village . at that time , the population was reduced to n2 . what was the number of original inhabitants ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
in the coordinate plane , one of the vertices of a square is the point ( - n0 , - n1 ) . if the diagonals of that square intersect at point ( n2 , n3 ) , what is the area of that square ?	multiply ( n0 , n2 ) | multiply ( #0 , #0 )
the speed at which a man can row a boat in still water is n0 km / hr . if he rows downstream , where the speed of current is n1 km / hr , how many seconds will he take to cover n2 meters ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many w apples did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
martin bought n0 concert tickets , some at the full price of $ n1 per ticket , and some at a discounted price of $ n2 per ticket . if he spent a total of $ n3 , how many discounted tickets did he buy ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
two numbers a and b are such that the sum of n0 % of a and n1 % of b is two - third of the sum of n2 % of a and n3 % of b . find the ratio of a : b .	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , n1 ) | multiply ( #3 , const_2 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
the price of a certain painting increased by n0 % during the first year and decreased by n1 % during the second year . the price of the painting at the end of the n2 - year period was what percent of the original price ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 ) | add ( #3 , const_100 )
calculate the amount that an investor needs to be invest to earn $ n0 in interest in n1 months if the investor plans to invest x dollars in a savings account that pays interest at an annual rate of n2 % compounded semi - annually ?	multiply ( n0 , const_100 ) | divide ( #0 , n2 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . how many workers are there in the workshop ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the length of one pair of opposite sides of a square is increased by n0 cm on each side the ratio of the length and the breadth of the newly formed rectangle becomes n1 : n2 . what is the area of the original square ?	multiply ( n0 , n2 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 ) | square_area ( #2 )
. star question : if f ( n0 ) = n3 and f ( x + y ) = f ( x ) + f ( y ) + n2 xy + n3 , then f ( n4 ) + f ( n5 ) = ?	multiply ( n5 , n5 ) | multiply ( n5 , #0 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
if a * b * c = n1 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much % is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
consider the word rotor . whichever way you read it , from left to right or from right to left , you get the same word . such a word is known as palindrome . find the maximum possible number of n0 - letter palindromes ?	add ( const_10 , const_10 ) | subtract ( n0 , const_2 ) | add ( #0 , const_3 ) | add ( #2 , const_3 ) | power ( #3 , #1 )
working alone , pump a can empty a pool in n0 hours . working alone , pump b can empty the same pool in n1 hours . working together , how many minutes will it take pump a and pump b to empty the pool ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_60 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
the product z of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n3 and the other prime number is greater than n4 but less than n5 , then what is z ?	subtract ( n0 , const_4 ) | multiply ( #0 , const_3 )
on a sum of money , the s . i . for n0 years is $ n1 , while the c . i . is $ n2 , the rate of interest being the same in both the cases . the rate of interest is ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
two trucks each n0 m long are running in opposite directions on parallel paths . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_0_2778 ) | divide ( #1 , #2 )
if a * b * c = n0 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
if n0 men and n1 boys can do a piece of work in n2 days ; n3 men and n4 boys can do it in n5 days , then the ratio of the daily work done by a man to that of a boy is ?	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 )
in the coordinate plane , one of the vertices of a square is the point ( - n3 , - n1 ) . if the diagonals of that square intersect at point ( n2 , n3 ) , what is the area of that square ?	multiply ( n0 , n2 ) | multiply ( #0 , #0 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
n0 onions on a scale weigh n1 kg . when n5 onions are removed from the scale , the average weight of the n3 onions is n4 grams . what is the average weight ( in grams ) of the n5 onions which were removed ?	multiply ( n1 , const_1000 ) | multiply ( n3 , n4 ) | subtract ( #0 , #1 ) | divide ( #2 , n2 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
$ n0 is divided amongst a , b and c so that a may get n1 / n3 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
of the n0 stamps in a collection , n1 are foreign and n2 are more than n6 years old . if n4 stamps are both foreign and more than n6 years old , how many stamps are neither foreign nor more than n6 years old ?	add ( n1 , n2 ) | subtract ( #0 , n4 ) | subtract ( n0 , #1 )
addison high school no_ascii_32 s senior class has n0 boys and n1 girls . if n2 % of the boys did not attend the college then n3 % of the total class attended college , what percentage of the girls class did not attend college ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
two trains of length n0 meters and n1 meters are n2 meters apart . they are moving towards each other on parallel tracks , at speeds of n3 km / h and n4 km / h . after how many seconds will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
train a leaves the station traveling at n0 miles per hour . two hours later train no_ascii_19 leaves the same station traveling in the same direction at n1 miles per hour . how many miles from the station was train a overtaken by train b ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
pipe a can fill a tank in n0 minutes and pipe b cam empty it in n1 minutes . if both the pipes are opened together after how many minutes should pipe b be closed , so that the tank is filled in n2 minutes ?	divide ( n2 , n0 ) | subtract ( #0 , const_1 ) | multiply ( n1 , #1 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
in how many ways can a n0 - letter password be chosen , using the letters a , b , c , d , e , f , g , and / or h such that at least one letter is repeated within the password ?	add ( n0 , const_3 ) | factorial ( const_3 ) | factorial ( #0 ) | power ( #0 , n0 ) | divide ( #2 , #1 ) | subtract ( #3 , #4 )
in x - y plane , there is a right triangle abc ( no_ascii_33 b = n0 o ) . if the length of ac is n1 and the slope of line segment ac is n2 / n3 , what is the length of ab ?	power ( n2 , const_2 ) | power ( n3 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( n1 , #3 ) | multiply ( n2 , #4 )
sachin borrows rs . n0 for n5 years at n4 % p . a . simple interest . he immediately lends money to rahul at n3 / n4 % p . a . for n5 years . find the gain of one year by sachin .	divide ( n3 , n2 ) | p_after_gain ( n2 , n0 ) | p_after_gain ( #0 , n0 ) | subtract ( #2 , #1 )
two trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_3600 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
n0 . the side surface of a cylinder can is rolled with a rectangular plate . if the height of a cylinder tank is n1 feet and the perimeter of the circular base is n2 feet , what is the diagonal of the rectangular plate ?	power ( n1 , const_2 ) | power ( n2 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 )
martin bought n0 concert tickets , some at the full price of $ n1 per ticket , and some at a discounted price of $ n2 per ticket . if he spent a total of $ n3 , how many discounted tickets did he buy ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
the average age of n6 students of a class is n1 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is :	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
harish can paint a wall in just n0 hours . however it takes n1 hours for ganpat to complete the same job of painting the wall . how long would it take for both of them to paint the wall , if both work together ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 )
two airplanes take off from one airfield at noon . one flies due east at n0 miles per hour while the other flies directly northeast at n1 miles per hour . approximately how many miles apart are the airplanes at n2 p . m . ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | power ( #0 , n2 ) | power ( #1 , n2 ) | subtract ( #2 , #3 ) | sqrt ( #4 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
a certain store sold pens for $ n0 each and pencils for $ n1 each . if a customer purchased both pens and pencils from the store for a total of $ n2 , what total number of pens and pencils did the customer purchase ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
there are n0 sections a and b in a class , consisting of n3 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
the time taken by mr . dhoni to row his boat upstream is twice the time taken by him to row the same distance downstream . if the speed of the boat in still water is n0 kmph , find the speed of the stream ?	multiply ( n0 , const_2 ) | divide ( #0 , const_3 ) | divide ( #1 , const_2 )
train a leaves the station traveling at n0 miles per hour . two hours later train no_ascii_19 leaves the same station traveling in the same direction at n1 miles per hour . how many miles from the station was train a overtaken by train b ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 per sq m , then what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
if $ n0 , n4 is invested in an account at a simple annual rate of r percent , the interest is $ n2 . when $ n3 , n4 is invested at the same interest rate , what is the interest from the investment ?	multiply ( const_100 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_4 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
if a * b * c = n0 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
a child want to buy n2 new toys . if there are n1 toys that satisfy the child ' s criteria , in how many different ways can the child select the n2 new toys if the order of selection does n ' t matter .	choose ( n1 , n0 )
in n5 successive games , a baseball team scored n1 runs once , n2 runs twice , and n3 runs n4 times . what was the average ( arithmetic mean ) number of runs the team scored per game over the n5 - game period ?	multiply ( n1 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n3 , n4 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 )
$ n0 is divided amongst a , b and c so that a may get n1 / n2 as much as b and c together , b may get n3 / n4 as much as a and c together , then the share of a is	divide ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | multiply ( #2 , #0 )
the probability that event a occurs is n0 , and the probability that events a and b both occur is n1 . if the probability that either event a or event b occurs is n2 , what is the probability that event b will occur ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a rower can row n0 km / h in still water . when the river is running at n2 km / h , it takes the rower n2 hour to row to big rock and back . how many kilometers is it to big rock ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #1 , #2 ) | multiply ( #0 , #3 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n1 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
the profits of qrs company rose n0 % from march to april , then dropped n1 % from april to may , then rose n2 % from may to june . what was the percent increase for the whole quarter , from march to june ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
let f ( x ) = x ^ n0 + bx + c . if f ( n1 ) = n4 and f ( - n3 ) = n4 , then f ( x ) crosses the y - axis at what y - coordinate ?	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
the ratio of the two natural numbers is n0 : n4 . if a certain number is subtracted to both the numbers , the ratio becomes n4 : n3 . if the larger number exceeds the smaller number by n4 , find the number subtracted ?	multiply ( n1 , n1 ) | add ( n1 , #0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
two numbers a and b are such that the sum of n3 % of a and n1 % of b is two - third of the sum of n2 % of a and n3 % of b . find the ratio of a : b .	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , n1 ) | multiply ( #3 , n1 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
a tailor trims n0 feet from opposite edges of a square piece of cloth , and n1 feet from the other two edges . if n2 square feet of cloth remain , what was the length of a side of the original piece of cloth ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | multiply ( #1 , #0 ) | power ( #2 , const_2 ) | subtract ( n2 , #3 ) | multiply ( #5 , n0 ) | add ( #6 , #4 ) | sqrt ( #7 ) | add ( #2 , #8 ) | divide ( #9 , const_2 )
n0 . the side surface of a cylinder is rolled with a rectangular plate . if the perimeter of the circular base is n1 feet , and the diagonal of the rectangular plate was n2 ft . what is height of the of the cylinder ?	power ( n2 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 )
in business , a and c invested amounts in the ratio n2 : n1 , whereas the ratio between amounts invested by a and b was n2 : n3 , if rs n4 , n5 was their profit , how much amount did a receive .	add ( n0 , n1 ) | add ( n0 , n3 ) | add ( n3 , #0 ) | multiply ( #1 , n3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( const_2.0 , #5 )
in a sample of associates at a law firm , n0 percent are second - year associates , and n1 percent are not first - year associates . what percentage of the associates at the law firm have been there for more than two years ?	subtract ( n1 , n0 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , n3 ) | add ( #0 , n1 ) | subtract ( #1 , n0 )
calculate the amount that an investor needs to be invest to earn $ n0 in interest in n1 months if the investor plans to invest x dollars in a savings account that pays interest at an annual rate of n2 % compounded semi - annually ?	multiply ( n0 , const_100 ) | divide ( #0 , n2 )
among n0 viewers interviewed who watch at least one of the n1 tv channels namely a , bc . n2 watch a , n3 watch c , while n4 watch b . if n5 watch exactly two channels . how many watch exactly one channel ?	add ( n2 , n3 ) | subtract ( n0 , n5 ) | add ( n4 , #0 ) | subtract ( #2 , n5 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 ) | subtract ( #1 , #5 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
in an examination , there were n0 , n1 candidates , out of which n2 candidates were girls and rest were boys . if n3 % of the boys and n4 % of the girls passed , then the total percentage of failed candidates is ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #3 , n1 ) | multiply ( #0 , #5 ) | subtract ( #3 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
two numbers a and b are such that the sum of n2 % of a and n1 % of b is two - third of the sum of n2 % of a and n3 % of b . find the ratio of a : b .	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_2 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much percent is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a boy has rs . n0 in the denominations of one - rupee notes , n1 - rupee notes and n2 - rupee notes . the number of notes of each denomination is equal . what is the total number of notes that he has ?	multiply ( const_4 , const_4 ) | divide ( n0 , #0 ) | multiply ( #1 , const_3 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 per sq m , then what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
in the xy - coordinate system , what is the slope of the line that goes through point ( n0 , n1 ) and is equidistant from the two points p = ( n5 , n3 ) and q = ( n4 , n5 ) ?	add ( n1 , n3 ) | add ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( #1 , const_2 ) | divide ( #2 , #3 )
apple costs l rupees per kilogram for first n0 kgs and q rupees per kilogram for each additional kilogram . if the price of n1 kilograms is n2 and for n3 kgs of apples is n4 then the cost of first n5 kgs of apples is	subtract ( n4 , n2 ) | subtract ( n3 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | multiply ( n5 , #6 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make a profit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
in the coordinate plane , one of the vertices of a square is the point ( - n0 , - n1 ) . if the diagonals of that square intersect at point ( n2 , n3 ) , what is the area of that square ?	multiply ( n0 , n2 ) | multiply ( #0 , #0 )
pipe a can fill a tank in n0 minutes and pipe b cam empty it in n1 minutes . if both the pipes are opened together after how many minutes should pipe b be closed , so that the tank is filled in n2 minutes ?	divide ( n2 , n0 ) | subtract ( #0 , const_1 ) | multiply ( n1 , #1 )
in x - y plane , there is a right triangle abc ( no_ascii_33 b = n0 o ) . if the length of ac is n1 and the slope of line segment ac is n2 / n3 , what is the length of ab ?	power ( n2 , const_2 ) | power ( n3 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | divide ( n1 , #3 ) | multiply ( n2 , #4 )
the average age of n6 students of a class is n5 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . tee age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
n0 men took a dip in a water tank n1 m long and n2 m broad on a religious day . if the average displacement of water by a man is n3 , then the rise in the water level in the tank will be :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a child want to buy n2 new toys . if there are n1 toys that satisfy the child ' s criteria , in how many different ways can the child select the n2 new toys if the order of selection does n ' t matter .	choose ( n1 , n0 )
working alone , pump a can empty a pool in n0 hours . working alone , pump b can empty the same pool in n1 hours . working together , how many minutes will it take pump a and pump b to empty the pool ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( #3 , const_60 )
if $ n0 , n4 is invested in an account at a simple annual rate of r percent , the interest is $ n2 . when $ n3 , n4 is invested at the same interest rate , what is the interest from the investment ?	multiply ( const_100 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_4 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
a man cycling along the road noticed that every n0 minutes a bus overtakes him and every n1 minutes he meets an oncoming bus . if all buses and the cyclist move at a constant speed , what is the time interval between consecutive buses ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_1 )
a tailor trims n0 feet from opposite edges of a square piece of cloth , and n1 feet from the other two edges . if n2 square feet of cloth remain , what was the length of a side of the original piece of cloth ?	multiply ( n0 , const_2 ) | multiply ( const_3.0 , const_2 ) | add ( #0 , #1 ) | multiply ( #1 , #0 ) | power ( #2 , const_2 ) | subtract ( n2 , #3 ) | multiply ( #5 , n0 ) | add ( #6 , #4 ) | sqrt ( #7 ) | add ( #2 , #8 ) | divide ( #9 , const_2 )
there are n0 sections a and b in a class , consisting of n3 and n2 students respectively . if the average weight of section a is n3 kg and that of section b is n4 kg , find the average of the whole class ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a car dealership has n0 cars on the lot , n1 % of which are silver . if the dealership receives a new shipment of n2 cars , n3 % of which are not silver , what percentage of total number of cars are silver ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
two airplanes take off from one airfield at noon . one flies due east at n0 miles per hour while the other flies directly northeast at n1 miles per hour . approximately how many miles apart are the airplanes at n2 p . m . ?	multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | power ( #0 , n2 ) | power ( #1 , n2 ) | subtract ( #2 , #3 ) | sqrt ( #4 )
a train overtakes two person who are walking in the same direction in which the train is going , at the rate of n0 kmph and n1 kmph and passes them completely in n2 and n3 seconds respectively . the length of the train is :	multiply ( n1 , const_0_2778 ) | multiply ( n0 , const_0_2778 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n2 , #5 )
a certain store sold pens for $ n0 each and pencils for $ n1 each . if a customer purchased both pens and pencils from the store for a total of $ n2 , what total number of pens and pencils did the customer purchase ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 )
a man saves n0 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , n3 ) | add ( #0 , n1 ) | subtract ( #1 , n0 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
the probability that event a occurs is n0 , and the probability that event b occurs is n1 . if the probability that either event a or event b occurs is n2 , what is the probability that event b and event b will occur ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
there are two concentric circles with radii n0 and n1 . if the radius of the outer circle is increased by n2 % and the radius of the inner circle decreased by n3 % , by what percent does the area between the circles increase ?	add ( n2 , const_100 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | multiply ( n1 , #5 ) | power ( #7 , const_2 ) | power ( #8 , const_2 ) | subtract ( #9 , #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #6 ) | multiply ( #13 , const_100 )
a tailor trims n0 feet from opposite edges of a square piece of cloth , and n1 feet from the other two edges . if n2 square feet of cloth remain , what was the length of a side of the original piece of cloth ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | multiply ( #1 , #0 ) | power ( #2 , const_2 ) | subtract ( n2 , #3 ) | multiply ( #5 , const_4 ) | add ( #6 , #4 ) | sqrt ( #7 ) | add ( #2 , #8 ) | divide ( #9 , const_2 )
ratio of two numbers x and y is n0 : n1 . if x is increased by n2 % and y is increased by n3 then the new ratio becomes n4 : n5 . what is the ratio n6 y : ( x + n7 )	add ( n2 , const_100 ) | divide ( n1 , n0 ) | divide ( #0 , const_100 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( n3 , #4 ) | add ( n7 , #5 ) | multiply ( #5 , #1 ) | multiply ( #7 , const_2 ) | divide ( #8 , #6 )
bob finishes the first half of an exam in two - sixth the time it takes him to finish the second half . if the whole exam takes him an hour , how many minutes does he spend on the first half of the exam ?	add ( const_2 , const_4 ) | divide ( const_2 , #0 ) | multiply ( #1 , const_60 ) | subtract ( const_60 , #2 )
aaron will jog from home at n0 miles per hour and then walk back home by the same route at n1 miles per hour . how many miles from home can aaron jog so that he spends a total of n2 hours jogging and walking ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , #0 )
it was calculated that n0 men could complete a piece of work in n1 days . when work was scheduled to commence , it was found necessary to send n2 men to another project . how much longer will it take to complete the work ?	divide ( n0 , n2 ) | multiply ( n1 , #0 )
if a cost college rs n0 a companyto produce a program for yhe home coming football game . if rs n1 was received for addvertisement in the pgm , how many copies rs n2 a copy must be sold to make a profit of rs n3	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make a profit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
the average age of n6 students of a class is n6 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . the age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
in an examination , there were n0 , n1 candidates , out of which n2 candidates were girls and rest were boys . if n3 % of the boys and n4 % of the girls passed , then the total percentage of failed candidates is ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #3 , n1 ) | multiply ( #0 , #5 ) | subtract ( #3 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
a car dealership has n0 cars on the lot , n1 % of which are silver . if the dealership receives a new shipment of n2 cars , n3 % of which are not silver , what percentage of total number of cars are silver ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
if there are half as many women as men in a group and an equal number of men and women do not own cars - a group that is n0 % of the total . what fraction of the total is men who own cars ?	multiply ( n0 , const_2 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_4 ) | divide ( #3 , #0 )
the speed at which a man can row a boat in still water is n0 km / hr . if he rows downstream , where the speed of current is n1 km / hr , how many seconds will he take to cover n2 meters ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
if a * b * c = n0 , b * c * d = n1 , c * d * e = n2 and d * e * f = n3 the ( a * f ) / ( c * d ) = ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
given a two - digit number , the unit ' s digit exceeds its n0 ' s digit by n1 and the product of the given number and the sum of its digits is equal to n2 , which of the options is the number ?	add ( n0 , const_1 ) | multiply ( n1 , n1 ) | multiply ( const_4 , const_60 ) | multiply ( n0 , const_2 ) | add ( #2 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #0 , const_2 ) | add ( n0 , #5 ) | multiply ( #6 , const_2 ) | subtract ( #1 , #4 ) | multiply ( #7 , #7 ) | multiply ( #6 , #9 ) | multiply ( #11 , const_4 ) | subtract ( #10 , #12 ) | sqrt ( #13 ) | subtract ( #14 , #7 ) | divide ( #15 , #8 ) | add ( n1 , #16 ) | add ( #17 , #3 )
of the n0 stamps in a collection , n1 are foreign and n2 are more than n6 years old . if n4 stamps are both foreign and more than n6 years old , how many stamps are neither foreign nor more than n6 years old ?	add ( n1 , n2 ) | subtract ( #0 , n4 ) | subtract ( n0 , #1 )
after doing n3 / n1 of the biology homework on monday night , sanjay did n2 / n3 of the remaining homework on tuesday night . what fraction of the original homework would sanjay have to do on wednesday night to complete the biology assignment ?	divide ( n0 , n1 ) | divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
chris mixed n0 pounds of raisins with n1 pounds of nuts . if a pound of nuts costs n2 times as much as a pound of raisins , then the total cost of the raisins was what fraction of the total cost of the mixture ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n1 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
two trains of length n0 meters and n1 meters are n2 meters apart . they are moving towards each other on parallel tracks , at speeds of n3 km / h and n4 km / h . after how many seconds will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
pipe a that can fill a tank in an hour and pipe b that can fill the tank in n1 are opened simultaneously when the tank is empty . pipe b is shut n1 minutes before the tank overflows . when will the tank overflow ?	divide ( const_3 , const_4 ) | divide ( #0 , const_3 ) | multiply ( #1 , const_60 ) | add ( n0 , #2 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , const_2 ) | add ( #0 , const_1 ) | subtract ( #1 , n0 )
in an election , candidate a got n0 % of the total valid votes . if n1 % of the total votes were declared invalid and the total numbers of votes is n2 , find the number of valid vote polled in favor of candidate ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( n2 , #2 ) | multiply ( #0 , #3 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
a , b and c can do a piece of work in n0 , n1 and n2 days respectively . they start the work together but c leaves n3 days before the completion of the work . in how many days is the work done ?	subtract ( n2 , n1 ) | subtract ( n0 , #0 ) | subtract ( #1 , n3 ) | add ( #2 , const_1 )
pipe a can fill a tank in n0 minutes and pipe b cam empty it in n1 minutes . if both the pipes are opened together after how many minutes should pipe b be closed , so that the tank is filled in n2 minutes ?	divide ( n2 , n0 ) | subtract ( #0 , const_1 ) | multiply ( n1 , #1 )
n0 numbers are such that the second is as much lesser than thr third as the first is lesser than the second . if the product of the two smaller numbers is n1 and product of two larger number is n2 then find the middle number	add ( n1 , n2 ) | multiply ( const_10 , const_2 ) | divide ( #0 , #1 )
in august , a cricket team that played n0 matches won n1 % of the games it played . after a continuous winning streak , this team raised its average to n2 % . how many matches did the team win to attain this average ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
a basket of n0 apples is divided equally among a group of apple lovers . if n3 people join the group , each apple lover would receive n2 apples less . how many s apples did each person get before n3 people joined the feast ?	add ( const_10 , const_10 ) | add ( #0 , const_2 ) | divide ( n0 , #1 ) | add ( n1 , #2 ) | divide ( n0 , #3 ) | add ( n2 , #4 )
one side of a rectangle is n0 cm shorter than the other side . if we increase the length of each side by n1 cm , then the area of the rectangle will increase by n2 cm n3 . find the lengths of all sides .	divide ( n2 , n3 ) | add ( #0 , n1 ) | subtract ( #1 , n0 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
ratio of two numbers x and y is n0 : n1 . if x is increased by n2 % and y is increased by n4 then the new ratio becomes n4 : n6 . what is the ratio n6 y : ( x + n7 )	add ( n2 , const_100 ) | divide ( n1 , n0 ) | divide ( #0 , const_100 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( n3 , #4 ) | add ( n7 , #5 ) | multiply ( #5 , #1 ) | multiply ( #7 , n6 ) | divide ( #8 , #6 )
ajay spends n0 % of his monthly income on household items , n1 % of his monthly income on buying cloths , n2 % of his monthly income on medicines and saves the remaining amount which is rs . n3 . find his monthly income .	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_100 ) | divide ( n3 , #3 )
on a sum of money , the s . i . for n0 years is $ n1 , while the c . i . is $ n2 , the rate of interest being the same in both the cases . the rate of interest is ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 )
without stoppages , a train travels certain distance with an average speed of n0 km / h , and with stoppages , it covers the same distance with an average speed of n1 km / h . how many minutes per hour the train stops ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | subtract ( const_60 , #1 )
a man saves n1 % of his monthly salary . if an account of dearness of things he is to increase his monthly expenses by n1 % , he is only able to save rs . n2 per month . what is his monthly salary ?	divide ( n1 , const_100 ) | multiply ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | add ( #3 , #2 ) | subtract ( const_100 , #4 ) | divide ( #1 , #5 )
when a train moves at an average speed of n0 kmph it reaches its destination on time . when its average speed becomes n1 kmph , then it reaches its destination n2 minutes late . find the length of journey rounded to two decimal places .	divide ( n2 , const_60 ) | multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #2 , #1 ) | divide ( #0 , #3 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
john purchased a grinder and a mobile for rs . n0 & rs . n1 respectively . he sold the grinder at a loss of n2 % and the mobile phone at a profit of n3 % . overall how much he make a profit .	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 )
a cricket player whose bowling average was n0 runs per wicket , takes n1 wicket for n2 runs in a match . due to this his average decreases by n3 . what will be the number of wickets taken by him till the last match ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
two trains of length n0 meters and n1 meters are n2 meters apart . they are moving towards each other on parallel tracks , at speeds of n3 km / h and n4 km / h . after how many seconds will the trains meet ?	add ( n3 , n4 ) | multiply ( #0 , const_0_2778 ) | divide ( n2 , #1 )
the average salary of all the workers in a workshop is rs . n2 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the current birth rate per certain number of people is n0 , whereas corresponding death rate is n1 per same number of people . if the net growth rate in terms of population increase is n2 percent , find number of persons . ( initally )	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_100 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
the age of the daughter is same as the digit in the mother ' s age , but in reverse order . in thirteen years mother will be twice as old as daughter will be then . what is the difference in their current age ?	add ( const_1 , const_12 ) | subtract ( const_10 , const_1 ) | add ( #1 , const_10 ) | add ( #0 , #2 ) | divide ( #3 , const_4 ) | divide ( #4 , const_2 ) | add ( #5 , const_10 ) | multiply ( #5 , const_10 ) | add ( #7 , const_1 ) | subtract ( #8 , #6 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
if $ n0 , n4 is invested in an account at a simple annual rate of r percent , the interest is $ n2 . when $ n3 , n4 is invested at the same interest rate , what is the interest from the investment ?	multiply ( const_100 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #1 , const_4 ) | multiply ( n1 , #1 ) | divide ( #3 , #2 )
solution x is n0 percent alcohol by volume , and solution y is n1 percent alcohol by volume . how many milliliters of solution y must be added to n2 milliliters of solution x to create a solution that is n3 percent alcohol by volume ?	subtract ( n3 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
two numbers a and b are such that the sum of n0 % of a and n1 % of b is two - third of the sum of n2 % of a and n3 % of b . find the ratio of a : b .	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , n1 ) | multiply ( #3 , n1 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
the length of a rectangle is twice its breadth . if its length is decreased by n0 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle .	divide ( const_100 , const_3 )
a group of n0 adults and n2 children go for trekking . if there is meal for either n2 adults or n3 children and if n4 adults have their meal , find the total number of children that can be catered with the remaining food .	divide ( n3 , n1 ) | subtract ( n1 , n4 ) | multiply ( #0 , #1 )
the speed at which a man can row a boat in still water is n0 km / hr . if he rows downstream , where the speed of current is n1 km / hr , how many seconds will he take to cover n2 meters ?	add ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | divide ( const_100.0 , #1 )
the current birth rate per certain number of people is n0 , whereas corresponding death rate is n1 per same number of people . if the net growth rate in terms of population increase is n2 percent , find number of persons . ( initally )	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_100 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , const_2 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
n0 students appeared in n8 tests . n2 students passed n7 st test . n4 students passed in the n8 nd test . n6 students passed in both n7 and n8 tests . what is the probability of the students who failed in both tests ?	add ( n2 , n4 ) | subtract ( #0 , n6 ) | subtract ( const_100 , #1 )
the length of a rectangular floor is more than its breadth by n0 % . if rs . n1 is required to paint the floor at the rate of rs . n2 per sq m , then what would be the length of the floor ?	divide ( n1 , n2 ) | divide ( #0 , const_3 ) | sqrt ( #1 ) | multiply ( #2 , const_3 )
if both n5 ^ n7 and n9 ^ n9 are factors of n x ( n7 ^ n5 ) x ( n6 ^ n7 ) x ( n8 ^ n9 ) x ( n10 ) , what is the smallest possible positive value of n ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much % is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much percent is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
martin bought n0 concert tickets , some at the full price of $ n1 per ticket , and some at a discounted price of $ n2 per ticket . if he spent a total of $ n3 , how many discounted tickets did he buy ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | subtract ( #0 , #1 )
in a recent election , james received n0 percent of the n1 votes cast . to win the election , a candidate needed to receive more than n2 percent of the vote . how many additional votes would james have needed to win the election ?	subtract ( n2 , n0 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( #2 , const_1 )
rs . n0 is divided into two parts such that if one part be put out at n4 % simple interest and the other at n2 % , the yearly annual income may be rs . n3 . how much was lent at n4 % ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , n2 ) | divide ( #2 , const_100 ) | subtract ( #0 , #1 ) | subtract ( n3 , #3 ) | divide ( #5 , #4 )
there are two concentric circles with radii n0 and n1 . if the radius of the outer circle is increased by n2 % and the radius of the inner circle decreased by n3 % , by what percent does the area between the circles increase ?	add ( n2 , const_100 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | multiply ( n1 , #5 ) | power ( #7 , const_2 ) | power ( #8 , const_2 ) | subtract ( #9 , #10 ) | subtract ( #11 , #6 ) | divide ( #12 , #6 ) | multiply ( #13 , const_100 )
the wages earned by robin is n0 % more than that earned by erica . the wages earned by charles is n1 % more than that earned by erica . how much percent is the wages earned by charles more than that earned by robin ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the average age of n6 students of a class is n5 years . out of these , the average age of n2 students is n3 years and that of the other n4 students is n5 years . tee age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a boat running up stram takes n0 hours to cover a certain distance , while it takes n1 hours to cover the same distance running down stream . what is the ratio between the speed of the boat and the speed of water current respectively ?	subtract ( n1 , n0 )
a group of n0 adults and n2 children go for trekking . if there is meal for either n2 adults or n3 children and if n4 adults have their meal , find the total number of children that can be catered with the remaining food .	divide ( n3 , n1 ) | subtract ( n1 , n4 ) | multiply ( #0 , #1 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
elena no_ascii_32 s bread recipe calls for n0 ounces of butter for each n1 cups of flour used . she needs to make n2 times the original recipe . if n3 ounces of butter is used , then how many cups of flour are needed ?	multiply ( n1 , n2 )
two buses each n0 m long are running in opposite directions on parallel roads . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower bus to pass the driver of the faster one ?	add ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( n0 , #2 ) | divide ( #3 , const_3 )
the product z of two prime numbers is between n0 and n1 . if one of the prime numbers is greater than n2 but less than n4 and the other prime number is greater than n4 but less than n5 , then what is z ?	subtract ( n0 , const_4 ) | multiply ( #0 , const_3 )
kyle , david , and catherine each try independently to solve a problem . if their individual probabilities for success are n2 / n1 , n2 / n3 and n4 / n5 , respectively , what is the probability no one will solve the problem ?	multiply ( n4 , n4 ) | multiply ( n1 , const_60 ) | multiply ( n1 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the price of a certain painting increased by n0 % during the first year and decreased by n1 % during the second year . the price of the painting at the end of the n2 - year period was what percent of the original price ?	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( #1 , #2 ) | add ( #3 , const_100 )
two workers completed the painting of a building in n0 days . if they were to paint the building separately , how many days will it take each worker , if one of them can complete it in approximately n1 days earlier than the other .	multiply ( n0 , const_4 ) | subtract ( #0 , n1 ) | divide ( #1 , n1 ) | add ( n1 , #2 ) | multiply ( #2 , const_100 ) | add ( #3 , #4 )
apple costs l rupees per kilogram for first n0 kgs and q rupees per kilogram for each additional kilogram . if the price of n1 kilograms is n2 and for n3 kgs of apples is n4 then the cost of first n5 kgs of apples is	subtract ( n4 , n2 ) | subtract ( n3 , n1 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 ) | subtract ( n2 , #4 ) | divide ( #5 , n0 ) | multiply ( n5 , #6 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , a receives	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . find the length of the rectangle .	divide ( const_100 , const_3 )
a rectangular grass field is n0 m * n1 m , it has a path of n2 m wide all round it on the outside . find the area of the path and the cost of constructing it at rs . n3 per sq m ?	multiply ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | add ( n0 , #0 ) | add ( n1 , #0 ) | rectangle_area ( #2 , #3 ) | subtract ( #4 , #1 ) | multiply ( n3 , #5 )
a man cycling along the road noticed that every n0 minutes a bus overtakes him and every n1 minutes he meets an oncoming bus . if all buses and the cyclist move at a constant speed , what is the time interval between consecutive buses ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , const_1 )
on a sum of money , the s . i . for n0 years is $ n1 , while the c . i . is $ n2 , the rate of interest being the same in both the cases . the rate of interest is ?	divide ( n1 , n0 ) | subtract ( n2 , n1 ) | multiply ( #1 , const_100 ) | divide ( #2 , #0 )
mark bought a set of n0 flower pots of different sizes at a total cost of $ n1 . each pot cost n2 more than the next one below it in size . what was the cost , in dollars , of the largest pot ?	subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 ) | multiply ( n2 , #3 ) | subtract ( n1 , #4 ) | divide ( #5 , n0 ) | add ( #6 , #2 )
the average age of n0 persons in a office is n6 years . out of these , the average age of n2 of them is n3 years and that of the other n4 persons is n5 years . the age of the n6 th person is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
a train n0 m long is running with a speed of n1 km / h . in how many seconds will the train pass a man who is running at n2 km / h in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | divide ( n0 , #1 )
set s contains exactly n0 numbers and has an average ( arithmetic mean ) of n1 . if one of the numbers in set s is increased by n2 , while all other numbers remain the same , what is the new average of set s ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
by travelling at n0 kmph , a person reaches his destination on time . he covered two - third the total distance in one - third of the total time . what speed should he maintain for the remaining distance to reach his destination on time ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | subtract ( #0 , #3 ) | divide ( #4 , #1 )
two boats are heading towards each other at constant speeds of n0 miles / hr and n2 miles / hr respectively . they begin at a distance n2 miles from each other . how far are they ( in miles ) one minute before they collide ?	add ( n0 , n1 ) | divide ( #0 , const_60 )
a certain family has n4 sons : richard is n1 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
in a maths test , students were asked to find n2 / n1 of a certain number . one of the students by mistake found n2 / n3 th of that number and his answer was n4 more than the correct answer . find the number .	multiply ( n1 , n4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
peter brought a scooter for a certain sum of money . he spent n0 % of the cost on repairs and sold the scooter for a profit of $ n1 . how much did he spend on repairs if he made a profit of n2 % ?	add ( const_10 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #1 , n2 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | subtract ( #2 , #4 )
for integers x , y , and z , if ( n0 ^ x ) ( n1 ^ y ) ( n2 ^ z ) = n3 , n4 and x + y + z = n5 , what is the value of xy / z ?	subtract ( n1 , n0 )
suganya and suriya are partners in a business . suganya invests rs . n0 , n4 for n2 months and suriya invests rs . n3 , n4 for n5 months . out of a profit of rs . n6 , n7 . suganya ' s share is	multiply ( const_0_25 , const_100 ) | multiply ( n3 , #0 )
jim no_ascii_32 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
a certain family has n0 sons : richard is n1 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
if i walk at n0 km / h , i miss the bus by n1 minutes . if i walk at n2 km / h , i reach n3 minutes before the arrival of the bus . how far i walk to reach the bus stand ?	add ( n1 , n3 ) | multiply ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , #2 ) | divide ( #0 , const_60 ) | multiply ( #3 , #4 )
my grandson is about as many days as my son in weeks , and my grandson is as many months as i am in years . my grandson , my son and i together are n0 years . can you tell my son age in years ?	add ( const_10 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_12 )
if a / b = n6 / n5 , b / c = n7 , c / d = n6 / n7 , d / e = n5 and e / f = n6 / n7 , then what is the value of abc / def ?	multiply ( n1 , n1 ) | multiply ( n1 , n7 ) | multiply ( n2 , #1 ) | divide ( #0 , #2 )
a certain family has n0 sons : richard is n1 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent w of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
the ratio of the present age of sandy to that of molly is n0 : n3 . sixteen years from now , the ratio of the ages of sandy to molly will be n2 : n3 . what was sandy ' s age n4 years ago ?	add ( n4 , const_10 ) | add ( n1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n4 )
rectangle a has sides a and b , and rectangle b has sides c and d . if a / c = b / d = n0 / n1 , what is the ratio of rectangle a no_ascii_32 s area to rectangle b no_ascii_32 s area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
the average monthly income of a and b is rs . n0 . the average monthly income of b and c is rs . n1 and the average monthly income of a and c is rs . n2 . what is the monthly income of a ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | subtract ( #1 , #2 ) | add ( #0 , #3 ) | divide ( #4 , const_2 ) | subtract ( #0 , #5 )
a store no_ascii_32 s selling price of $ n0 for a certain computer would yield a profit of n1 percent of the store no_ascii_32 s cost for the computer . what selling price would yield a profit of n2 percent of the computer no_ascii_32 s cost ?	add ( n2 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
assisants are needed to prepare for preparation . each helper can make either n0 large cakes or n1 small cakes / hour . the kitchen is available for n2 hours and n3 large cakes and n4 small cakes are needed . how many helpers are required ?	divide ( n3 , n0 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | divide ( #2 , n2 )
if you spend n0 / n1 of your salary during the first week of the month and n2 % of it during each of the coming n3 weeks , what part ( fraction ) of your salary will leave unspent at the end of the month ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
lovely shop runs a sale on goldfish and platys . if one customer buys n0 goldfish and n1 platys for $ n2 , and another buys n3 goldfish and n4 platys for $ n5 , what is the ratio of the price of goldfish to platys ?	subtract ( n4 , n1 ) | divide ( #0 , n1 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
in township k each property is taxed at n0 percent of its assessed value . if the assessed value of a property in township k is increased from $ n1 , n4 to $ n3 , n4 , by how much will the property tax increase ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | subtract ( #4 , #5 ) | multiply ( n0 , #6 ) | divide ( #7 , const_100 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
n4 persons went to a hotel for taking their meals . n3 of them spent rs n2 each on their meals and the ninth spent rs . n3 more than the average expenditure of all the n4 . what was the total money spent by them ?	multiply ( n1 , n2 ) | subtract ( n0 , const_1 ) | add ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
the ratio of ages of aman , bren , and charlie are in the ratio n0 : n3 : n2 respectively . if n3 years ago , the sum of their ages was n4 , what will be the age of bren n5 years from now ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n5 , #5 )
a bag contains n0 blue and n1 white marbles . one by one , marbles are drawn out randomly until only two are left in the bag . what is the probability x that out of the two , one is white and one is blue ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent j of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
if a / b = n6 / n5 , b / c = n4 , c / d = n6 / n4 , d / e = n5 and e / f = n6 / n7 , then what is the value of abc / def ?	multiply ( n1 , n1 ) | multiply ( n1 , n7 ) | multiply ( n2 , #1 ) | divide ( #0 , #2 )
in a maths test , students were asked to find n2 / n1 of a certain number . one of the students by mistake found n2 / n3 th of that number and his answer was n4 more than the correct answer . find the number .	multiply ( n1 , n4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance traveled by the cart , when the front wheel has done five more revolutions than the rear wheel ?	divide ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #0 ) | multiply ( n0 , #3 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
today joelle opened an interest - bearing savings account and deposited $ n0 . if the annual interest rate is n1 percent compounded interest , and she neither deposits nor withdraws money for exactly n2 years , how much money will she have in the account ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | multiply ( n0 , #2 )
a sum is divided among b , c and d in such a way that for each rupee b gets , c gets n0 paisa and d gets n1 paisa . if the share of c is rs . n2 , what is the total amount ?	divide ( const_100 , n1 ) | divide ( n0 , n1 ) | divide ( n1 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
the ratio of ages of aman , bren , and charlie are in the ratio n0 : n3 : n2 respectively . if n3 years ago , the sum of their ages was n4 , what will be the age of charlie n5 years from now ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n5 , #5 )
rectangle a has sides a and b , and rectangle b has sides c and d . if a / c = b / d = n0 / n1 , what is the ratio of rectangle a no_ascii_32 s area to rectangle b no_ascii_32 s area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
there is a n0 % chance sandy will visit china this year , while there is a n1 % chance that she will visit malaysia this year . what is the probability that sandy will visit either china or malaysia this year , but not both ?	add ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #1 , const_4 ) | divide ( #0 , #2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
if a is a positive integer , and if the units digit of a ^ n6 is n1 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
a group of n1 investors and n1 clients recently frequented the chinese luyang restaurant . the total bill for the meal , including n2 % gratuity , came to $ n3 . on average , how much did the meal of each individual cost before gratuity ?	add ( n2 , const_100 ) | add ( n0 , n0 ) | divide ( #0 , const_100 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent q ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
a courier charges for packages to a certain destination are n0 cents for the first n1 grams and n2 cents for each additional n3 grams or part thereof . what could be the weight in grams of a package for which the charge is $ n4 ?	divide ( n2 , n3 ) | divide ( n0 , n3 ) | divide ( #0 , n3 ) | subtract ( n4 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , #2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a merchant sells an item at a n0 % discount , but still makes a gross profit of n1 percent of the cost . what percent of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
in the xy - coordinate system , what is the slope of the line that goes through the point ( n5 , n1 ) and is equidistant from the two points p = ( n3 , n3 ) and q = ( n4 , n5 ) ?	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( #0 , n3 ) | divide ( #1 , n3 ) | divide ( #2 , #3 )
jo ' s collection contains us , indian and british stamps . if the ratio of us to indian stamps is n2 to n1 and the ratio of indian to british stamps is n2 to n3 , what is the ratio of us to british stamps ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
pipe a that can fill a tank in two hour and pipe b that can fill the tank in an hour are opened simultaneously when the tank is empty . pipe b is shut n0 minutes before the tank overflows . when will the tank overflow ?	divide ( const_1 , const_60 ) | divide ( #0 , const_2 ) | add ( #0 , #1 ) | multiply ( n0 , #1 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 )
a man buys n2 lts of liquid which contains n1 % of the liquid and the rest is water . he then mixes it with n2 lts of another mixture with n3 % of liquid . what is the % of water in the new mixture ?	add ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( n0 , n3 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
the ratio of ages of aman , bren , and charlie are in the ratio n0 : n3 : n2 respectively . if n3 years ago , the sum of their ages was n4 , what will be the age of bren n5 years from now ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n5 , #5 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , n1 )
the jogging track in a sports complex is n0 m in circumference . lata and geeta start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	multiply ( const_1 , const_60 ) | multiply ( n1 , const_1000 ) | multiply ( n2 , const_1000 ) | add ( #1 , #2 ) | multiply ( n0 , #0 ) | divide ( #4 , #3 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance traveled by the cart , when the front wheel has done five more revolutions than the rear wheel ?	divide ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #0 ) | multiply ( n0 , #3 )
claire has a total of n0 pets consisting of gerbils and hamsters only . one - quarter of the gerbils are male , and one - third of the hamsters are male . if there are n1 males altogether , how many gerbils does claire have ?	subtract ( n0 , n1 ) | add ( #0 , const_1 )
claire has a total of n0 pets consisting of gerbils and hamsters only . one - quarter of the gerbils are male , and one - third of the hamsters are male . if there are n1 males altogether , how many gerbils does claire have ?	subtract ( n0 , n1 ) | add ( #0 , const_1 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
some of the n0 % solution of acid was removed and this was replaced with an equal amount of n1 % solution of acid . as a result , a n2 % solution of acid was obtained . what fraction of the original solution was replaced ?	add ( n0 , n1 ) | divide ( n2 , #0 )
by travelling at n0 kmph , a person reaches his destination on time . he covered two - third the total distance in one - third of the total time . what speed should he maintain for the remaining distance to reach his destination on time ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | subtract ( #0 , #3 ) | divide ( #4 , #1 )
thirty percent of the members of a swim club have passed the lifesaving test . among the members who havenotpassed the test , n0 have taken the preparatory course and n1 have not taken the course . how many members are there in the swim club ?	add ( n0 , n1 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of x is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
two boats are heading towards each other at constant speeds of n0 miles / hr and n1 miles / hr respectively . they begin at a distance n2 miles from each other . how far are they ( in miles ) one minute before they collide ?	add ( n0 , n1 ) | divide ( #0 , const_60 )
working together , wayne and his son can shovel the entire driveway in n0 hours . if wayne can shovel n1 times as fast as his son can , how many hours would it take for his son to shovel the entire driveway on his own ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , n0 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
at a certain company , two - thirds of the employees had cell phones and two - fifths had pagers . if one - third of the employees had neither cell phones nor pagers then what fraction of the employees had both cell phones and pagers ?	add ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_2 , #0 ) | subtract ( const_1 , #1 ) | add ( #2 , #3 ) | subtract ( #4 , #3 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , b receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
if x is to be chosen at random from the set { n0 , n1 , n2 , n3 } and y is to be chosen at random from the set { n4 , n5 } , what is the probability that xy will be even ?	choose ( n3 , n1 ) | choose ( n1 , n0 ) | power ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
in a flight of n0 km , an aircraft was slowed down due to bad weather . its average speed for the trip was reduced by n1 km / hr and the time of flight increased by n2 minutes . the duration of the flight is ?	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( n0 , #1 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , c receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
in the coordinate plane , points ( x , n2 ) and ( n3 , y ) are on line k . if line k passes through the origin and has slope n2 / n3 , then what are the values of x and y respectively ?	divide ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a contractor is engaged for n0 days on the condition that he receives rs . n1 for eachday he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was heabsent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
at a certain high school , the senior class is n3 times the size of the junior class . if n1 / n3 of the seniors and n3 / n4 of the juniors study japanese , what fraction of the students in both classes study japanese ?	add ( n0 , n1 ) | divide ( n0 , n4 ) | add ( #1 , const_1 ) | divide ( #2 , #0 )
n1 men and n1 women are lined up in a row . what is the number of cases where they stand with each other in turn ? ( the number of cases in which men ( or women ) do not stand next to each other )	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
a starts business with rs . n0 , n1 and after n2 months , b joins with a as his partner . after a year , the profit is divided in the ratio n3 : n4 . what is b no_ascii_32 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
mrs . evans gave a test to her freshmen economics class , which has n0 students enrolled and n1 of them answered question n2 correctly . if n3 answered question n4 correctly and n5 did not take the test then how many answered both questions correctly ?	add ( n1 , n3 ) | add ( n5 , #0 ) | subtract ( #1 , n0 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
suganya and suriya are partners in a business . suganya invests rs . n0 , n4 for n2 months and suriya invests rs . n3 , n4 for n5 months . out of a profit of rs . n6 , n7 . suganya ' s share is	multiply ( const_0_25 , const_100 ) | multiply ( n3 , #0 )
claire has a total of n0 pets consisting of gerbils and hamsters only . one - quarter of the gerbils are male , and one - third of the hamsters are male . if there are n1 males altogether , how many gerbils does claire have ?	subtract ( n0 , n1 ) | add ( #0 , const_1 )
a man buys n0 lts of liquid which contains n1 % of the liquid and the rest is water . he then mixes it with n2 lts of another mixture with n3 % of liquid . what is the % of water in the new mixture ?	add ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( n0 , n3 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
in the xy - coordinate system , what is the slope of the line that goes through the point ( n1 , n1 ) and is equidistant from the two points p = ( n2 , n3 ) and q = ( n4 , n5 ) ?	add ( n1 , const_2.0 ) | add ( const_4.0 , n1 ) | divide ( #0 , n3 ) | divide ( #1 , n3 ) | divide ( #2 , #3 )
the distance from the x - axis to point p is half the distance from the y - axis to point p . if the coordinates of p are ( x , - n0 ) , how many units is p from the y - axis ?	multiply ( n0 , const_2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
in a class , n2 students can speak tamil , n1 can speak gujarati and n2 can speak h . if two students can speak two languages and one student can speak all the n3 languages , then how many students are there in the class ?	add ( n0 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , const_2 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n2 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a certain sum of money is divided among a , b and c so that for each rs . a has , b has n0 paisa and c n1 paisa . if c ' s share is rs . n2 , find the sum of money ?	add ( n0 , const_100 ) | divide ( n2 , n1 ) | add ( n1 , #0 ) | multiply ( #2 , #1 )
two boats are heading towards each other at constant speeds of n0 miles / hr and n1 miles / hr respectively . they begin at a distance n2 miles from each other . how far are they ( in miles ) one minute before they collide ?	add ( n0 , n1 ) | divide ( #0 , const_60 )
a and b together can complete work in n0 days . a alone starts working and leaves it after working for n1 days completing only half of the work . in how many days it can be completed if the remaining job is undertaken by b ?	divide ( n1 , n0 ) | multiply ( n0 , #0 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did a get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
in a school with n0 students , the average age of the boys is n1 years and that of the girls is n3 years . if the average age of the school is n3 years n4 months , then the number of girls in the school is	divide ( n4 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n0 , #2 ) | subtract ( #1 , #3 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the timing of a college is from n0 p . m to n1 p . m . five lectures are held in the given duration and a break of n2 minutes after each lecture is given to the students . find the duration of each lecture .	multiply ( n1 , const_60 ) | divide ( #0 , n2 )
george went to a fruit market with certain amount of money . with this money he can buy either n0 oranges or n1 mangoes . he retains n2 % of the money for taxi fare and buys n3 mangoes . how many oranges can he buy ?	divide ( n2 , const_100 ) | divide ( n3 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #1 ) | multiply ( n0 , #3 )
a person borrows rs . n0 for n5 years at n4 % p . a . simple interest . he immediately lends it to another person at n3 no_ascii_39 n4 % p . a for n5 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
claire has a total of n0 pets consisting of gerbils and hamsters only . one - quarter of the gerbils are male , and one - third of the hamsters are male . if there are n1 males altogether , how many gerbils does claire have ?	subtract ( n0 , n1 ) | add ( #0 , const_1 )
in n0 litres of a mixture , the ratio of milk to water is n1 : n4 . in order to make the ratio of milk to water as n3 : n4 , the quantity of water that should be added to the mixture will be ?	divide ( n3 , n2 ) | divide ( n1 , n2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_2 ) | subtract ( #5 , #2 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent w ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( const_10 , #1 ) | multiply ( #2 , const_100 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the timing of a college is from n0 p . m to n1 p . m . six lectures are held in the given duration and a break of n2 minutes after each lecture is given to the students . find the duration of each lecture .	multiply ( n1 , const_60 ) | divide ( #0 , n2 )
if john makes a contribution to a charity fund at school , the average contribution size will increase by n0 % reaching $ n1 per person . if there were n2 other contributions made before john ' s , what is the size of his donation ?	add ( n2 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | add ( n0 , #3 )
a scuba diver descends at a rate of n0 feet per minute . a diver dive from a ship to search for a lost ship at the depth of n1 feet below the sea level . . how long will he take to reach the ship ?	divide ( n1 , n0 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
the ratio of ages of aman , bren , and charlie are in the ratio n3 : n1 : n2 respectively . if n3 years ago , the sum of their ages was n4 , what will be the age of aman n5 years from now ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n5 , #5 )
xavier starts from p towards q at a speed of n0 kmph and after every n1 mins increases his speed by n2 kmph . if the distance between p and q is n3 km , then how much time does he take to cover the distance ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
two equal sums of money were invested , one at n0 % and the other at n1 % . at the end of n2 years , the simple interest received from the latter exceeded to that received from the former by n3 . each sum was :	subtract ( n1 , n0 ) | divide ( n3 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n2 )
xavier starts from p towards q at a speed of n0 kmph and after every n1 mins increases his speed by n2 kmph . if the distance between p and q is n3 km , then how much time does he take to cover the distance ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 )
in one year , the population , of a village increased by n1 % and in the next year , it decreased by n1 % . if at the end of n2 nd year , the population was n3 , what was it in the beginning ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
a thief goes away with a santro car at a speed of n0 kmph . the theft has been discovered after half an hour and the owner sets off in a bike at n1 kmph when will the owner over take the thief from the start ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , #0 )
working together , wayne and his son can shovel the entire driveway in three hours . if wayne can shovel five times as fast as his son can , how many hours would it take for his son to shovel the entire driveway on his own ?	multiply ( const_2 , const_4 ) | inverse ( #0 ) | add ( #1 , const_1 ) | multiply ( #2 , const_3 ) | multiply ( #3 , #0 )
if i walk at n0 km / h , i miss the bus by n1 minutes . if i walk at n2 km / h , i reach n3 minutes before the arrival of the bus . how far i walk to reach the bus stand ?	add ( n1 , n3 ) | multiply ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , #2 ) | divide ( #0 , const_60 ) | multiply ( #3 , #4 )
a certain family has n0 sons : richard is n1 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
a bag contains n0 blue and n1 white marbles . one by one , marbles are drawn out randomly until only two are left in the bag . what is the probability q that out of the two , one is white and one is blue ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
n0 students took a mock exam in delhi , n1 % of the boys and n2 % of the girls cleared the cut off in the examination . if the total percentage of students qualifying is n3 % , how many girls appeared in the examination ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance traveled by the cart , when the front wheel has done five more revolutions than the rear wheel ?	divide ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #0 ) | multiply ( n0 , #3 )
raman mixed n0 kg of butter at rs . n1 per kg with n2 kg butter at the rate of rs . n3 per kg . at what price per kg should he sell the mixture to make a profit of n4 % in the transaction ?	add ( n0 , n2 ) | divide ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , #1 ) | add ( #5 , #6 )
a scuba diver descends at a rate of n0 feet per minute . a diver dive from a ship to search for a lost ship at the depth of n1 feet below the sea level . . how long will he take to reach the ship ?	divide ( n1 , n0 )
there is a n0 % chance sandy will visit china this year , while there is a n1 % chance that she will visit malaysia this year . what is the probability that sandy will visit either china or malaysia this year , but not both ?	add ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #1 , const_4 ) | divide ( #0 , #2 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
bucket p has thrice the capacity as bucket q . it takes n0 turns for bucket p to fill the empty drum . how many turns it will take for both the buckets p and q , having each turn together to fill the empty drum ?	divide ( const_1 , n0 ) | multiply ( n0 , const_3 ) | divide ( const_1 , #1 ) | add ( #0 , #2 ) | divide ( const_1 , #3 )
a scuba diver descends at a rate of n0 feet per minute . a diver dive from a ship to search for a lost ship at the depth of n1 feet below the sea level . . how long will he take to reach the ship ?	divide ( n1 , n0 )
a paint store mixes n3 / n1 pint of red paint and n2 / n3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make n4 pints of perfect pink paint ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , n1 )
if a / b = n6 / n5 , b / c = n4 , c / d = n6 / n4 , d / e = n5 and e / f = n6 / n7 , then what is the value of abc / def ?	multiply ( n1 , n1 ) | multiply ( n1 , n7 ) | multiply ( n2 , #1 ) | divide ( #0 , #2 )
sale of rs n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs , n6 ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n5 ) | subtract ( #4 , n6 ) | multiply ( n5 , #5 )
rectangle a has sides a and b , and rectangle b has sides c and d . if a / c = b / d = n0 / n1 , what is the ratio of rectangle a no_ascii_32 s area to rectangle b no_ascii_32 s area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
a courier charges for packages to a certain destination are n0 cents for the first n1 grams and n2 cents for each additional n3 grams or part thereof . what could be the weight in grams of a package for which the charge is $ n4 ?	divide ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( #0 , n3 ) | subtract ( n4 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , #2 )
rectangle a has sides a and b , and rectangle b has sides c and d . if a / c = b / d = n0 / n1 , what is the ratio of rectangle a no_ascii_32 s area to rectangle b no_ascii_32 s area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
pipe a fills a swimming pool in n0 hours . pipe b empties the pool in n4 hours . if pipe a was opened at n2 : n5 am and pipe b at n4 : n5 am , at what time will the pool be full ?	divide ( const_3 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #1 , #2 ) | divide ( const_1 , #3 ) | multiply ( #0 , #4 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , const_60 )
sale of rs n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs , n6 ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n5 ) | subtract ( #4 , n6 ) | multiply ( n5 , #5 )
suganya and suriya are partners in a business . suganya invests rs . n0 , n4 for n2 months and suriya invests rs . n3 , n4 for n5 months . out of a profit of rs . n6 , n7 . suganya ' s share is	multiply ( const_0_25 , const_100 ) | multiply ( n3 , #0 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
one night a certain hotel rented n2 / n4 of its rooms , including n2 / n4 of their air conditioned rooms . if n4 / n5 of its rooms were air conditioned , what percent of the rooms that were not rented were air conditioned ?	divide ( n0 , n1 ) | divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_100 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
my grandson is about as many days as my son in weeks , and my grandson is as many months as i am in years . my grandson , my son and i together are n0 years . can you tell me my age in years ?	add ( const_10 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_12 )
on a trip covering n0 km , a bicyclist travels the first n1 km at n2 km per hour and the remainder of the distance at n3 km per hour . what is the average speed , in km per hour , for the entire trip ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | speed ( n0 , #3 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_21 no_ascii_15 no_ascii_38 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
a and b together can complete work in n0 days . a alone starts working and leaves it after working for n1 days completing only half of the work . in how many days it can be completed if the remaining job is undertaken by b ?	divide ( n1 , n0 ) | multiply ( n0 , #0 )
the timing of a college is from n0 p . m to n1 p . m . five lectures are held in the given duration and a break of n2 minutes after each lecture is given to the students . find the duration of each lecture .	multiply ( n1 , const_60 ) | divide ( #0 , n2 )
a merchant sells an item at a n0 % discount , but still makes a gross profit of n1 percent of the cost . what percent of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
city x has a population n0 times as great as the population of city y , which has a population twice as great as the population of city z . what is the ratio of the population of city x to the population of city z ?	multiply ( n0 , const_2 )
in a box carrying one dozen of oranges , one - third have become bad . if n1 oranges are taken out from the box at random , what is the probability that at least one orange out of the n1 oranges picked up is good ?	add ( const_1 , const_10 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_12 ) | multiply ( #2 , const_10 ) | divide ( #3 , #1 ) | subtract ( #4 , const_4 ) | divide ( #5 , #4 )
the distance from the x - axis to point p is half the distance from the y - axis to point p . if the coordinates of p are ( x , - n0 ) , how many units is p from the y - axis ?	multiply ( n0 , const_2 )
if solomon distributes his toys in the ratio of n6 / n8 : n6 / n3 : n6 / n5 : n6 / n7 between his n8 friends a , b , c and d , then find the total number of toys solomon should have ?	multiply ( n3 , n5 ) | multiply ( n1 , n5 ) | multiply ( n3 , const_3 ) | add ( #0 , #1 ) | add ( #3 , #2 )
a boy goes to his school from his house at a speed of n0 km / hr and returns at a speed of n1 km / hr . if he takes n2 hours in going and coming . the distance between his house and school is ?	divide ( n0 , n1 ) | add ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( n0 , #2 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did a get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
a thief goes away with a santro car at a speed of n0 kmph . the theft has been discovered after half an hour and the owner sets off in a bike at n1 kmph when will the owner over take the thief from the start ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , #0 )
jo ' s collection contains us , indian and british stamps . if the ratio of us to indian stamps is n0 to n1 and the ratio of indian to british stamps is n2 to n3 , what is the ratio of us to british stamps ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
after striking the floor , a rubber ball rebounds to n0 / n1 th of the height from which it has fallen . find the total distance that it travels before coming to rest if it has been gently dropped from a height of n2 metres .	add ( n0 , n1 ) | multiply ( n2 , #0 )
last year department store x had a sales total for december that was n0 times the average ( arithmetic mean ) of the monthly sales totals for january through november . the sales total for december was what fraction of the sales total for the year ?	subtract ( const_12 , const_1 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
a certain farmer pays $ n0 per acre per month to rent farmland . how much does the farmer pay per month to rent a rectangular plot of farmland that is n1 feet by n2 feet ? ( n3 , n4 square feet = n5 acre )	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
the positive numbers w , x , y , and z are such that x is n0 percent greater than y , y is n2 percent greater than z , and w is n2 percent less than x . what percent greater than z is w ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #3 ) | multiply ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
last year department store x had a sales total for december that was n0 times the average ( arithmetic mean ) of the monthly sales totals for january through november . the sales total for december was what fraction of the sales total for the year ?	subtract ( const_12 , const_1 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
a train n0 m long is running with a speed of n1 km / h . in how many seconds will the train pass a man who is running at n2 km / h in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | divide ( n0 , #1 )
if a is a positive integer , and if the units digit of a ^ n6 is n1 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
a store no_ascii_32 s selling price of $ n0 for a certain computer would yield a profit of n1 percent of the store no_ascii_32 s cost for the computer . what selling price would yield a profit of n2 percent of the computer no_ascii_32 s cost ?	add ( n2 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
on a trip covering n0 km , a bicyclist travels the first n1 km at n2 km per hour and the remainder of the distance at n3 km per hour . what is the average speed , in km per hour , for the entire trip ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | speed ( n0 , #3 )
a merchant sells an item at a n0 % discount , but still makes a gross profit of n1 percent of the cost . what percent of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
in n6 the profits of company n were n4 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
xavier starts from p towards q at a speed of n3 kmph and after every n1 mins increases his speed by n2 kmph . if the distance between p and q is n3 km , then how much time does he take to cover the distance ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , n1 )
the average monthly income of a and b is rs . n0 . the average monthly income of b and c is rs . n1 and the average monthly income of a and c is rs . n2 . what is the monthly income of a ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | subtract ( #1 , #2 ) | add ( #0 , #3 ) | divide ( #4 , const_2 ) | subtract ( #0 , #5 )
working together , wayne and his son can shovel the entire driveway in three hours . if wayne can shovel two times as fast as his son can , how many hours would it take for his son to shovel the entire driveway on his own ?	multiply ( const_2 , const_4 ) | inverse ( #0 ) | add ( #1 , const_1 ) | multiply ( #2 , const_3 ) | multiply ( #3 , #0 )
karthik read n0 / n1 th of a book in n2 st week and n3 / n4 th of the remaining book in n7 nd week . if there were n6 pages unread after n7 nd week , how many pages were there in the book ?	divide ( n3 , n4 ) | subtract ( n0 , n2 ) | subtract ( n2 , #0 ) | divide ( n6 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #1 )
a person borrows rs . n0 for n5 years at n2 % p . a . simple interest . he immediately lends it to another person at n3 no_ascii_39 n4 % p . a for n5 years . find his gain in the transaction per year .	multiply ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 )
george went to a fruit market with certain amount of money . with this money he can buy either n0 oranges or n1 mangoes . he retains n3 % of the money for taxi fare and buys n3 mangoes . how many oranges can he buy ?	divide ( n2 , const_100 ) | divide ( n3 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #1 ) | multiply ( n0 , #3 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent q of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
let f ( x , y ) be defined as the remainder when ( x no_ascii_77 y ) ! is divided by x . if x = n0 , what is the maximum value of y for which f ( x , y ) = n1 ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | subtract ( n0 , #3 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a pump can fill a tank with a water in n1 hours . because of a leak , it took n1 and n2 / n3 hours to fill the tank . the leak can drain all the water of the full tank in how many hours ?	divide ( const_1 , n0 ) | divide ( n2 , n3 ) | add ( n0 , #1 ) | divide ( const_1 , #2 ) | subtract ( #0 , #3 ) | divide ( const_1 , #4 )
the numbers { n0 , n8 , n2 , n5 , n5 , n5 } are used to form n8 n7 - digit numbers . if the sum of these n8 numbers is a prime number p , what is the largest possible value of p ?	multiply ( n3 , const_10 ) | multiply ( n2 , const_10 ) | add ( n3 , #0 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
the average of marks obtained by n0 candidates was n1 . if the avg of marks of passed candidates was n3 and that of failed candidates was n3 and that of failed candidates was n4 , the no . of candidates who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n4 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
when positive integer n is divided by n3 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer p , such that ( n + p ) is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
there is a n1 % chance jen will visit chile this year , while there is a n1 % chance that she will visit madagascar this year . what is the probability that jen will visit either chile or madagascar this year , but not both ?	multiply ( const_2 , const_5 ) | power ( #0 , const_2 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #1 , n0 ) | divide ( #4 , #1 ) | multiply ( #3 , #2 ) | multiply ( #5 , #2 ) | add ( #7 , #6 ) | multiply ( #8 , #1 )
in a maths test , students were asked to find n2 / n1 of a certain number . one of the students by mistake found n2 / n3 th of that number and his answer was n4 more than the correct answer . find the number .	multiply ( n1 , n4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
n0 people decided to put a down payment on a car for n1 dollars . how much money do they each have to pay , given that that they have to pay the same amount , and they can not use any bills below $ n2 ?	divide ( n1 , n0 )
set s contains exactly n0 numbers and has an average ( arithmetic mean ) of n1 . if one of the numbers in set s is increased by n2 , while all other numbers remain the same , what is the new average of set s ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
a can do a piece of work in n0 hours . a and c together can do it in just n1 hours , while b and c together need n2 hours to finish the same work . in how many hours b can complete the work ?	inverse ( n2 ) | inverse ( n1 ) | inverse ( n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
if a / b = n6 / n1 , b / c = n4 , c / d = n7 / n4 , d / e = n7 and e / f = n6 / n7 , then what is the value of abc / def ?	multiply ( n1 , n1 ) | multiply ( n1 , n7 ) | multiply ( n2 , #1 ) | divide ( #0 , #2 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer p , such that ( n + p ) is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
sale of rs n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs , n6 ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n5 ) | subtract ( #4 , n6 ) | multiply ( n5 , #5 )
working together , wayne and his son can shovel the entire driveway in three hours . if wayne can shovel eight times as fast as his son can , how many hours would it take for his son to shovel the entire driveway on his own ?	multiply ( const_2 , const_4 ) | inverse ( #0 ) | add ( #1 , const_1 ) | multiply ( #2 , const_3 ) | multiply ( #3 , #0 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
suganya and suriya are partners in a business . suganya invests rs . n0 , n4 for n2 months and suriya invests rs . n3 , n4 for n5 months . out of a profit of rs . n6 , n7 . suganya ' s share is	multiply ( const_0_25 , const_100 ) | multiply ( n3 , #0 )
in a school with n0 students , the average age of the boys is n1 years and that of the girls is n3 years . if the average age of the school is n3 years n4 months , then the number of girls in the school is	divide ( n4 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n0 , #2 ) | subtract ( #1 , #3 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( const_4.0 , #1 ) | multiply ( #2 , const_60 )
in a company of n0 employees , n1 are females . a total of n2 employees have advanced degrees and the rest have a college degree only . if n3 employees are males with college degree only , how many employees are females with advanced degrees ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , a receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
the average student age of a certain class which has n0 students is n1 . if one student aged n2 go to another class and the age of the class teacher is included the average changes to n3 . what is the age of class teacher ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
mrs . evans gave a test to her freshmen economics class , which has n0 students enrolled and n1 of them answered question n2 correctly . if n3 answered question n4 correctly and n5 did not take the test then how many answered both questions correctly ?	add ( n1 , n3 ) | add ( n5 , #0 ) | subtract ( #1 , n0 )
some of the n0 % solution of acid was removed and this was replaced with an equal amount of n1 % solution of acid . as a result , a n2 % solution of acid was obtained . what fraction of the original solution was replaced ?	add ( n0 , n1 ) | divide ( n2 , #0 )
in township k each property is taxed at n0 percent of its assessed value . if the assessed value of a property in township k is increased from $ n1 , n4 to $ n3 , n4 , by how much will the property tax increase ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | subtract ( #4 , #5 ) | multiply ( n0 , #6 ) | divide ( #7 , const_100 )
a student travels from his house to school at n0 km / hr and reaches school n1 hours late . the next day he travels n2 km / hr and reaches school n3 hour early . what is the distance between his house and the school ?	add ( n1 , n1 ) | multiply ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did a get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
in an it company , there are a total of n0 employees including n1 programmers . the number of male employees is n2 , including n3 male programmers . how many employees must be selected to guaranty that we have n4 programmers of the same sex ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | add ( #0 , #1 )
two boats are heading towards each other at constant speeds of n0 miles / hr and n1 miles / hr respectively . they begin at a distance n2 miles from each other . how far are they ( in miles ) one minute before they collide ?	add ( n0 , n1 ) | divide ( #0 , const_60 )
raman mixed n0 kg of butter at rs . n1 per kg with n2 kg butter at the rate of rs . n3 per kg . at what price per kg should he sell the mixture to make a profit of n4 % in the transaction ?	add ( n0 , n2 ) | divide ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , #1 ) | add ( #5 , #6 )
a paint store mixes n3 / n1 pint of red paint and n2 / n3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make n4 pints of perfect pink paint ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 )
in an it company , there are a total of n0 employees including n1 programmers . the number of male employees is n2 , including n3 male programmers . how many employees must be selected to guaranty that we have n4 programmers of the same sex ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | add ( #0 , #1 )
a certain fruit stand sold apples for $ n0 each and cherry for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_10 ) | add ( #0 , const_4 )
a certain fruit stand sold apples for $ n0 each and bananas for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
city x has a population n0 times as great as the population of city y , which has a population twice as great as the population of city z . what is the ratio of the population of city x to the population of city z ?	multiply ( n0 , const_2 )
on a trip covering n0 km , a bicyclist travels the first n1 km at n2 km per hour and the remainder of the distance at n3 km per hour . what is the average speed , in km per hour , for the entire trip ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | speed ( n0 , #3 )
a owes b rs . n0 . he agrees to pay b over a number of consecutive days on a monday , paying single note or rs . n1 or rs . n2 on each day . in how many different ways can a repay b .	divide ( n0 , n1 ) | factorial ( const_3 ) | factorial ( const_2 ) | factorial ( const_4 ) | divide ( #1 , #2 ) | divide ( #3 , #1 ) | factorial ( #0 ) | add ( #4 , #5 ) | divide ( #6 , #6 ) | add ( #7 , #8 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , c receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
raman mixed n0 kg of butter at rs . n1 per kg with n2 kg butter at the rate of rs . n3 per kg . at what price per kg should he sell the mixture to make a profit of n4 % in the transaction ?	add ( n0 , n2 ) | divide ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , #1 ) | add ( #5 , #6 )
tim came second in math . when his mother asked him how much he had scored , he answered that he got the sum of the first n0 even numbers . his mother immediately worked out the answer . how much had he scored in math ?	add ( n0 , const_1 ) | multiply ( n0 , #0 )
one night a certain hotel rented n4 / n1 of its rooms . including n2 / n4 of their air conditioned rooms . if n4 / n5 of its rooms were air conditioned , what percent of the rooms that were not rented were air conditioned ?	multiply ( n0 , const_100 ) | divide ( #0 , n5 ) | divide ( #0 , n1 ) | divide ( #1 , n0 ) | subtract ( const_100 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
two identical cubes if one of them is painted pink on its n0 side and blue on the remaining two side then how many faces painted pink to other cube so that probability of getting cube is n1 / n2 when we roll both the cube .	divide ( n1 , n2 ) | divide ( n0 , const_6 ) | divide ( #0 , #1 ) | multiply ( #2 , const_6 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
jim no_ascii_32 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer p , such that ( n + p ) is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
the positive numbers w , x , y , and z are such that x is n0 percent greater than y , y is n2 percent greater than z , and w is n2 percent less than x . what percent greater than z is w ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #3 ) | multiply ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
a thief goes away with a santro car at a speed of n0 kmph . the theft has been discovered after half an hour and the owner sets off in a bike at n1 kmph when will the owner over take the thief from the start ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , #0 )
a thief goes away with a santro car at a speed of n0 kmph . the theft has been discovered after half an hour and the owner sets off in a bike at n1 kmph when will the owner over take the thief from the start ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , #0 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
there is a n0 % chance sandy will visit china this year , while there is a n1 % chance that she will visit malaysia this year . what is the probability that sandy will visit either china or malaysia this year , but not both ?	add ( n0 , n1 ) | multiply ( const_5 , const_5 ) | multiply ( #1 , const_4 ) | divide ( #0 , #2 )
at a recent small town election for mayor a total of n0 votes were cast for the n1 candidates , the winner exceeding his opponents by n2 , n3 and n4 votes , respectively . how many votes were cast for the candidate in fourth place ?	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 ) | subtract ( #3 , n4 )
in one year , the population , of a village increased by n1 % and in the next year , it decreased by n1 % . if at the end of n2 nd year , the population was n3 , what was it in the beginning ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
the ratio of the present age of sandy to that of molly is n0 : n3 . eight years from now , the ratio of the ages of sandy to molly will be n2 : n3 . what was sandy ' s age n4 years ago ?	add ( n4 , const_10 ) | add ( n1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n4 )
in one year , the population , of a village increased by n1 % and in the next year , it decreased by n1 % . if at the end of n2 nd year , the population was n3 , what was it in the beginning ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
the average age of n0 persons in a office is n6 years . out of these , the average age of n2 of them is n3 years and that of the other n4 persons is n5 years . the age of the n6 th person is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
a certain family has n0 sons : richard is n4 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
if x is to be chosen at random from the set { n0 , n1 , n2 } and y is to be chosen at random from the set { n3 , n4 , n5 } , what is the probability that xy will be even ?	choose ( n3 , n1 ) | choose ( n1 , n0 ) | power ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
if a is a positive integer , and if the units digit of a ^ n6 is n2 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
a certain farmer pays $ n0 per acre per month to rent farmland . how much does the farmer pay per month to rent a rectangular plot of farmland that is n1 feet by n2 feet ? ( n3 , n4 square feet = n5 acre )	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . what is the length of the rectangle ?	divide ( const_100 , const_3 )
by travelling at n0 kmph , a person reaches his destination on time . he covered two - third the total distance in one - third of the total time . what speed should he maintain for the remaining distance to reach his destination on time ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | subtract ( #0 , #3 ) | divide ( #4 , #1 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
in a school with n0 students , the average age of the boys is n1 years and that of the girls is n3 years . if the average age of the school is n3 years n4 months , then the number of girls in the school is	divide ( n4 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n0 , #2 ) | subtract ( #1 , #3 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
in a flight of n0 km , an aircraft was slowed down due to bad weather . its average speed for the trip was reduced by n1 km / hr and the time of flight increased by n2 minutes . the duration of the flight is :	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( n0 , #1 )
a paint store mixes n3 / n1 pint of red paint and n2 / n3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make n4 pints of perfect pink paint ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 )
a store no_ascii_32 s selling price of $ n0 for a certain printer would yield a profit of n1 percent of the store no_ascii_32 s cost for the printer . what selling price would yield a profit of n2 percent of the printer no_ascii_32 s cost ?	divide ( n1 , const_100 ) | original_price_before_gain ( n1 , n0 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
tap a runs n0 liters of water per minute into a bucket that has a total volume of n1 liters . tap b fills a third of the bucket in n2 mins . working together how long will it take both taps to fill the bucket ?	divide ( n1 , n0 ) | multiply ( n0 , n2 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | inverse ( #4 )
some of the n0 % solution of acid was removed and this was replaced with an equal amount of n1 % solution of acid . as a result , a n2 % solution of acid was obtained . what fraction of the original solution was replaced ?	add ( n0 , n1 ) | divide ( n2 , #0 )
some of the n0 % solution of acid was removed and this was replaced with an equal amount of n1 % solution of acid . as a result , a n2 % solution of acid was obtained . what fraction of the original solution was replaced ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a rectangular lawn n0 m by n1 m has two roads each n2 m wide running in the middle of it . one parallel to the length and the other parallel to breadth . the cost of graveling the roads at n3 paise per sq meter is	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( #1 , const_4 ) | multiply ( n3 , #2 ) | divide ( #3 , const_100 )
in one year , the population , of a village increased by n1 % and in the next year , it decreased by n1 % . if at the end of n2 nd year , the population was n3 , what was it in the beginning ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
the positive numbers w , x , y , and z are such that x is n0 percent greater than y , y is n2 percent greater than z , and w is n2 percent less than x . what percent greater than z is w ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #3 ) | multiply ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
jo ' s collection contains us , indian and british stamps . if the ratio of us to indian stamps is n0 to n1 and the ratio of indian to british stamps is n2 to n3 , what is the ratio of us to british stamps ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #0 , #1 )
a bag contains n0 blue and n1 white marbles . one by one , marbles are drawn out randomly until only two are left in the bag . what is the probability z that out of the two , one is white and one is blue ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , n1 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
in an it company , there are a total of n0 employees including n1 programmers . the number of male employees is n2 , including n3 male programmers . how many employees must be selected to guaranty that we have n4 programmers of the same sex ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | add ( #0 , #1 )
a certain sum of money is divided among a , b and c so that for each rs . a has , b has n0 paisa and c n1 paisa . if c ' s share is rs . n2 , find the sum of money ?	add ( n0 , const_100 ) | divide ( n2 , n1 ) | add ( n1 , #0 ) | multiply ( #2 , #1 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
a person starts walking at a speed of n0 km / hr through half the distance , rest of the distance he covers with aspeed n1 km / hr . total time of travel is n2 hours . what is the maximum distance he can cover ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #3 ) | divide ( #4 , #2 )
on a trip covering n0 km , a bicyclist travels the first n1 km at n2 km per hour and the remainder of the distance at n3 km per hour . what is the average speed , in km per hour , for the entire trip ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | speed ( n0 , #3 )
a train n0 m long is running with a speed of n1 km / h . in how many seconds will the train pass a man who is running at n2 km / h in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | divide ( n0 , #1 )
two bullet trains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each bullet train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | speed ( n2 , n0 ) | speed ( n2 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a typist uses a sheet measuring n0 cm by n1 cm lenghtwise . if a margin of n2 cm is left on each side and a n3 cm margin on the top and bottom , then what is the percentage of page used by the typist ?	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | multiply ( n0 , n1 ) | subtract ( n0 , #0 ) | subtract ( n1 , #1 ) | multiply ( #3 , #4 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 )
a man has an investment of $ n0 which yields a fixed n1 for every $ n4 invested . if the man takes out $ n3 for every $ n4 how long will it take for him to double his investment assuming no compounding of interest .	divide ( n0 , n1 ) | multiply ( #0 , const_3 ) | add ( #1 , const_3 ) | add ( #2 , const_1 ) | add ( #3 , const_4 )
the positive numbers w , x , y , and z are such that x is n2 percent greater than y , y is n2 percent greater than z , and w is n2 percent less than x . what percent greater than z is w ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #3 ) | multiply ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , what was the number of valid votes that the other candidate got ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
a and b together can complete a work in n0 days . a alone can complete it in n1 days . if b does the work only for half a day daily , then in how many days a and b together will complete the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 ) | divide ( #3 , const_2 )
a certain fruit stand sold apples for $ n0 each and bananas for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 )
xavier starts from p towards q at a speed of n0 kmph and after every n1 mins increases his speed by n2 kmph . if the distance between p and q is n3 km , then how much time does he take to cover the distance ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_21 no_ascii_15 no_ascii_38 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a certain fruit stand sold apples for $ n0 each and bananas for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 )
in one year , the population , of a village increased by n1 % and in the next year , it decreased by n1 % . if at the end of n2 nd year , the population was n3 , what was it in the beginning ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
a man buys n0 lts of liquid which contains n1 % of the liquid and the rest is water . he then mixes it with n2 lts of another mixture with n3 % of liquid . what is the % of water in the new mixture ?	add ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( n0 , n3 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
in township k each property is taxed at n0 percent of its assessed value . if the assessed value of a property in township k is increased from $ n1 , n4 to $ n3 , n4 , by how much will the property tax increase ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | subtract ( #4 , #5 ) | multiply ( n0 , #6 ) | divide ( #7 , const_100 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
by travelling at n0 kmph , a person reaches his destination on time . he covered two - third the total distance in one - third of the total time . what speed should he maintain for the remaining distance to reach his destination on time ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | subtract ( #0 , #3 ) | divide ( #4 , #1 )
a precious stone weighing n0 grams worth rs . n1 , n2 is accidentally dropped and gets broken into two pieces having weights in the ratio of n3 : n4 . if the price varies as the square of the weight then find the loss incurred .	divide ( const_100 , const_2 ) | multiply ( const_100 , const_100 ) | multiply ( n2 , n3 ) | multiply ( n3 , n3 ) | power ( n0 , const_2 ) | divide ( #1 , const_2 ) | power ( #2 , const_2 ) | power ( #3 , const_2 ) | divide ( #5 , n2 ) | add ( #8 , #1 ) | subtract ( #9 , const_100 ) | subtract ( #10 , const_100 ) | subtract ( #11 , #0 ) | divide ( #12 , #4 ) | multiply ( #13 , #6 ) | multiply ( #13 , #7 ) | add ( #14 , #15 ) | subtract ( #12 , #16 )
the distance from the x - axis to point p is half the distance from the y - axis to point p . if the coordinates of p are ( x , - n0 ) , how many units is p from the y - axis ?	multiply ( n0 , const_2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n2 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a store no_ascii_32 s selling price of $ n0 for a certain printer would yield a profit of n1 percent of the store no_ascii_32 s cost for the printer . what selling price would yield a profit of n2 percent of the printer no_ascii_32 s cost ?	divide ( n1 , const_100 ) | original_price_before_gain ( n1 , n0 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent t ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n2 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
sale of rs n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs , n6 ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n5 ) | subtract ( #4 , n6 ) | multiply ( n5 , #5 )
two bullet trains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each bullet train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | speed ( n2 , n0 ) | speed ( n2 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in a school with n0 students , the average age of the boys is n1 years and that of the girls is n3 years . if the average age of the school is n3 years n4 months , then the number of girls in the school is	divide ( n4 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n0 , #2 ) | subtract ( #1 , #3 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent e ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
in the xy - coordinate plane , the graph of y = - x ^ n0 + n1 intersects line l at ( p , n2 ) and ( t , n3 ) . what is the least possible value of the slope of line l ?	add ( n1 , n3 ) | add ( n1 , n2 ) | subtract ( n3 , n2 ) | sqrt ( #0 ) | sqrt ( #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
i have a huge bed - sheet of n0 meter long . i want to cuts this role into pieces of n2 centimeter long cloth . how long will it take me to cut the bed sheet if each n2 centimeter cut took me n3 minutes ?	add ( n1 , n1 ) | add ( #0 , const_10 ) | subtract ( #1 , const_1 ) | multiply ( n3 , #2 )
a can do a piece of work in n0 days , b can do a piece of work in n1 days , both are working together for n2 days after a left the job , then how many days b requires to complete the remaining work ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | inverse ( #2 ) | subtract ( #3 , n2 ) | multiply ( #0 , #4 ) | inverse ( #5 ) | add ( #6 , const_1 ) | floor ( #7 )
at a certain restaurant , the average ( arithmetic mean ) number of customers served for the past x days was n0 . if the restaurant serves n1 customers today , raising the average to n2 customers per day , what is the value of x ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , #4 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
a square is drawn by joining the mid points of the sides of a given square in the same way and this process continues indefinitely . if a side of the first square is n0 cm , determine the sum of the areas all the square .	divide ( const_1 , const_2 ) | power ( n0 , const_2 ) | divide ( #1 , #0 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
raman mixed n0 kg of butter at rs . n1 per kg with n2 kg butter at the rate of rs . n3 per kg . at what price per kg should he sell the mixture to make a profit of n4 % in the transaction ?	add ( n0 , n2 ) | divide ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , #1 ) | add ( #5 , #6 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a certain farmer pays $ n0 per acre per month to rent farmland . how much does the farmer pay per month to rent a rectangular plot of farmland that is n1 feet by n2 feet ? ( n3 , n4 square feet = n5 acre )	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
last year department store x had a sales total for december that was n0 times the average ( arithmetic mean ) of the monthly sales totals for january through november . the sales total for december was what fraction of the sales total for the year ?	subtract ( const_12 , const_1 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
the average student age of a certain class which has n0 students is n1 . if one student aged n3 go to another class and the age of the class teacher is included the average changes to n3 . what is the age of class teacher ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
the ratio of ages of aman , bren , and charlie are in the ratio n0 : n3 : n2 respectively . if n3 years ago , the sum of their ages was n4 , what will be the age of charlie n5 years from now ?	add ( n0 , n1 ) | multiply ( n1 , const_3 ) | add ( n4 , #1 ) | add ( n2 , #0 ) | divide ( #2 , #3 ) | multiply ( n1 , #4 ) | add ( n5 , #5 )
city x has a population n0 times as great as the population of city y , which has a population twice as great as the population of city z . what is the ratio of the population of city x to the population of city z ?	multiply ( n0 , const_2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n0 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
a man no_ascii_32 s current age is ( n4 / n1 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 ) | subtract ( #2 , n2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #5 )
pipe a fills a swimming pool in n0 hours . pipe b empties the pool in n1 hours . if pipe a was opened at n2 : n5 am and pipe b at n4 : n5 am , at what time will the pool be full ?	divide ( const_3 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #1 , #2 ) | divide ( const_1 , #3 ) | multiply ( #0 , #4 )
a and b play a game where each is asked to select a number from n0 to n1 . if the two numbers match , both of them win a prize . find the probability that they will not win a prize in a single trial .	subtract ( n1 , n0 ) | divide ( #0 , n1 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
there are n0 members in a family . their average income is rs . n1 per month . n2 members get rs . n3 , rs . n4 , rs . n5 respectively . therefore what is the income of the fourth member of the family ?	add ( n3 , n4 ) | multiply ( n0 , n1 ) | add ( n5 , #0 ) | subtract ( #1 , #2 )
a contractor is engaged for n0 days on the condition that he receives rs . n1 for each dayhe works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many dayswas he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
a and b together can complete work in n0 days . a alone starts working and leaves it after working for n1 days completing only half of the work . in how many days it can be completed if the remaining job is undertaken by b ?	divide ( n1 , n0 ) | multiply ( n0 , #0 )
a certain fruit stand sold apples for $ n0 each and bananas for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 )
tim came second in math . when his mother asked him how much he had scored , he answered that he got the sum of the first n0 even numbers . his mother immediately worked out the answer . how much had he scored in math ?	add ( n0 , const_1 ) | multiply ( n0 , #0 )
rectangle a has sides a and b , and rectangle b has sides c and d . if a / c = b / d = n0 / n1 , what is the ratio of rectangle a no_ascii_32 s area to rectangle b no_ascii_32 s area ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
a sum is divided among w , x and y in such a way that for each rupee w gets , x gets n0 paisa and y gets n1 paisa . if the share of w is rs . n2 , what is the total amount ?	divide ( n1 , n2 ) | divide ( n0 , #0 )
george went to a fruit market with certain amount of money . with this money he can buy either n0 oranges or n1 mangoes . he retains n3 % of the money for taxi fare and buys n3 mangoes . how many oranges can he buy ?	divide ( n2 , const_100 ) | divide ( n3 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , #1 ) | multiply ( n0 , #3 )
twenty eight meters of wire is available to fence off a flower bed in the form of a circular sector . what must the radius of the circle in meters be , if we wish to have a flower bed with the greatest possible surface area ?	add ( const_10 , const_4 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance traveled by the cart , when the front wheel has done five more revolutions than the rear wheel ?	divide ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #0 ) | multiply ( n0 , #3 )
the length of a rectangle is twice its breadth . if its length is decreased by n1 cm and breadth is increased by n1 cm , the area of the rectangle is increased by n2 sq . cm . what is the length of the rectangle ?	divide ( const_100 , const_3 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_21 no_ascii_15 no_ascii_38 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
in township k each property is taxed at n0 percent of its assessed value . if the assessed value of a property in township k is increased from $ n1 , n4 to $ n3 , n4 , by how much will the property tax increase ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( #1 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | subtract ( #4 , #5 ) | multiply ( n0 , #6 ) | divide ( #7 , const_100 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did b get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
if a is a positive integer , and if the units digit of a ^ n6 is n2 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
in a company of n0 employees , n1 are females . a total of n2 employees have advanced degrees and the rest have a college degree only . if n3 employees are males with college degree only , how many employees are females with advanced degrees ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 )
line l passes through the points ( - n6 , n4 ) and ( n4 , a ) . line ll passes through the points ( n3 , n4 ) and ( n5 , n6 ) . what value of a makes the two lines parallel ?	subtract ( const_2 , n1 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance travelled by the cart , when the front wheel has done five more revolutions than the rear wheel ?	divide ( const_10 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , #0 ) | multiply ( n0 , #3 )
a , b are positive integers . the remainder of a to be divided by n0 is n1 and the remainder of b to be divided by n2 is n3 . which is possible to be the remainder of a * b to be divided by n4	multiply ( n1 , n3 )
n0 men and n1 women are lined up in a row . what is the number of cases where they stand with each other in turn ? ( the number of cases in which men ( or women ) do not stand next to each other )	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
in a maths test , students were asked to find n2 / n1 of a certain number . one of the students by mistake found n2 / n3 th of that number and his answer was n4 more than the correct answer . find the number .	multiply ( n1 , n4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
one day , raviraj left home and cycled n3 km southwards , turned right and cycled n1 km and turned right and cycled n3 km and turned left and cycled n3 km . how many kilometres will he have to cycle to reach his home straight ?	add ( n0 , n1 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
a man buys n0 lts of liquid which contains n1 % of the liquid and the rest is water . he then mixes it with n2 lts of another mixture with n3 % of liquid . what is the % of water in the new mixture ?	add ( n0 , n2 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n3 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
sale of rs n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs , n6 ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n5 ) | subtract ( #4 , n6 ) | multiply ( n5 , #5 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
tim came second in math . when his mother asked him how much he had scored , he answered that he got the sum of the first n0 even numbers . his mother immediately worked out the answer . how much had he scored in math ?	add ( n0 , const_1 ) | multiply ( n0 , #0 )
in an it company , there are a total of n0 employees including n1 programmers . the number of male employees is n2 , including n3 male programmers . how many employees must be selected to guaranty that we have n4 programmers of the same sex ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | add ( #0 , #1 )
the number of years of service of the n9 employees in a production department are n1 , n2 , n3 , n4 , n5 , n6 , n7 and n8 . what is the range in the number of years of service of the n9 employees ?	subtract ( n4 , n6 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did a get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
on a trip covering n0 km , a bicyclist travels the first n1 km at n2 km per hour and the remainder of the distance at n3 km per hour . what is the average speed , in km per hour , for the entire trip ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | add ( #0 , #2 ) | speed ( n0 , #3 )
a thief goes away with a santro car at a speed of n0 kmph . the theft has been discovered after half an hour and the owner sets off in a bike at n1 kmph when will the owner over take the thief from the start ?	divide ( const_1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , #0 )
one night a certain hotel rented n0 / n2 of its rooms , including n2 / n4 of their air conditioned rooms . if n4 / n5 of its rooms were air conditioned , what percent of the rooms that were not rented were air conditioned ?	divide ( n3 , n5 ) | divide ( n2 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_100 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
city x has a population n0 times as great as the population of city y , which has a population twice as great as the population of city z . what is the ratio of the population of city x to the population of city z ?	multiply ( n0 , const_2 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
the average age of n0 persons in a office is n6 years . out of these , the average age of n2 of them is n3 years and that of the other n4 persons is n5 years . the age of the n6 th person is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
a certain fruit stand sold apples for $ n0 each and bananas for $ n1 each . if a customer purchased both apples and bananas from the stand for a total of $ n2 , what total number of apples and bananas did the customer purchase ?	multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 )
the average age of n5 persons in a office is n6 years . out of these , the average age of n2 of them is n3 years and that of the other n4 persons is n5 years . the age of the n6 th person is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
claire has a total of n0 pets consisting of gerbils and hamsters only . one - quarter of the gerbils are male , and one - third of the hamsters are male . if there are n1 males altogether , how many gerbils does claire have ?	subtract ( n0 , n1 ) | add ( #0 , const_1 )
the number x of cars sold each week varies with the price y in dollars according to the equation x = n0 no_ascii_77 n1 y . what would be the total weekly revenue , in dollars , from the sale of cars priced at $ n2 ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_1000 ) | divide ( #4 , const_3 ) | add ( n1 , #5 )
a store no_ascii_32 s selling price of $ n0 for a certain computer would yield a profit of n1 percent of the store no_ascii_32 s cost for the computer . what selling price would yield a profit of n2 percent of the computer no_ascii_32 s cost ?	add ( n2 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
the positive numbers w , x , y , and z are such that x is n0 percent greater than y , y is n2 percent greater than z , and w is n2 percent less than x . what percent greater than z is w ?	add ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #3 ) | multiply ( #2 , #4 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_100 )
a girl goes to her school from her house at a speed of n0 km / hr and returns at a speed of n1 km / hr . if she takes n2 hours in going and coming back , the distance between her school and house is	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 )
a can do a work in n2 days and b alone can do it n1 days , they begin the work together , but a left after some days . b completed the remaining work in n2 days . after how many days did a leave ?	speed ( const_1 , n1 ) | speed ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n0 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 )
the ratio of petrol and kerosene in the container is n4 : n3 when n2 liters of the mixture is taken out and is replaced by the kerosene , the ratio become n3 : n4 . then total quantity of the mixture in the container is :	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | divide ( n2 , #1 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
if john makes a contribution to a charity fund at school , the average contribution size will increase by n0 % reaching $ n1 per person . if there were n2 other contributions made before john ' s , what is the size of his donation ?	add ( n2 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | add ( n0 , #3 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
last year department store x had a sales total for december that was n0 times the average ( arithmetic mean ) of the monthly sales totals for january through november . the sales total for december was what fraction of the sales total for the year ?	subtract ( const_12 , const_1 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
two boats are heading towards each other at constant speeds of n0 miles / hr and n1 miles / hr respectively . they begin at a distance n2 miles from each other . how far are they ( in miles ) one minute before they collide ?	add ( n0 , n1 ) | divide ( #0 , const_60 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is :	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
ratio of two numbers x and y is n0 : n1 . if x is increased by n2 % and y is increased by n7 then the new ratio becomes n4 : n7 . what is the ratio n7 y : ( n7 x + n8 )	add ( n2 , const_100 ) | divide ( n1 , n0 ) | divide ( #0 , const_100 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( n3 , #4 ) | add ( n7 , #5 ) | multiply ( #5 , #1 ) | multiply ( #7 , n6 ) | divide ( #8 , #6 )
some of the n0 % solution of acid was removed and this was replaced with an equal amount of n1 % solution of acid . as a result , a n2 % solution of acid was obtained . what fraction of the original solution was replaced ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the timing of a college is from n0 p . m to n1 p . m . five lectures are held in the given duration and a break of n2 minutes after each lecture is given to the students . find the duration of each lecture .	multiply ( n1 , const_60 ) | divide ( #0 , n2 )
in a maths test , students were asked to find n2 / n1 of a certain number . one of the students by mistake found n2 / n3 th of that number and his answer was n4 more than the correct answer . find the number .	multiply ( n1 , n4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
two train each n0 m long , and running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 )
two bullet trains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each bullet train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | speed ( n2 , n0 ) | speed ( n2 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
a metallic cuboid of dimensions n0 x n1 x n2 m is melted . find the minimum amount of the volume of molten metal which should be added to mould it into a cube whose edge is ' a ' cm where a is an integer .	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | cube_edge_by_volume ( #1 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , b receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
a certain family has n0 sons : richard is n1 years older than david , and david is n3 years older than scott . if in n3 years , richard will be twice as old as scott , then how old was david n4 years ago ?	add ( n1 , n2 ) | subtract ( #0 , n4 )
the ratio of the present age of sandy to that of molly is n0 : n3 . twelve years from now , the ratio of the ages of sandy to molly will be n2 : n3 . what was sandy ' s age n4 years ago ?	add ( n4 , const_10 ) | add ( n1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n4 )
a sun is divided among x , y and z in such a way that for each rupee x gets , y gets n2 paisa and z gets n1 paisa . if the share of y is rs . n2 , what is the total amount ?	divide ( const_100 , n0 ) | divide ( n1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( n2 , #4 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
twenty four meters of wire is available to fence off a flower bed in the form of a circular sector . what must the radius of the circle in meters be , if we wish to have a flower bed with the greatest possible surface area ?	add ( const_10 , const_4 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 )
let f ( x , y ) be defined as the remainder when ( x no_ascii_77 y ) ! is divided by x . if x = n0 , what is the maximum value of y for which f ( x , y ) = n1 ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | subtract ( n0 , #3 )
the ratio of the present age of sandy to that of molly is n0 : n3 . sixteen years from now , the ratio of the ages of sandy to molly will be n2 : n3 . what was sandy ' s age n4 years ago ?	add ( n4 , const_10 ) | add ( n1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n4 )
suganya and suriya are partners in a business . suganya invests rs . n0 , n4 for n2 months and suriya invests rs . n3 , n4 for n5 months . out of a profit of rs . n6 , n7 . suganya ' s share is	multiply ( const_0_25 , const_100 ) | multiply ( n3 , #0 )
two train each n0 m long , are running in opposite directions on parallel tracks . if their speeds are n1 km / hr and n2 km / hr respectively , the time taken by the slower train to pass the driver of the faster one is	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
john has exactly n0 pens , and each pen is either bule , black , or red . if he has n1 more black pens than red pens , and twice as many blue pens as black pens , how many blue pens does john has ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | multiply ( #1 , const_2 )
a man buys n0 lts of liquid which contains n2 % of the liquid and the rest is water . he then mixes it with n2 lts of another mixture with n3 % of liquid . what is the % of water in the new mixture ?	add ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( n0 , n3 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 )
a scuba diver descends at a rate of n0 feet per minute . a diver dive from a ship to search for a lost ship at the depth of n1 feet below the sea level . . how long will he take to reach the ship ?	divide ( n1 , n0 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
the circumference of the front wheel of a cart is n0 ft long and that of the back wheel is n1 ft long . what is the distance traveled by the cart , when the front wheel has done n2 more revolutions than the rear wheel ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | multiply ( n0 , #3 )
if a wholesaler distributes items to several outlets ( a , b , c and d ) in the ratio of n6 / n1 : n6 / n3 : n6 / n5 : n6 / n7 then find the total number of items the wholesaler distributes ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( n5 , const_4 ) | add ( #1 , const_100 ) | add ( #0 , #2 ) | add ( #3 , #4 )
thirty percent of the members of a swim club have passed the lifesaving test . among the members who havenotpassed the test , n0 have taken the preparatory course and n1 have not taken the course . how many members are there in the swim club ?	add ( n0 , n1 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
city x has a population n0 times as great as the population of city y , which has a population twice as great as the population of city z . what is the ratio of the population of city x to the population of city z ?	multiply ( n0 , const_2 )
the average of marks obtained by n0 candidates was n1 . if the avg of marks of passed candidates was n3 & that of failed candidates was n3 and that of failed candidates was n4 , the no . of candidates who passed the examination is ?	multiply ( n0 , n1 ) | multiply ( n0 , n4 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a certain sum of money is divided among a , b and c so that for each rs . a has , b has n0 paisa and c n1 paisa . if c ' s share is rs . n2 , find the sum of money ?	add ( n0 , const_100 ) | divide ( n2 , n1 ) | add ( n1 , #0 ) | multiply ( #2 , #1 )
if i walk at n0 km / h , i miss the bus by n1 minutes . if i walk at n2 km / h , i reach n3 minutes before the arrival of the bus . how far i walk to reach the bus stand ?	add ( n1 , n3 ) | multiply ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , #2 ) | divide ( #0 , const_60 ) | multiply ( #3 , #4 )
jim no_ascii_32 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
two goods trains each n0 m long are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one ?	add ( n1 , n2 )
let f ( x , y ) be defined as the remainder when ( x no_ascii_77 y ) ! is divided by x . if x = n0 , what is the maximum value of y for which f ( x , y ) = n1 ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | subtract ( n0 , #3 )
n0 men and n1 women are lined up in a row . what is the number of cases where they stand with each other in turn ? ( the number of cases in which men ( or women ) do not stand next to each other )	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
in n6 the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a train n0 m long is running with a speed of n1 km / h . in how many seconds will the train pass a man who is running at n2 km / h in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | divide ( #0 , const_3_6 ) | divide ( n0 , #1 )
n and m are each n2 - digit integers . each of the numbers n1 , n2 , n3 , n4 , n5 , and n6 is a digit of either n or m . what is the smallest possible positive difference between n and m ?	subtract ( n5 , n1 ) | multiply ( #0 , const_10 ) | subtract ( const_100 , #1 ) | subtract ( #2 , const_1 )
set s contains exactly n0 numbers and has an average ( arithmetic mean ) of n1 . if one of the numbers in set s is increased by n2 , while all other numbers remain the same , what is the new average of set s ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
a starts business with rs . n0 and after n1 months , b joins with a as his partner . after a year , the profit is divided in the ratio n2 : n3 . what is b no_ascii_21 no_ascii_15 no_ascii_38 s contribution in the capital ?	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
the present age of a father is n2 years more than n2 times the age of his son . n2 years hence , father as age will be n3 years more than twice the age of the son . find the present age of the father .	multiply ( n0 , n3 ) | add ( n0 , #0 )
a courier charges for packages to a certain destination are n0 cents for the first n1 grams and n2 cents for each additional n3 grams or part thereof . what could be the weight in grams of a package for which the charge is $ n4 ?	divide ( n2 , n3 ) | divide ( n0 , n3 ) | divide ( #0 , n3 ) | subtract ( n4 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , #2 )
when positive integer n is divided by n0 , the remainder is n1 . when n is divided by n2 , the remainder is n3 . what is the smallest positive integer p , such that ( n + p ) is a multiple of n4 ?	reminder ( n3 , n2 ) | subtract ( n4 , #0 )
if i walk at n0 km / h , i miss the bus by n1 minutes . if i walk at n2 km / h , i reach n3 minutes before the arrival of the bus . how far i walk to reach the bus stand ?	add ( n1 , n3 ) | multiply ( n0 , n2 ) | subtract ( n2 , n0 ) | divide ( #1 , #2 ) | divide ( #0 , const_60 ) | multiply ( #3 , #4 )
mrs . evans gave a test to her freshmen economics class , which has n0 students enrolled and n1 of them answered question n2 correctly . if n3 answered question n4 correctly and n5 did not take the test then how many answered both questions correctly ?	add ( n1 , n3 ) | add ( n5 , #0 ) | subtract ( #1 , n0 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
lily shop runs a sale on goldfish and platys . if one customer buys n0 goldfish and n1 platys for $ n2 , and another buys n3 goldfish and n4 platys for $ n5 , what is the ratio of the price of goldfish to platys ?	divide ( n2 , n5 )
in an election between two candidates , one got n0 % of the total valid votes , n1 % of the votes were invalid . if the total number of votes was n2 , the number of valid votes that the other candidate got , was :	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n2 , #4 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
working together , wayne and his son can shovel the entire driveway in three hours . if wayne can shovel four times as fast as his son can , how many hours would it take for his son to shovel the entire driveway on his own ?	multiply ( const_2 , const_4 ) | inverse ( #0 ) | add ( #1 , const_1 ) | multiply ( #2 , const_3 ) | multiply ( #3 , #0 )
the distance from the x - axis to point p is half the distance from the y - axis to point p . if the coordinates of p are ( x , - n0 ) , how many units is p from the y - axis ?	multiply ( n0 , const_2 )
a basket contains n0 apples , of which n1 is spoiled and the rest are good . if henry is to select n3 apples from the basket simultaneously and at random , what is the possibility that the n3 apples selected will include the spoiled apple ?	choose ( n0 , n2 ) | subtract ( n0 , n1 ) | choose ( #1 , n1 ) | divide ( #2 , #0 )
let f ( x , y ) be defined as the remainder when ( x no_ascii_77 y ) ! is divided by x . if x = n0 , what is the maximum value of y for which f ( x , y ) = n1 ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | subtract ( n0 , #3 )
working together , printer a and printer b would finish the task in n0 minutes . printer a alone would finish the task in n1 minutes . how many pages does the task contain if printer b prints n2 pages a minute more than printer a ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | multiply ( #2 , n1 )
the workforce of company x is n0 % female . the company hired n1 additional male workers , and as a result , the percent of female workers dropped to n2 % . how many employees did the company have after hiring the additional male workers ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
a case of n4 rolls of paper towels sells for $ n1 . the cost of one roll sold individually is $ n2 . what is the percent of savings per roll for the n4 - roll package over the cost of n4 rolls purchased individually ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
it takes avery n0 hours to build a brick wall while tom can do it in n1 hour . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 )
bill made a profit of n1 % by selling a product . if he had purchased that product for n1 % less and sold it at a profit of n2 % , he would have received $ n3 more . what was his original selling price ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | subtract ( #5 , #2 ) | divide ( n3 , #6 ) | multiply ( #2 , #7 )
a store no_ascii_32 s selling price of $ n0 for a certain computer would yield a profit of n1 percent of the store no_ascii_32 s cost for the computer . what selling price would yield a profit of n2 percent of the computer no_ascii_32 s cost ?	add ( n2 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
jim no_ascii_32 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
there is a n0 % chance jen will visit chile this year , while there is a n1 % chance that she will visit madagascar this year . what is the probability that jen will visit either chile or madagascar this year , but not both ?	multiply ( const_2 , const_5 ) | power ( #0 , const_2 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #1 , n0 ) | divide ( #4 , #1 ) | multiply ( #3 , #2 ) | multiply ( #5 , #2 ) | add ( #7 , #6 ) | multiply ( #8 , #1 )
at a certain restaurant , the average ( arithmetic mean ) number of customers served for the past x days was n0 . if the restaurant serves n1 customers today , raising the average to n2 customers per day , what is the value of x ?	subtract ( n1 , n2 ) | subtract ( n2 , n0 ) | subtract ( n1 , const_100 ) | divide ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , #4 )
n1 men and n1 women are lined up in a row . what is the number of cases where they stand with each other in turn ? ( the number of cases in which men ( or women ) do not stand next to each other )	factorial ( n0 ) | factorial ( n1 ) | multiply ( #0 , #1 )
a paint store mixes n3 / n1 pint of red paint and n2 / n3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make n4 pints of perfect pink paint ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 )
my grandson is about as many days as my son in weeks , and my grandson is as many months as i am in years . my grandson , my son and i together are n0 years . can you tell my grandson age in years ?	add ( const_10 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_12 )
a paint store mixes n3 / n1 pint of red paint and n2 / n3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make n4 pints of perfect pink paint ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n4 , #2 )
a , b , c subscribe rs . n0 , n5 for a business . a subscribes rs . n2 more than b and b rs . n3 more than c . out of a total profit of rs . n4 , n5 , a receives :	add ( n1 , n2 ) | add ( const_3 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n2 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #0 ) | divide ( #5 , const_3 ) | add ( #0 , #6 ) | divide ( #7 , #2 ) | multiply ( #8 , #3 ) | divide ( #9 , const_1000 ) | floor ( #10 ) | subtract ( #11 , const_1 )
by travelling at n0 kmph , a person reaches his destination on time . he covered two - third the total distance in one - third of the total time . what speed should he maintain for the remaining distance to reach his destination on time ?	multiply ( n0 , const_3 ) | subtract ( const_3 , const_1 ) | multiply ( #0 , const_2 ) | divide ( #2 , const_3 ) | subtract ( #0 , #3 ) | divide ( #4 , #1 )
n and m are each n1 - digit integers . each of the numbers n1 , n2 , n3 , n4 , n5 , and n6 is a digit of either n or m . what is the smallest possible positive difference between n and m ?	subtract ( n5 , n1 ) | multiply ( #0 , const_10 ) | subtract ( const_100 , #1 ) | subtract ( #2 , const_1 )
jane makes toy bears . when she works with an assistant , she makes n0 percent more bears per week and works n1 percent fewer hours each week . having an assistant increases jane no_ascii_32 s output of toy bears per hour by what percent r ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
tim came second in math . when his mother asked him how much he had scored , he answered that he got the sum of the first n0 even numbers . his mother immediately worked out the answer . how much had he scored in math ?	add ( n0 , const_1 ) | multiply ( n0 , #0 )
two bullet trains of equal lengths take n0 seconds and n1 seconds respectively to cross a telegraph post . if the length of each bullet train be n2 metres , in what time ( in seconds ) will they cross each other travelling in opposite direction ?	add ( n2 , n2 ) | speed ( n2 , n0 ) | speed ( n2 , n1 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
in a store , the total price for n0 shirts is $ n1 and the total price for n2 sweaters is $ n3 . by how much does the average ( arithmetic mean ) price of a sweater exceed that of a shirt in this store ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 )
pipe a fills a swimming pool in n0 hours . pipe b empties the pool in n1 hours . if pipe a was opened at n2 : n5 am and pipe b at n4 : n5 am , at what time will the pool be full ?	divide ( const_3 , n0 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #1 , #2 ) | divide ( const_1 , #3 ) | multiply ( #0 , #4 )
calculate the time it will take for a full tank of water to become completely empty due to a leak given that the tank could be filled in n0 hours , but due to the leak in its bottom it takes n1 hours to be filled ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
the timing of a college is from n0 p . m to n1 p . m . five lectures are held in the given duration and a break of n2 minutes after each lecture is given to the students . find the duration of each lecture .	multiply ( n1 , const_60 ) | divide ( #0 , n2 )
in the x - y plane , there are n6 points ( n1 ) , ( n2 ) , ( n3 ) , and ( n4 ) . if these n6 points makes a rectangle , what is the probability that x + y < n6 ?	divide ( n0 , const_2 ) | divide ( n4 , const_10 ) | divide ( #0 , #1 )
a and b together can complete work in n0 days . a alone starts working and leaves it after working for n1 days completing only half of the work . in how many days it can be completed if the remaining job is undertaken by b ?	divide ( n1 , n0 ) | multiply ( n0 , #0 )
a certain characteristic in a large population has a distribution that is symmetric about the mean m . if n0 percent of the distribution lies within one standard deviation d of the mean , what percent f of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | subtract ( const_100 , #1 )
the average salary of all the workers in a workshop is rs . n0 . the average salary of n1 technicians is rs . n2 and the average salary of the rest is rs . n3 . the total number of workers in the workshop is ?	subtract ( n2 , n0 ) | subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 )
the distance from the x - axis to point p is half the distance from the y - axis to point p . if the coordinates of p are ( x , - n0 ) , how many units is p from the y - axis ?	multiply ( n0 , const_2 )
a , b , c and d enter into partnership . a subscribes n4 / n1 of the capital b n4 / n3 , c n4 / n5 and d the rest . how much share did a get in a profit of rs . n6 ?	divide ( n0 , n1 ) | multiply ( n6 , #0 )
a bag contains n0 blue and n1 white marbles . one by one , marbles are drawn out randomly until only two are left in the bag . what is the probability c that out of the two , one is white and one is blue ?	add ( n0 , n1 ) | add ( n1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
a courier charges for packages to a certain destination are n0 cents for the first n1 grams and n2 cents for each additional n3 grams or part thereof . what could be the weight in grams of a package for which the charge is $ n4 ?	divide ( n2 , n3 ) | divide ( n0 , n3 ) | divide ( #0 , n3 ) | subtract ( n4 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , #2 )
a scuba diver descends at a rate of n0 feet per minute . a diver dive from a ship to search for a lost ship at the depth of n1 feet below the sea level . . how long will he take to reach the ship ?	divide ( n1 , n0 )
a certain bag contains n0 balls no_ascii_42 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( #1 , n0 )
mrs . evans gave a test to her freshmen economics class , which has n0 students enrolled and n1 of them answered question n2 correctly . if n5 answered question n4 correctly and n5 did not take the test then how many answered both questions correctly ?	add ( n1 , n3 ) | add ( n5 , #0 ) | subtract ( #1 , n0 )
in the xy - coordinate system , what is the slope of the line that goes through the point ( n1 , n1 ) and is equidistant from the two points p = ( n2 , n3 ) and q = ( n4 , n5 ) ?	add ( n2 , n3 ) | add ( n0 , n2 ) | divide ( #0 , n3 ) | divide ( #1 , n3 ) | divide ( #2 , #3 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
vinoth can complete a painting work in n0 days . prakash can do the same work in n1 days . they start the work together but vinoth quit after n2 days of work . how many days are required to complete the remaining painting work by prakash .	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #2 ) | divide ( #3 , #1 )
the total cost of a vacation was divided among n0 people . if the total cost of the vacation had been divided equally among n1 people , the cost per person would have been $ n2 less . what was the total cost cost of the vacation ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #2 , #0 )
george ' s car calls for n0 ounces of oil for each cylinder used . his car ' s engine has n1 cylinders . if n2 ounces of oil has already been put into the engine used , then how many additional ounces of oil are needed ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 )
a retail appliance store priced a video recorder at n0 percent above the wholesale cost of $ n1 . if a store employee applied the n2 percent employee discount to the retail price to buy the recorder , how much did the employee pay for the recorder ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( #2 , #4 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
a jogger running at n0 km / hr along side a railway track is n2 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , const_4 ) | divide ( #3 , const_2 )
a part - time employee no_ascii_32 s hourly wage was increased by n0 % . she decided to decrease the number of hours worked per week so that her total income did not change . by approximately what percent should the number of hours worked be decreased ?	add ( n0 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
two good train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 )
the jogging track in a sports complex is n0 meters in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a tank is filled in sixteen hours by n0 pipes a , b and c . pipe a is twice as fast as pipe b , and b is twice as fast as c . how much time will pipe b alone take to fill the tank ?	add ( const_2 , const_4 ) | multiply ( n0 , const_4 ) | add ( #1 , const_4 ) | add ( #0 , const_1 ) | divide ( #3 , const_2 ) | multiply ( #2 , #4 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
into a room you store n0 black bottles and n1 green bottles , and you turn off the light . if you ask to someone look for n2 bottles without turn on the light , what is the probability of both the selected bottles will be green ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | multiply ( n1 , #1 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #3 ) | divide ( #2 , #4 )
n0 welders work at a constant rate they complete an order in n1 days . if after the first day , n2 welders start to work on the other project , how many more days the remaining welders will need to complete the rest of the order ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
the price of n0 pants and n1 t - shirts is rs . n2 . with the same money one can buy n3 pant and n4 t - shirts . if one wants to buy n5 t - shirts , how much shall she have to pay ?	subtract ( n4 , n1 ) | subtract ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 ) | divide ( n2 , #4 ) | multiply ( n5 , #5 )
a merchant sells an item at a n1 % discount , but still makes a gross profit of n1 percent of the cost . what percent t of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
a square mirror has exactly half the area of the rectangular wall on which it is hung . if each side of the mirror is n0 inches and the width of the wall is n1 inches , what is the length of the wall , in inches ?	square_area ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 )
for all positive integers m and v , the expression m no_ascii_9 v represents the remainder when m is divided by v . what is the value of ( ( n0 no_ascii_9 n4 ) no_ascii_9 n5 ) - ( n3 no_ascii_9 ( n4 no_ascii_9 n5 ) ) ?	reminder ( n0 , n1 ) | reminder ( n1 , n2 ) | reminder ( #0 , n2 ) | reminder ( n3 , #1 ) | subtract ( #2 , #3 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a trolley that is running with a speed of n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n0 percent of the members of a study group are women , and n1 percent of those women are lawyers . if one member of the study group is to be selected at random , what is the probability that the member selected is a woman lawyer ?	multiply ( const_5 , const_5 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n1 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
a part - time employee no_ascii_32 s hourly wage was increased by n0 % . she decided to decrease the number of hours worked per week so that her total income did not change . by approximately what percent should the number of hours worked be decreased ?	add ( n0 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
the value of a machine depreciates at n0 % per annum . if its present value is rs . n1 , n2 , n5 , at what price should it be sold after two years such that a profit of rs . n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
pipe a fills a tank in n0 minutes . pipe b can fill the same tank n1 times as fast as pipe a . if both the pipes are kept open when the tank is empty , how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
last month , john rejected n0 % of the products that he inspected and jane rejected n1 percent of the products that she inspected . if total of n2 percent of the products produced last month were rejected , what fraction of the products did jane inspect ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
mike took a bus from home to market , that travels at n0 kmph . while walking back at n1 kmph , halfway through , he suddenly realized he was getting late and he cycled back the remaining distance in n2 kmph . find the average speed .	add ( n1 , n2 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | divide ( #2 , const_2 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
if both n5 ^ n9 and n9 ^ n3 are factors of n x ( n11 ^ n5 ) x ( n6 ^ n11 ) x ( n8 ^ n9 ) x ( n10 ^ n11 ) , what is the smallest possible positive value of n ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
two trains a and b starting from two points and travelling in opposite directions , reach their destinations n0 hours and n1 hours respectively after meeting each other . if the train a travels at n2 kmph , find the rate at which the train b runs .	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n2 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
water boils at n0 no_ascii_75 f or n1 no_ascii_75 c and ice melts at n2 no_ascii_75 f or n3 no_ascii_75 c . if the temperature of a pot of water is n4 no_ascii_75 c , what is the temperature of the pot of water in no_ascii_75 f ?	subtract ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n4 , #1 ) | add ( n2 , #2 )
n0 percent of the members of a study group are women , and n1 percent of those women are lawyers . if one member of the study group is to be selected at random , what is the probability that the member selected is a woman lawyer ?	multiply ( const_5 , const_5 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
rs n0 is divided into two parts one part is given to a person with n4 % interest and another part is given to a person with n2 % interest . at the end of first year he gets profit n3 find money given by n4 % ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( #2 , n3 ) | divide ( #3 , #0 )
if x is to be chosen at random from the integers between n0 to n2 , inclusive , and y is to be chosen at random from the integers between n2 and n3 , inclusive , what is the probability that x + y will be even ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , #4 )
if x , y , and z are positive real numbers such that x + y - z = n0 , y - z + x = n1 , and z - x + y = n2 , then find the x + y + z value ?	subtract ( n1 , n0 ) | subtract ( n2 , #0 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
if x is to be chosen at random from the integers between n0 to n1 , inclusive , and y is to be chosen at random from the integers between n2 and n3 , inclusive , what is the probability that x + y will be even ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , #4 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a baker makes chocolate cookies and peanut cookies . his recipes allow him to make chocolate cookie in batches of n0 and peanut cookies in batches of n1 . if he makes exactly n2 cookies , what is the minimum number of chocolate chip cookies he makes ?	add ( n0 , n1 ) | reminder ( n2 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 )
in n6 , the profits of company n were n4 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
a bucket full of nuts was discovered by the crow living in the basement . the crow eats a sixth of the total number of nuts in n0 hours . how many hours in total will it take the crow to finish a quarter of the nuts ?	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #0 ) | divide ( #2 , n0 ) | divide ( #1 , #3 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
a contractor is engaged for n0 days on the condition thathe receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
anil brought a scooter for a certain sum of money . he spent n0 % of the cost on repairs and sold the scooter for a profit of rs . n1 . how much did he spend on repairs if he made a profit of n2 % ?	divide ( n2 , n0 ) | divide ( const_1 , n0 ) | multiply ( n0 , n0 ) | add ( #1 , const_1 ) | divide ( n0 , #0 ) | multiply ( n1 , #4 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | divide ( #7 , #2 )
a case of n4 rolls of paper towels sells for $ n1 . the cost of one roll sold individually is $ n2 . what is the percent e of savings per roll for the n4 - roll package over the cost of n4 rolls purchased individually ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
if x is to be chosen at random from the integers between n0 to n1 , inclusive , and y is to be chosen at random from the integers between n2 and n3 , inclusive , what is the probability that x + y will be even ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , #4 )
joshua and jose work at an auto repair center with n0 other workers . for a survey on health care insurance , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that joshua and jose will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | divide ( #4 , #0 )
if a computer program generates n6 - digit odd numbers using the numbers n1 , n2 , n3 , n4 , and n5 , and the digits can be repeated , what is the probability that the number formed from the program is a multiple of n6 ?	add ( n1 , const_10 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( #0 , #2 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
when the price of sugar was increased by n0 % , a family reduced its consumption in such a way that the expenditure on sugar was only n1 % more than before . if n2 kg were consumed per month before , find the new monthly consumption .	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 as total savings , how much has he saved in public provident fund ?	add ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | power ( const_10 , const_4 ) | multiply ( #2 , const_10 ) | add ( n1 , #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #1 ) | divide ( #6 , #0 ) | subtract ( #4 , #7 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a square mirror has exactly half the area of the rectangular wall on which it is hung . if each side of the mirror is n0 inches and the width of the wall is n1 inches , what is the length of the wall , in inches ?	square_area ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of one metre is left from all sides of the boundary of the garden . the length of the garden is	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
the amounts of time that three secretaries worked on a special project are in the ratio of n0 to n1 to n2 . if they worked a combined total of n3 hours , how many hours did the secretary who worked the longest spend on the project ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
dawson is going with n0 friends on a trip to washington d . c for spring break . airfare and hotel costs a total of $ n1 for the group of n2 friends . how much does each person have to pay for their hotel and airfare ?	divide ( n1 , n2 )
at the moment there are n0 tagged birds in a certain wildlife refuge . if exactly n1 percent of all birds in the refuge are tagged , what percent of the untagged birds must be tagged so that half of all birds in the refuge are tagged ?	subtract ( const_100 , n1 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n3 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
a cube is painted such that one pair of surfaces is painted brown and the other pair of surfaces is painted orange . the cube is cut in to n0 small cubes of equal size . find how many cubes have both the color brown and orange ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
the amounts of time that three secretaries worked on a special project are in the ratio of n0 to n1 to n2 . if they worked a combined total of n3 hours , how many hours did the secretary who worked the longest spend on the project ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
the simple interest on a certain sum of money at the rate of n3 % p . a . for n1 years is rs . n2 . at what rate of intrest the same amount of interest can be received on the same sum after n3 years .	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n0 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
if x , y , and z are positive real numbers such that x + y - z = n0 , y - z + x = n1 , and z - x + y = n2 , then find the x + y + z value ?	subtract ( n1 , n0 ) | subtract ( n2 , #0 )
a and b runs around a circular track . a beats b by one round or n0 minutes . in this race , they had completed n1 rounds . if the race was only of one round , find the a ' s time over the course :	subtract ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
each of the cucumbers in n0 pounds of cucumbers is composed of n1 % water , by weight . after some of the water evaporates , the cucumbers are now n2 % water by weight . what is the new weight of the cucumbers , in pounds ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the total cost of a vacation was divided among n0 people . if the total cost of the vacation had been divided equally among n1 people , the cost per person would have been $ n2 less . what was the total cost cost of the vacation ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #2 , #0 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent w should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
a retail appliance store priced a video recorder at n0 percent above the wholesale cost of $ n1 . if a store employee applied the n2 percent employee discount to the retail price to buy the recorder , how much did the employee pay for the recorder ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( #2 , #4 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a part - time employee no_ascii_32 s hourly wage was increased by n0 % . she decided to decrease the number of hours worked per week so that her total income did not change . by approximately what percent should the number of hours worked be decreased ?	add ( n0 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
a baker makes chocolate cookies and peanut cookies . his recipes allow him to make chocolate cookie in batches of n0 and peanut cookies in batches of n1 . if he makes exactly n2 cookies , what is the minimum number of chocolate chip cookies he makes ?	add ( n0 , n1 ) | reminder ( n2 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 )
two good train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 )
in a two - digit , if it is known that its unit ' s digit exceeds its n0 ' s digit by n1 and that the product of the given number and the sum of its digits is equal to n2 , then the number is ?	multiply ( n0 , n1 ) | add ( #0 , const_4 )
last month , john rejected n0 % of the products that he inspected and jane rejected n1 percent of the products that she inspected . if total of n2 percent of the products produced last month were rejected , what fraction of the products did jane inspect ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
two trains a and b starting from two points and travelling in opposite directions , reach their destinations n0 hours and n1 hours respectively after meeting each other . if the train a travels at n2 kmph , find the rate at which the train b runs .	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n2 , #1 )
p , q and r together earn rs . n0 in n1 days . p and r can earn rs . n2 in n3 days . q and r in n4 days can earn rs . n5 . how much amount does r can earn per day ?	divide ( n2 , n3 ) | divide ( n5 , n4 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the jogging track in a sports complex is n0 meters in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 )
a baker makes chocolate cookies and peanut cookies . his recipes allow him to make chocolate cookie in batches of n0 and peanut cookies in batches of n1 . if he makes exactly n2 cookies , what is the minimum number of chocolate chip cookies he makes ?	add ( n0 , n1 ) | reminder ( n2 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 )
n0 percent of the members of a study group are women , and n1 percent of those women are lawyers . if one member of the study group is to be selected at random , what is the probability that the member selected is a woman lawyer ?	multiply ( const_5 , const_5 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
a farmer divides his herd of x cows among his n0 sons so that one son gets one half of the herd , the second gets one - fourth , the third gets one - fifth and the fourth gets n1 cows . then x is equal to	multiply ( n0 , n1 ) | multiply ( #0 , const_4 ) | add ( #1 , const_12 ) | add ( #2 , const_10 )
a box contains n2 balls , numbered from n1 to n2 . if n4 balls are selected at random and with replacement from the box , what is the probability that the sum of the n4 numbers on the balls selected from the box will be odd ?	divide ( n1 , const_2 ) | power ( #0 , const_2 ) | power ( #0 , const_3 ) | multiply ( n3 , #1 ) | multiply ( #0 , #3 ) | add ( #4 , #2 )
a part - time employee whose hourly wage was increased by n0 percent decided to reduce the number of hours worked per week so that the employee ' s total weekly income would remain unchanged . by what percent should the number of hours worked be reduced ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , n0 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_100 )
a merchant sells an item at a n1 % discount , but still makes a gross profit of n1 percent of the cost . what percent r of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
in the xy - coordinate plane , the graph of y = - x ^ n0 + n1 intersects line l at ( p , n2 ) and ( t , - n3 ) . what is the least possible value of the slope of line l ?	add ( n1 , n3 ) | add ( n1 , n2 ) | subtract ( n3 , n2 ) | sqrt ( #0 ) | sqrt ( #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n1 . when n2 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
david deposited $ n0 to open a new savings account that earned n1 percent annual interest , compounded semi - annually . if there were no other transactions in the account , what the amount of money in david account one year after the account was opened ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
water is poured into a cylindrical well at the rate of n0 cubic meters per hour , the level of water in the tank rises at a rate of n1 meters per hour . which of the following best approximates the diameter of the tank in meters ?	divide ( n0 , const_pi ) | divide ( #0 , n1 ) | sqrt ( #1 ) | multiply ( #2 , const_2 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent e should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent r should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
in a recent election , james received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than n3 percent of the vote . how many additional votes would james have needed to win the election ?	add ( const_1000 , const_1000 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
an old man distributed all the gold coins he had to his two sons into two different numbers such that the difference between the squares of the two numbers is n0 times the difference between the two numbers . how many coins did the old man have ?	floor ( n0 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train passes the slower train in n2 seconds . what is the length of each train ( in meters ) ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
a tank is filled in n0 hours by n1 pipes a , b and c . pipe a is twice as fast as pipe b , and b is twice as fast as c . how much time will pipe b alone take to fill the tank ?	add ( n1 , const_4 ) | divide ( const_2 , #0 ) | divide ( n0 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
the value of a machine depreciates at n0 % per annum . if its present value is rs . n1 , n2 , n5 , at what price should it be sold after two years such that a profit of rs . n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
if a and b are two events such that p ( a ) = n4 / n1 , p ( b ) = n2 / n3 and p ( a n b ) = n4 / n5 , find p ( not a and not b ) .	add ( n0 , n1 ) | lcm ( n1 , n3 ) | add ( n0 , #0 ) | lcm ( n5 , #1 ) | subtract ( #2 , n2 ) | subtract ( #4 , #3 ) | divide ( #5 , #3 )
y and z are in a relay race . y runs the first leg of the course in n0 seconds . z runs the second leg of the course in n1 seconds . what was the average time they took to run a leg of the course ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
in a class of n0 students , n1 enrolled for both english and german . n2 enrolled for german . if the students of the class enrolled for at least one of the two subjects , then how many students enrolled for only english and not german ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n1 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
two trains a and b starting from two points and travelling in opposite directions , reach their destinations n0 hours and n1 hours respectively after meeting each other . if the train a travels at n2 kmph , find the rate at which the train b runs .	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n2 , #1 )
in a flight of n0 km , an aircraft was slowed down due to bad weather . its average speed for the trip was reduced by n1 km / hr and the time of flight increased by n2 minutes . what is the duration of the flight ?	multiply ( n1 , n2 ) | divide ( #0 , const_10 ) | divide ( n0 , #1 )
a club wants to mix n0 pounds of candy worth $ n1 per pound with candy worth $ n4 per pound to reduce the cost of the mixture to $ n3 per pound . how many pounds of the $ n4 per pound candy should be used ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 )
a prison of n3 , n1 inmates has enough food to feed them all for n4 days . after n3 days some of the inmates leave and the food is now enough for the same period of n4 days as before . how many of them left ?	divide ( const_10 , n1 ) | multiply ( n2 , #0 )
the simple interest on a certain sum of money at the rate of n3 % p . a . for n1 years is rs . n2 . at what rate of interest the same amount of interest can be received on the same sum after n3 years ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n0 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
n3 friends went to a hotel and decided to pay the bill amount equally . but n1 of them could pay rs . n4 each as a result n3 th has to pay rs . n4 extra than his share . find the amount paid by him .	multiply ( n1 , n2 ) | add ( n4 , #0 ) | divide ( #1 , n1 ) | add ( n4 , #2 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
n3 friends went to a hotel and decided to pay the bill amount equally . but n1 of them could pay rs . n2 each as a result n3 th has to pay rs . n4 extra than his share . find the amount paid by him .	multiply ( n1 , n2 ) | add ( n4 , #0 ) | divide ( #1 , n1 ) | add ( n4 , #2 )
a rectangular lawn n0 m by n1 m has two roads each n2 m wide running in the middle of it . one parallel to the length and the other parallel to breadth . the cost of graveling the roads at n3 paise per sq meter is ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( #1 , n2 ) | multiply ( n3 , #2 ) | divide ( #3 , const_100 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
the present age of the father is n2 years more than n2 times the age of his son . n2 years hence , father ' s age will be n3 years more than twice the age of the son . find the present age of the father ?	multiply ( const_2 , const_4 ) | add ( n3 , #0 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 ) | divide ( #3 , const_2 ) | multiply ( n0 , #4 ) | add ( n0 , #5 )
last month , john rejected n0 % of the products that he inspected and jane rejected n1 percent of the products that she inspected . if total of n2 percent of the products produced last month were rejected , what fraction of the products did jane inspect ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
of the people who responded to a market survey , n0 preferred brand x and the rest preferred brand y . if the respondents indicated a preference for brand x over brand y by ratio of n1 to n2 , how many people responded to the survey ?	divide ( n0 , n1 ) | add ( n0 , #0 )
pipe a that can fill a tank in an hour and pipe b that can fill the tank in half an hour are opened simultaneously when the tank is empty . pipe b is shut n0 minutes before the tank overflows . when will the tank overflow ?	multiply ( const_1 , const_60 ) | divide ( #0 , const_2 ) | multiply ( #1 , #0 ) | divide ( #2 , #1 ) | divide ( #2 , #0 ) | add ( #3 , #4 ) | multiply ( n0 , #5 ) | divide ( #6 , #4 ) | add ( n0 , #7 ) | subtract ( #8 , const_3 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
if a lends rs . n0 to b at n1 % p . a . and b lends the same sum to c at n2 % p . a . , then the gain of b ( in rs . ) in a period of n3 years is	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | subtract ( #4 , #5 )
two pipes a and b can fill a cistern in n0 and n1 minutes respectively , and a third pipe c can empty it in n2 minutes . how long will it take to fill the cistern if all the three are opened at the same time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_3 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , n3 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
a mathematics teacher tabulated the marks secured by n0 students of n1 th class . the average of their marks was n2 . if the marks secured by reema was written as n3 instead of n4 then find the correct average marks up to two decimal places .	multiply ( n0 , n2 ) | subtract ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n1 . when n2 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
the present age of a father is n2 years more than n2 times the age of his son . n2 years hence , father no_ascii_32 s age will be n3 years more than twice athe age of the son . find the present age of the father .	multiply ( n0 , n3 ) | add ( n0 , #0 )
in a triangle abc , point d is on side ab and point e is on side ac , such that bced is a trapezium . de : bc = n0 : n1 . calculate the ratio of the area of triangle ade and the trapezium bced .	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #1 , #0 ) | divide ( #0 , #2 )
the value of ( ( x no_ascii_77 y ) no_ascii_46 + ( y - z ) no_ascii_46 + ( z no_ascii_77 x ) no_ascii_46 ) / ( n0 ( x no_ascii_77 y ) ( y no_ascii_77 z ) ( z no_ascii_77 x ) ) is equal to :	divide ( const_3 , n0 )
a club wants to mix n0 pounds of candy worth $ n1 per pound with candy worth $ n4 per pound to reduce the cost of the mixture to $ n3 per pound . how many pounds of the $ n4 per pound candy should be used ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 )
of n0 children , n1 are happy , n2 are sad , and n3 are neither happy nor sad . there are n4 boys and n5 girls . if there are n6 happy boys and n7 sad girls , how many boys are neither happy nor sad ?	subtract ( n2 , n7 ) | subtract ( n4 , #0 ) | subtract ( #1 , n6 )
a retail appliance store priced a video recorder at n0 percent above the wholesale cost of $ n1 . if a store employee applied the n2 percent employee discount to the retail price to buy the recorder , how much did the employee pay for the recorder ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( #2 , #4 )
a man engaged a servant on a condition that he ' ll pay rs n0 and also give him a bag at the end of the yr . he served for n1 months and was given a turban and rs n2 . so the price of turban is	divide ( n0 , const_12 ) | multiply ( #0 , const_10 ) | subtract ( #1 , n2 )
for all positive integers m and v , the expression m no_ascii_9 v represents the remainder when m is divided by v . what is the value of ( ( n0 no_ascii_9 n4 ) no_ascii_9 n5 ) - ( n3 no_ascii_9 ( n4 no_ascii_9 n5 ) ) ?	reminder ( n0 , n1 ) | reminder ( n1 , n2 ) | reminder ( #0 , n2 ) | reminder ( n3 , #1 ) | subtract ( #2 , #3 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
water boils at n0 no_ascii_75 f or n1 no_ascii_75 c and ice melts at n2 no_ascii_75 f or n3 no_ascii_75 c . if the temperature of a pot of water is n4 no_ascii_75 c , what is the temperature of the pot of water in no_ascii_75 f ?	subtract ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n4 , #1 ) | add ( n2 , #2 )
a contractor is engaged for n0 days on the condition thathe receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
last month , john rejected n0 % of the products that he inspected and jane rejected n1 percent of the products that she inspected . if total of n2 percent of the products produced last month were rejected , what fraction of the products did jane inspect ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
an owner of a pizza stand sold small slices of pizza for rs . n0 each and large slices for rs . n1 each . one night he sold n2 slices , for a total of rs . n3 lakh . how many small slices were sold ?	multiply ( const_1000 , const_3 ) | subtract ( n2 , #0 )
two good train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 )
in a tree , n4 / n1 of the birds are robins while the rest are bluejays . if n2 / n5 of the robins are female and n4 / n5 of the bluejays are female , what fraction of the birds in the tree are male ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( const_3 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | add ( #4 , #5 )
a mathematics teacher tabulated the marks secured by n0 students of n1 th class . the average of their marks was n2 . if the marks secured by reema was written as n3 instead of n4 then find the correct average marks up to two decimal places .	multiply ( n0 , n2 ) | subtract ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
n0 men took a dip in a water tank n1 m long and n2 m broad on a religious day . if the average displacement of water by a man is n3 m n4 , then the rise in the water level in the tank will be :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
rs n0 is divided into two parts one part is given to a person with n4 % interest and another part is given to a person with n2 % interest . at the end of first year he gets profit n3 find money given by n4 % ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( #2 , n3 ) | divide ( #3 , #0 )
the amount of time that three people worked on a special project was in the ratio of n0 to n1 to n2 . if the project took n3 hours , how many more hours did the hardest working person work than the person who worked the least ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
two identical trains aa and bb running in opposite direction at same speed tale n0 min to cross each other completely . the number of bogies of aa are increased from n1 to n2 . how much more time would they now require to cross each other ?	add ( n1 , n1 ) | multiply ( n0 , const_60 ) | subtract ( n2 , n1 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 )
n0 % of the employees of a company are men . n1 % of the men in the company speak french and n2 % of the employees of the company speak french . what is % of the women in the company who do not speak french ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | subtract ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a student reached his school late by n3 mins by travelling at a speed of n1 kmph . if he had travelled at a speed of n2 kmph , he would have reached his school n3 mins early . what is the distance between house and school ?	divide ( n0 , const_60 ) | multiply ( n1 , n2 ) | subtract ( n2 , n1 ) | add ( #0 , #0 ) | divide ( #1 , #2 ) | multiply ( #3 , #4 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , const_4 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n1 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
of n0 children , n1 are happy , n2 are sad , and n3 are neither happy nor sad . there are n4 boys and n5 girls . if there are n6 happy boys and n7 sad girls , how many boys are neither happy nor sad ?	subtract ( n2 , n7 ) | subtract ( n4 , #0 ) | subtract ( #1 , n6 )
of the diplomats attending a summit conference , n0 speak french , n1 do not speak russian , and n2 % of the diplomats speak neither french nor russian . if n3 % of the diplomats speak both languages , then how many diplomats attended the conference ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
the value of a machine depreciates at n0 % per annum . if its present value is rs . n1 , n2 , n5 , at what price should it be sold after two years such that a profit of rs . n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
a club wants to mix n0 pounds of candy worth $ n1 per pound with candy worth $ n4 per pound to reduce the cost of the mixture to $ n3 per pound . how many pounds of the $ n4 per pound candy should be used ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a type of extra - large suv averages n0 miles per gallon ( mpg ) on the highway , but only n1 mpg in the city . what is the maximum distance , in miles , that this suv could be driven on n2 gallons of gasoline ?	multiply ( n0 , n2 )
a train length n0 m going with speed n1 m / sec another train n2 m long going with speed n3 m / sec . the distance between two train is n4 m . then how much time second train will take to cross the first train ?	add ( n0 , n2 ) | subtract ( n3 , n1 ) | add ( n4 , #0 ) | divide ( #2 , #1 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
in a class of n0 students , n1 enrolled for both english and german . n2 enrolled for german . if the students of the class enrolled for at least one of the two subjects , then how many students enrolled for only english and not german ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n1 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n1 . when n2 x is divided by n3 , the quotient is n5 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
the jogging track in a sports complex is n0 meters in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 )
a type q machine can complete a job in n0 hours and a type b machine can complete the job in n1 hours . how many hours will it take n2 type q machines and n3 type b machines working together and independently to complete the job ?	divide ( const_1 , n0 ) | multiply ( #0 , const_2 ) | multiply ( n3 , #1 )
joshua and jose work at an auto repair center with n0 other workers . for a survey on health care insurance , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that joshua and jose will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | divide ( #4 , #0 )
n3 friends went to a hotel and decided to pay the bill amount equally . but n1 of them could pay rs . n2 each as a result n3 th has to pay rs . n4 extra than his share . find the amount paid by him .	multiply ( n1 , n2 ) | add ( n4 , #0 ) | divide ( #1 , n1 ) | add ( n4 , #2 )
two bullet train s n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time ( in seconds ) which they take to cross each other , is :	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the area of a square field is a square feet and the perimeter is p feet . if n1 a = n1 ( n4 p + n3 ) , what is the perimeter of the field , in feet ? ( here a = a ^ n4 )	multiply ( n3 , const_4 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
of the diplomats attending a summit conference , n0 speak french , n1 do not speak russian , and n2 % of the diplomats speak neither french nor russian . if n3 % of the diplomats speak both languages , then how many diplomats attended the conference ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
in an exam n0 % candidates failed in english and n1 % failed in hindi and n2 % failed in both subjects . if the total number of candidates who passed in english alone is n3 . what is the total number of candidates appeared in exam ?	subtract ( n1 , n2 ) | divide ( const_100 , #0 ) | multiply ( n3 , #1 )
n0 % of the employees of a company are men . n1 % of the men in the company speak french and n2 % of the employees of the company speak french . what is % of the women in the company who do not speak french ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | subtract ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a man , a woman and a boy can together complete a piece of work in n0 days . if a man alone can do it in n1 days and a boy alone in n2 days , how long will a woman take to complete the work ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
the present age of a father is n1 years more than n1 times the age of his son . n2 years hence , father ' s age will be n3 years more than twice the age of the son . find the present age of the father .	multiply ( n2 , const_2 ) | add ( n3 , #0 ) | subtract ( #1 , n2 ) | subtract ( #2 , n0 ) | multiply ( n0 , #3 ) | add ( n0 , #4 ) | subtract ( #5 , const_10 ) | subtract ( #6 , const_1 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
a water tank is three - fifths full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how long will it take to empty or fill the tank completely ?	add ( const_2 , const_3 ) | inverse ( n1 ) | inverse ( n0 ) | divide ( const_4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
the first year , two cows produced n0 litres of milk . the second year their production increased by n1 % and n2 % respectively , and the total amount of milk increased to n3 litres a year . how many litres were milked from one cow ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #2 ) | subtract ( n3 , #4 ) | divide ( #6 , #5 ) | subtract ( n0 , #7 )
the difference between a two digit number and the number obtained by interchanging the digits is n0 . what is the difference between the sum and the difference of the digits of the number if the ratio between the digits of the number is n1 : n2 ?	add ( n2 , const_10 ) | multiply ( n2 , const_10 ) | subtract ( const_3 , n1 ) | add ( n1 , #1 ) | subtract ( #3 , #0 ) | divide ( n0 , #4 ) | multiply ( #5 , #2 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
a train n0 m long is running with a speed of n1 km / hr . in what time will it pass a bus that is running with a speed of n2 km / hr in the direction opposite to that in which the train is going ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
a type r machine can complete a job in n0 hours and a type b machine can complete the job in n1 hours . how many hours will it take n2 type r machines and n3 type b machines working together and independently to complete the job ?	divide ( n2 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
if n0 men and n1 boys can do a piece of work in n2 days while n3 men and n4 boys can do the same in n5 days , the time taken by n6 men and n7 boys in doing the same type of work will be :	add ( n0 , const_4 ) | add ( n2 , n6 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
if n0 men and n1 boys can do a piece of work in n2 days while n3 men and n4 boys can do the same in n5 days , the time taken by n6 men and n7 boys in doing the same type of work will be ?	add ( n0 , const_4 ) | add ( n2 , n6 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
of the n0 cars on a car lot , n1 have air - conditioning , n2 have air bag , and n3 have both air - conditioning and air bag . how many of the cars on the lot have neither air - conditioning nor air bag ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a contractor is engaged for n0 days on the condition thathe receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
in a recent election , james received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than n3 percent of the vote . how many additional votes would james have needed to win the election ?	add ( const_1000 , const_1000 ) | multiply ( const_0.5 , #0 ) | subtract ( #0 , #1 )
if x is to be chosen at random from the integers between n0 to n1 , inclusive , and y is to be chosen at random from the integers between n2 and n3 , inclusive , what is the probability that x + y will be even ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , const_1 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , #4 )
the jogging track in a sports complex is n0 m in circumference . suresh and his wife start from the same point and walk in opposite direction at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	multiply ( n1 , const_1000 ) | multiply ( n2 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , const_60 ) | divide ( n0 , #3 )
a part - time employee whose hourly wage was increased by n0 percent decided to reduce the number of hours worked per week so that the employee ' s total weekly income would remain unchanged . by what percent should the number of hours worked be reduced ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_10 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_100 )
speed of a boat in standing water is n0 kmph and speed of the stream is n1 kmph . a man can rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #2 ) | multiply ( #7 , const_60 ) | add ( #6 , #8 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a case of n4 rolls of paper towels sells for $ n1 . the cost of one roll sold individually is $ n2 . what is the percent r of savings per roll for the n4 - roll package over the cost of n4 rolls purchased individually ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
the cross - section of a tunnel is a trapezium in shape . if the tunnel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of tunnel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | multiply ( #2 , const_10 )
the amounts of time that three secretaries worked on a special project are in the ratio of n0 to n1 to n2 . if they worked a combined total of n3 hours , how many hours did the secretary who worked the longest spend on the project ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
pipe a fills a tank in n0 minutes . pipe b can fill the same tank n1 times as fast as pipe a . if both the pipes are kept open when the tank is empty , how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
n0 welders work at a constant rate they complete an order in n1 days . if after the first day , n2 welders start to work on the other project , how many more days the remaining welders will need to complete the rest of the order ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
speed of a boat in standing water is n0 kmph and speed of the stream is n1 kmph . a man can rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #2 ) | multiply ( #7 , const_60 ) | add ( #6 , #8 )
the jogging track in a sports complex is n0 m in circumference . suresh and his wife start from the same point and walk in opposite direction at n1 km / hr and n2 km / hr respectively . they will meet for the first time in :	multiply ( n1 , const_1000 ) | multiply ( n2 , const_1000 ) | add ( #0 , #1 ) | divide ( #2 , const_60 ) | divide ( n0 , #3 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
a fruit - salad mixture consists of apples , peaches , and grapes in the ratio n0 : n1 : n2 , respectively , by weight . if n3 pounds of the mixture is prepared , the mixture includes how many more pounds of apples than grapes ?	multiply ( n0 , const_2 ) | multiply ( n2 , const_2 ) | subtract ( #0 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
n0 percent of the members of a study group are women , and n1 percent of those women are lawyers . if one member of the study group is to be selected at random , what is the probability that the member selected is a woman lawyer ?	multiply ( const_5 , const_5 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | multiply ( #2 , #3 )
n0 welders work at a constant rate they complete an order in n1 days . if after the first day , n2 welders start to work on the other project , how many more days the remaining welders will need to complete the rest of the order ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
a retail appliance store priced a video recorder at n0 percent above the wholesale cost of $ n1 . if a store employee applied the n2 percent employee discount to the retail price to buy the recorder , how much did the employee pay for the recorder ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( #2 , #4 )
a mathematics teacher tabulated the marks secured by n3 students of n1 th class . the average of their marks was n2 . if the marks secured by reema was written as n3 instead of n4 then find the correct average marks up to two decimal places .	multiply ( n0 , n2 ) | subtract ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
two bullet train s n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time ( in seconds ) which they take to cross each other , is :	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
n3 friends went to a hotel and decided to pay the bill amount equally . but n1 of them could pay rs . n2 each as a result n3 st has to pay rs . n4 extra than his share . find the amount paid by him .	multiply ( n1 , n2 ) | add ( n4 , #0 ) | divide ( #1 , n1 ) | add ( n4 , #2 )
two persons start running simultaneously around a circular track of length n0 m from the same point at speeds of n1 kmph and n2 kmph . when will they meet for the first time any where on the track if they are moving in the opposite direction ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
pipe a fills a tank in n0 minutes . pipe b can fill the same tank n1 times as fast as pipe a . if both the pipes are kept open when the tank is empty , how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
a type of extra - large suv averages n0 miles per gallon ( mpg ) on the highway , but only n1 mpg in the city . what is the maximum distance , in miles , that this suv could be driven on n2 gallons of gasoline ?	multiply ( n0 , n2 )
the jogging track in a sports complex is n0 meters in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
a train is travelling at n0 kmph . it crosses another train having half of its length , travelling in opposite direction at n1 kmph , in n2 seconds . it also passes a railway platform in n3 seconds . what is the length of the platform ?	add ( n0 , n1 ) | divide ( const_3 , const_2 ) | multiply ( n0 , n3 ) | multiply ( #2 , const_0_2778 ) | multiply ( #0 , const_0_2778 ) | multiply ( n2 , #4 ) | divide ( #5 , #1 ) | subtract ( #3 , #6 )
a group of n0 investment bankers and n1 clients recently frequented the bonbon ribs restaurant . the total bill for the meal , including n2 % gratuity , came to $ n3 . on average , how much did the meal of each individual cost before gratuity ?	add ( n2 , const_100 ) | add ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
p , q and r together earn rs . n0 in n1 days . p and r can earn rs . n2 in n3 days . q and r in n4 days can earn rs . n5 . how much amount does r can earn per day ?	divide ( n2 , n3 ) | divide ( n5 , n4 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , n3 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
what no . should be subtracted from x ^ n11 + n6 x n7 no_ascii_73 n8 x + n9 x ^ n11 + n6 x ^ n7 no_ascii_73 n8 x + n9 , if it is to be perfectly divisible by x + n11 x + n11 ?	negate ( n0 ) | multiply ( n3 , #0 ) | power ( #0 , n2 ) | power ( #0 , n0 ) | multiply ( n1 , #2 ) | add ( #4 , #3 ) | subtract ( #5 , #1 ) | add ( n4 , #6 )
the probability that a man will be alive for n6 more yrs is n4 / n2 & the probability that his wife will alive for n6 more yrs is n4 / n5 . the probability that none of them will be alive for n6 more yrs , is	divide ( n1 , n2 ) | divide ( n1 , n5 ) | subtract ( n1 , #0 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 )
if both n5 ^ n9 and n9 ^ n9 are factors of n x ( n11 ^ n5 ) x ( n6 ^ n11 ) x ( n8 ^ n9 ) x ( n10 ^ n11 ) , what is the smallest possible positive value of n ?	multiply ( n0 , n7 ) | multiply ( n1 , #0 ) | add ( #1 , #1 ) | add ( #2 , #1 ) | add ( n7 , #3 ) | add ( #4 , const_4 ) | add ( #5 , const_4 )
jake took a bus from home to market , that travels at n0 kmph . while walking back at n1 kmph , halfway through , he suddenly realized he was getting late and he cycled back the remaining distance in n2 kmph . find the average speed .	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #1 , #2 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a type t machine can complete a job in n0 hours and a type b machine can complete the job in n1 hours . how many hours will it take n2 type t machines and n3 type b machines working together and independently to complete the job ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | inverse ( #0 ) | inverse ( #1 ) | add ( #2 , #3 ) | inverse ( #4 )
two good train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 )
a part - time employee whose hourly wage was increased by n0 percent decided to reduce the number of hours worked per week so that the employee ' s total weekly income would remain unchanged . by what percent should the number of hours worked be reduced ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , n0 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_100 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
speed of a boat in standing water is n0 kmph and speed of the stream is n1 kmph . a man can rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #2 ) | multiply ( #7 , const_60 ) | add ( #6 , #8 )
a merchant sells an item at a n1 % discount , but still makes a gross profit of n1 percent of the cost . what percent e of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
one type of liquid contains n0 % of kerosene , the other contains n1 % of kerosene . p can is filled with n2 parts of the first liquid and n3 parts of the second liquid . find the percentage of the kerosene in the new mixture .	add ( n2 , n3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , #4 ) | multiply ( #5 , #0 )
the ratio of income of anand to that of balu is n0 : n1 and the expenditure of anand to that of balu is n2 : n3 . if at the end of the year , each saves rs , n4 , the income of anand is :	multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | multiply ( n1 , n2 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n2 , #6 ) | add ( n4 , #7 )
in the xy - coordinate plane , the graph of y = - x ^ n0 + n1 intersects line l at ( p , n2 ) and ( t , - n3 ) . what is the least possible value of the slope of line l ?	add ( n1 , n3 ) | add ( n1 , n2 ) | subtract ( n3 , n2 ) | sqrt ( #0 ) | sqrt ( #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
dick and jane each saved $ n0 , n1 in n8 . in n7 dick saved n4 percent more than in n8 , and together he and jane saved a total of $ n6 . approximately what percent less did jane save in n7 than in n8 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
in a tree , n3 / n4 of the birds are parrots while the rest are toucans . if n2 / n3 of the parrots are female and n4 / n5 of the toucans are female , what fraction of the birds in the tree are male ?	divide ( n0 , n1 ) | divide ( n2 , n0 ) | divide ( const_2 , n1 ) | divide ( n0 , n5 ) | subtract ( n2 , #1 ) | subtract ( n2 , #3 ) | multiply ( #0 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , #7 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
the value of a machine depreciates at n4 % per annum . if its present value is rs . n1 , n2 , n5 , at what price should it be sold after two years such that a profit of rs . n4 , n5 is made ?	add ( n0 , const_2 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | sqrt ( const_100 ) | divide ( #3 , const_2 ) | multiply ( #2 , #3 ) | multiply ( #0 , const_100 ) | subtract ( n1 , #1 ) | multiply ( #4 , const_100 ) | multiply ( #7 , #7 ) | multiply ( #6 , #3 ) | multiply ( #8 , const_100 ) | add ( #5 , #11 ) | multiply ( #12 , #9 ) | add ( #13 , #10 )
speed of a boat in standing water is n0 kmph and speed of the stream is n1 kmph . a man can rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #2 ) | multiply ( #7 , const_60 ) | add ( #6 , #8 )
n0 % of the employees of a company are men . n1 % of the men in the company speak french and n2 % of the employees of the company speak french . what is % of the women in the company who do not speak french ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | subtract ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a retail appliance store priced a video recorder at n2 percent above the wholesale cost of $ n1 . if a store employee applied the n2 percent employee discount to the retail price to buy the recorder , how much did the employee pay for the recorder ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | subtract ( #2 , #4 )
a mathematics teacher tabulated the marks secured by n0 students of n1 th class . the average of their marks was n2 . if the marks secured by reema was written as n3 instead of n4 then find the correct average marks up to two decimal places .	multiply ( n0 , n2 ) | subtract ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
in a hostel there were n0 students . to accommodate some more students the average budget is decreased by rupees n1 . but total expenditure increased by rs . n2 . if the total expenditure of the hostel now n3 , find the number of student joined ?	subtract ( n3 , n2 ) | divide ( #0 , n0 ) | subtract ( #1 , n1 ) | divide ( n3 , #2 ) | subtract ( #3 , n0 ) | subtract ( #4 , const_3 )
water boils at n0 no_ascii_75 f or n1 no_ascii_75 c and ice melts at n2 no_ascii_75 f or n3 no_ascii_75 c . if the temperature of a pot of water is n4 no_ascii_75 c , what is the temperature of the pot of water in no_ascii_75 f ?	subtract ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n4 , #1 ) | add ( n2 , #2 )
a train traveling at n0 kms / hr passes a cyclist going in the same direction in n1 secs . if the cyclist had been going in the opposite direction , the train would have passed him in n2 secs . find the length of the train .	add ( n1 , n2 ) | multiply ( n0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n1 , #2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #0 ) | subtract ( #2 , #6 ) | multiply ( n1 , #7 )
mr . bhaskar is on tour and he has rs . n0 for his expenses . if he exceeds his tour by n1 days , he must cut down his daily expenses by rs . n2 . for how many days is mr . bhaskar on tour ?	multiply ( const_3 , const_3 ) | multiply ( #0 , const_2 ) | divide ( n0 , #1 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
a square mirror has exactly half the area of the rectangular wall on which it is hung . if each side of the mirror is n0 inches and the width of the wall is n1 inches , what is the length of the wall , in inches ?	square_area ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n1 )
two pipes a and b can fill a cistern in n0 and n1 minutes respectively , and a third pipe c can empty it in n2 minutes . how long will it take to fill the cistern if all the three are opened at the same time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
there were n0 students in a hostel . if the number of students increases by n1 , the expenses of the mess increase by rs . n2 per day while the average expenditure per head diminishes by re n3 . find the original expenditure of the mess .	add ( n2 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
n1 % of the employees of a company are men . n1 % of the men in the company speak french and n2 % of the employees of the company speak french . what is % of the women in the company who do not speak french ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | subtract ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #4 ) | multiply ( #8 , const_100 )
a hall is n0 meters long and n1 meters wide . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , what is the volume of the hall ( in cubic meters ) ?	rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 ) | volume_rectangular_prism ( n0 , n1 , #3 )
n1 , n1 , n3 , n3 , n5 , n5 , n6 , n7 the mean and the standard deviation of the n11 numbers shown above is n9 and n10 respectively . what percent of the n11 numbers are within n12 standard deviation of the mean ?	subtract ( n8 , const_1 ) | divide ( #0 , n8 ) | multiply ( #1 , const_100 )
the probability that a man will be alive for n6 more yrs is n1 / n2 & the probability that his wife will alive for n6 more yrs is n4 / n5 . the probability that none of them will be alive for n6 more yrs , is	divide ( n1 , n2 ) | divide ( n1 , n5 ) | subtract ( n1 , #0 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a type of extra - large suv averages n0 miles per gallon ( mpg ) on the highway , but only n1 mpg in the city . what is the maximum distance , in miles , that this suv could be driven on n2 gallons of gasoline ?	multiply ( n0 , n2 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a type of extra - large suv averages n0 miles per gallon ( mpg ) on the highway , but only n1 mpg in the city . what is the maximum distance , in miles , that this suv could be driven on n2 gallons of gasoline ?	multiply ( n0 , n2 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a bucket full of nuts was discovered by the crow living in the basement . the crow eats a fifth of the total number of nuts in n0 hours . how many hours in total will it take the crow to finish a quarter of the nuts ?	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #0 ) | divide ( #2 , n0 ) | divide ( #1 , #3 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
two trains a and b starting from two points and travelling in opposite directions , reach their destinations n0 hours and n1 hours respectively after meeting each other . if the train a travels at n2 kmph , find the rate at which the train b runs .	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n2 , #1 )
a bucket full of nuts was discovered by the crow living in the basement . the crow eats a fifth of the total number of nuts in n0 hours . how many hours in total will it take the crow to finish a quarter of the nuts ?	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #0 ) | divide ( #2 , n0 ) | divide ( #1 , #3 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a rectangular lawn of length n0 m by n1 m has two roads running along its center , one along the length and the other along the width . if the width of the roads is n2 m what is the area covered by the two roads ?	rectangle_area ( n0 , n2 ) | rectangle_area ( n1 , n2 ) | add ( #0 , #1 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
a case of n4 rolls of paper towels sells for $ n1 . the cost of one roll sold individually is $ n2 . what is the percent t of savings per roll for the n4 - roll package over the cost of n4 rolls purchased individually ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
speed of a boat in standing water is n0 kmph and speed of the stream is n1 kmph . a man can rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #3 , #4 ) | multiply ( n2 , #2 ) | subtract ( #5 , #2 ) | multiply ( #7 , const_60 ) | add ( #6 , #8 )
for all positive integers m and v , the expression m no_ascii_9 v represents the remainder when m is divided by v . what is the value of ( ( n0 no_ascii_9 n4 ) no_ascii_9 n5 ) - ( n3 no_ascii_9 ( n4 no_ascii_9 n5 ) ) ?	reminder ( n0 , n1 ) | reminder ( n1 , n2 ) | reminder ( #0 , n2 ) | reminder ( n3 , #1 ) | subtract ( #2 , #3 )
an old man distributed all the gold coins he had to his two sons into two different numbers such that the difference between the squares of the two numbers is n0 times the difference between the two numbers . how many coins did the old man have ?	floor ( n0 )
the number x of cars sold each week varies with the price y in dollars according to the equation x = n0 no_ascii_77 n1 y . what would be the total weekly revenue w , in dollars , from the sale of cars priced at $ n2 ?	multiply ( n1 , n2 ) | multiply ( const_1000 , const_1000 ) | multiply ( #1 , const_100 ) | subtract ( n0 , #0 ) | multiply ( n2 , #3 ) | reminder ( #4 , #2 ) | divide ( #5 , const_100 )
in the xy - coordinate plane , the graph of y = - x ^ n0 + n1 intersects line l at ( p , n2 ) and ( t , - n3 ) . what is the least possible value of the slope of line l ?	add ( n1 , n3 ) | add ( n1 , n2 ) | subtract ( n3 , n2 ) | sqrt ( #0 ) | sqrt ( #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n4 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
a part - time employee no_ascii_32 s hourly wage was increased by n0 % . she decided to decrease the number of hours worked per week so that her total income did not change . by approximately what percent should the number of hours worked be decreased ?	add ( n0 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
in a class of n0 students , n1 enrolled for both english and german . n2 enrolled for german . if the students of the class enrolled for at least one of the two subjects , then how many students enrolled for only english and not german ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | subtract ( #1 , n1 )
each of the cucumbers in n0 pounds of cucumbers is composed of n1 % water , by weight . after some of the water evaporates , the cucumbers are now n2 % water by weight . what is the new weight of the cucumbers , in pounds ?	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , n0 )
for all positive integers m and v , the expression m no_ascii_9 v represents the remainder when m is divided by v . what is the value of ( ( n0 no_ascii_9 n4 ) no_ascii_9 n5 ) - ( n3 no_ascii_9 ( n4 no_ascii_9 n5 ) ) ?	reminder ( n0 , n1 ) | reminder ( n1 , n2 ) | reminder ( #0 , n2 ) | reminder ( n3 , #1 ) | subtract ( #2 , #3 )
n0 welders work at a constant rate they complete an order in n1 days . if after the first day , n2 welders start to work on the other project , how many more days the remaining welders will need to complete the rest of the order ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n4 . when n2 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
a no_ascii_32 s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that the race ends in a dead heat ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n2 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
two goods train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( n0 , #2 ) | multiply ( #3 , const_2 )
a fruit - salad mixture consists of apples , peaches , and grapes in the ratio n0 : n1 : n2 , respectively , by weight . if n3 pounds of the mixture is prepared , the mixture includes how many more pounds of apples than grapes ?	multiply ( n0 , const_2 ) | multiply ( n2 , const_2 ) | subtract ( #0 , #1 )
of n0 children , n1 are happy , n2 are sad , and n3 are neither happy nor sad . there are n4 boys and n5 girls . if there are n6 happy boys and n7 sad girls , how many boys are neither happy nor sad ?	subtract ( n2 , n7 ) | subtract ( n4 , #0 ) | subtract ( #1 , n6 )
a rectangular paper , when folded into two congruent parts had a perimeter of n0 cm for each part folded along one set of sides and the same is n1 cm when folded along the other set of sides . what is the area of the paper ?	multiply ( n1 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_2 ) | subtract ( n1 , #3 ) | multiply ( #2 , #4 )
rs n0 is divided into two parts one part is given to a person with n4 % interest and another part is given to a person with n2 % interest . at the end of first year he gets profit n3 find money given by n4 % ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( #2 , n3 ) | divide ( #3 , #0 )
two trains a and b starting from two points and travelling in opposite directions , reach their destinations n0 hours and n1 hours respectively after meeting each other . if the train a travels at n2 kmph , find the rate at which the train b runs .	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n2 , #1 )
if no_ascii_47 + no_ascii_32 means no_ascii_47 no_ascii_62 no_ascii_32 , no_ascii_47 - no_ascii_47 means no_ascii_47 + no_ascii_32 , no_ascii_47 no_ascii_62 no_ascii_32 means no_ascii_47 no_ascii_16 no_ascii_32 and no_ascii_47 no_ascii_16 no_ascii_32 means no_ascii_47 - no_ascii_47 then find the value of ; n0 no_ascii_77 n1 + n2 no_ascii_62 n3 no_ascii_16 n4 =	multiply ( n1 , n2 ) | divide ( #0 , n3 ) | add ( n0 , #1 ) | subtract ( #2 , n4 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 for n4 consecutive months . how much sale must he have in the fifth month so that he gets an average sale of rs . n5 ?	add ( n4 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n5 , #0 ) | add ( n3 , #2 ) | subtract ( #3 , #4 )
a mathematics teacher tabulated the marks secured by n0 students of n1 th class . the average of their marks was n2 . if the marks secured by reema was written as n3 instead of n4 then find the correct average marks up to two decimal places .	multiply ( n0 , n2 ) | subtract ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
john would make the n0 - letter codes with n1 alphabets in condition that the middle letter must be vowel and the first letter and the third letter must be different from each other and both are consonant . how many cases of the codes are there ?	multiply ( const_1 , const_2 )
john took a bus from home to market , that travels at n0 kmph . while walking back at n1 kmph , halfway through , he suddenly realized he was getting late and he cycled back the remaining distance in n2 kmph . find the average speed .	divide ( n2 , const_2 ) | add ( #0 , const_0_25 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a bucket full of nuts was discovered by the crow living in the basement . the crow eats a fifth of the total number of nuts in n0 hours . how many hours in total will it take the crow to finish a quarter of the nuts ?	add ( const_2 , const_3 ) | divide ( const_1 , const_4 ) | divide ( const_1 , #0 ) | divide ( #2 , n0 ) | divide ( #1 , #3 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n1 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a man travelled from the village to the post - office at the rate of n0 kmph and walked back at the rate of n1 kmph . if the whole journey took n2 hours n3 minutes , find the distance of the post - office from the village	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_2 ) | divide ( #3 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , const_2 )
a club wants to mix n0 pounds of candy worth $ n1 per pound with candy worth $ n4 per pound to reduce the cost of the mixture to $ n3 per pound . how many pounds of the $ n4 per pound candy should be used ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #0 , #1 )
of the n0 cars on a car lot , n1 have air - bag , n2 have power windows , and n3 have both air - bag and power windows . how many of the cars on the lot have neither air - bag nor power windows ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent t should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
a report consists of n0 sheets each of n1 lines and each such line consist of n3 characters . this report is retyped into sheets each of n3 lines such that each line consists of n4 characters . the percentage reduction in number of sheets is closest to	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n2 ) | subtract ( n0 , #3 ) | floor ( #4 ) | multiply ( #5 , const_100 ) | divide ( #6 , n0 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
if a is a positive integer , and if the units digit of a ^ n6 is n1 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units z digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
an ore contains n0 % of an alloy that has n1 % iron . other than this , in the remaining n2 % of the ore , there is no iron . how many kilograms of the ore are needed to obtain n3 kg of pure iron ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
take number n6 and then add n1 to it . now add n6 one more time . now add n3 . now add n6 one more time . now add n5 . now add n6 one more time . now add n7 . what is the total ?	add ( n0 , n0 ) | add ( n1 , n3 ) | add ( n0 , #0 ) | add ( n5 , #1 ) | add ( n0 , #2 ) | add ( n7 , #3 ) | add ( #4 , #5 )
n3 friends went to a hotel and decided to pay the bill amount equally . but n1 of them could pay rs . n2 each as a result n3 th has to pay rs . n4 extra than his share . find the amount paid by him .	multiply ( n1 , n2 ) | add ( n4 , #0 ) | divide ( #1 , n1 ) | add ( n4 , #2 )
of the people who responded to a market survey , n0 preferred brand x and the rest preferred brand y . if the respondents indicated a preference for brand x over brand y by ratio of n1 to n2 , how many people responded to the survey ?	divide ( n0 , n1 ) | add ( n0 , #0 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a and b can do a work in n0 days , b and c can do the same work in n1 days . a , b and c together can finish it in n2 days . a and c together will do it in how many days ?	divide ( n0 , const_2 ) | add ( #0 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , n2 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
the price of n0 pants and n1 t - shirts is rs . n2 . with the same money one can buy n3 pant and n4 t - shirts . if one wants to buy n5 t - shirts , how much shall she have to pay ?	subtract ( n4 , n1 ) | subtract ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | add ( n1 , #3 ) | divide ( n2 , #4 ) | multiply ( n5 , #5 )
of n0 children , n1 are happy , n2 are sad , and n3 are neither happy nor sad . there are n4 boys and n5 girls . if there are n6 happy boys and n7 sad girls , how many boys are neither happy nor sad ?	subtract ( n2 , n7 ) | subtract ( n4 , #0 ) | subtract ( #1 , n6 )
an old man distributed all the gold coins he had to his two sons into two different numbers such that the difference between the squares of the two numbers is n0 times the difference between the two numbers . how many coins did the old man have ?	floor ( n0 )
the simple interest on a certain sum of money at the rate of n3 % p . a . for n1 years is rs . n2 . at what rate of interest the same amount of interest can be received on the same sum after n3 years ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | divide ( n0 , const_100 ) | divide ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_100 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
the amount of time that three people worked on a special project was in the ratio of n0 to n1 to n2 . if the project took n3 hours , how many more hours did the hardest working person work than the person who worked the least ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
nick took a bus from home to market , that travels at n0 kmph . while walking back at n1 kmph , halfway through , he suddenly realized he was getting late and he cycled back the remaining distance in n2 kmph . find the average speed .	inverse ( n2 ) | inverse ( n0 ) | divide ( #0 , const_2 ) | add ( #2 , #1 ) | inverse ( #3 )
n0 men took a dip in a water tank n1 m long and n2 m broad on a religious day . if the average displacement of water by a man is n3 m n4 , then the rise in the water level in the tank will be :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
water boils at n0 no_ascii_75 f or n1 no_ascii_75 c and ice melts at n2 no_ascii_75 f or n3 no_ascii_75 c . if the temperature of a pot of water is n4 no_ascii_75 c , what is the temperature of the pot of water in no_ascii_75 f ?	subtract ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( n4 , #1 ) | add ( n2 , #2 )
a jogger running at n0 km / hr along side a railway track is n2 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
the probability that a man will be alive for n6 more yrs is n4 / n2 & the probability that his wife will alive for n6 more yrs is n4 / n5 . the probability that none of them will be alive for n6 more yrs , is	divide ( n1 , n2 ) | divide ( n1 , n5 ) | subtract ( n1 , #0 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 )
a man spends n0 / n1 of his salary on house rent , n2 / n3 of his salary on food , and n4 / n5 of his salary on conveyance . if he has rs n6 left with him , find his expenditure on food and conveyance	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n4 , #4 ) | divide ( n6 , #5 ) | multiply ( #6 , #1 ) | multiply ( #6 , #2 ) | add ( #7 , #8 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n4 . when n4 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
a water tank is two - fifth full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how long will it take to empty or fill the tank completely ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( const_1 , #4 ) | multiply ( #3 , #5 )
speed of a boat in still water is n0 km / hr and speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point the total time taken by him is .	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_60 ) | multiply ( #5 , const_100 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n4 . when n5 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
n0 does not occur in n1 . so we have to count the number of times it appears between n4 and n5 . any number between n4 and n5 can be expressed in the form of xyz where n6 < x , y , z < n7 .	multiply ( n7 , n7 ) | multiply ( n7 , const_3 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_2 ) | add ( #2 , #3 ) | add ( #4 , const_3 )
if a is a positive integer , and if the units digit of a ^ n6 is n1 and the units digit of ( a + n2 ) ^ n6 is n4 , what is the units d digit of ( a + n6 ) ^ n6 ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | power ( #1 , n0 )
in an entrance exam , n0 marks is awarded for every correct answer and ( - n1 ) for every wrong answer . if a student gets n2 marks after attempting all questions , find the number of questions answered correctly if the total questions were n3 .	add ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 ) | subtract ( n3 , #3 )
a person buys n4 local tickets for rs n1 . each first class ticket costs rs n2 and each second class ticket costs rs n3 . what will another lot of n4 tickets in which the numbers of first class and second class tickets are interchanged cost ?	multiply ( n0 , n3 ) | multiply ( n2 , n2 ) | subtract ( n2 , n3 ) | subtract ( n1 , #0 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 ) | add ( #5 , #1 )
a contractor is engaged for n0 days on the condition thathe receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , n3 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
a part - time employee whose hourly wage was decreased by n0 percent decided to increase the number of hours worked per week so that the employee ' s total income did not change . by what percent q should the number of hours worked be increased ?	multiply ( const_10 , const_4 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 ) | divide ( #0 , #3 ) | subtract ( #4 , const_4 ) | divide ( #5 , const_4 ) | multiply ( #6 , const_100 )
pipe b that can fill a tank in an hour and pipe a that can fill the tank in half an hour are opened simultaneously when the tank is empty . pipe a is shut n0 minutes before the tank overflows . when will the tank overflow ?	divide ( const_1 , const_2 ) | multiply ( const_1 , const_60 ) | divide ( const_1 , #1 ) | multiply ( #0 , const_60 ) | divide ( const_1 , #3 ) | multiply ( n0 , #2 ) | add ( #4 , #2 ) | subtract ( const_1 , #5 ) | divide ( #7 , #6 ) | add ( n0 , #8 )
if xerox paper costs n0 cents a sheet and a buyer gets n1 % discount on all xerox paper one buys after the first n2 papers and n3 % discount after first n4 papers , how much will it cost to buy n5 sheets of xerox paper ?	divide ( const_1 , n1 ) | subtract ( n4 , n2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #1 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
n1 men took a dip in a water tank n1 m long and n2 m broad on a religious day . if the average displacement of water by a man is n3 m n4 , then the rise in the water level in the tank will be :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
a man , a woman and a boy can together complete a piece of work in n0 days . if a man alone can do it in n1 days and a boy alone in n2 days , how long will a woman take to complete the work ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
a tiger is chasing its prey at a constant speed . it entire body passes a blade of grass in n0 second . it then runs above a fallen tree trunk that is n1 meters long in n2 seconds . what is the length of the tiger ?	subtract ( n2 , n0 ) | divide ( n1 , #0 )
the total cost of a vacation was divided among n0 people . if the total cost of the vacation had been divided equally among n1 people , the cost per person would have been $ n2 less . what was the total cost cost of the vacation ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #2 , #0 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
dawson and henry are in a relay race . dawson runs the first leg of the course in n0 seconds . henry runs the second leg of the course in n1 seconds . what was the average time they took to run a leg of the course ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a rectangular paper when folded into two congruent parts had a perimeter of n0 cm foer each part folded along one set of sides and the same is n1 cm . when folded along the other set of sides . what is the area of the paper ?	multiply ( const_10 , const_2 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_10 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
the length of a rectangle is increased to n0 times its original size and its width is increased to n1 times its original size . if the area of the new rectangle is equal to n2 square meters , what is the area of the original rectangle ?	multiply ( const_2 , const_3 ) | divide ( n2 , #0 )
two good train each n0 m long , are running in opposite directions on parallel tracks . their speeds are n1 km / hr and n2 km / hr respectively . find the time taken by the slower train to pass the driver of the faster one .	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | inverse ( #1 ) | multiply ( n0 , #2 ) | multiply ( #3 , const_2 )
the amount of time that three people worked on a special project was in the ratio of n0 to n1 to n2 . if the project took n3 hours , how many more hours did the hardest working person work than the person who worked the least ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
a and b started a business jointly a ' s investment was thrice the investment of b and the period of his investment was two times the period of investment of b . if b received rs . n0 as profit , then their total profit is ?	multiply ( const_2 , const_3 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
two pipes can fill a tank in n1 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
in a tree , n4 / n1 of the birds are parrots while the rest are toucans . if n2 / n4 of the parrots are female and n4 / n5 of the toucans are female , what fraction of the birds in the tree are male ?	divide ( n0 , n1 ) | divide ( n2 , n0 ) | divide ( const_2 , n1 ) | divide ( n0 , n5 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #0 , #4 ) | multiply ( #2 , #5 ) | add ( #6 , #7 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
the amount of time that three people worked on a special project was in the ratio of n0 to n1 to n2 . if the project took n3 hours , how many more hours did the hardest working person work than the person who worked the least ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 ) | multiply ( n0 , #2 ) | subtract ( #3 , #4 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n1 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
a man bought n0 crates of mangoes for $ n1 total . if he lost n2 of the crates , at what price would he have to sell each of the remaining crates in order to earn a total profit of n3 percent of the total cost ?	divide ( n3 , const_100 ) | subtract ( n0 , n2 ) | multiply ( n1 , #0 ) | add ( n1 , #2 ) | divide ( #3 , #1 )
if a wholesaler distributes items to several outlets ( a , b , c and d ) in the ratio of n6 / n1 : n6 / n3 : n6 / n5 : n6 / n7 , then find the total number of items the wholesaler distributes ?	add ( const_3 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( n5 , const_4 ) | add ( #1 , const_100 ) | add ( #0 , #2 ) | add ( #3 , #4 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
a hall is n0 meters long and n1 meters wide . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , what is the volume of the hall ( in cubic meters ) ?	rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 ) | volume_rectangular_prism ( n0 , n1 , #3 )
two train each n0 m long , are running in opposite directions on parallel tracks . if their speeds are n1 km / hr and n2 km / hr respectively , the time taken by the slower train to pass the driver of the faster one is ?	add ( n1 , n2 ) | multiply ( #0 , const_0_2778 ) | divide ( n0 , #1 )
n4 men went to a hotel . n1 of them spent rs . n2 each over their meals and the ninth spent rs . n3 more than the average expenditure of all the n4 . determine the total money spent by them ? a . rs . n5	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , const_1 ) | add ( #0 , #1 ) | divide ( #3 , #2 ) | add ( #4 , #1 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
marla is hanging a banner diagonally across a rectangular room . the length of the room is n0 feet shorter than its width . if the total area of the room is n1 square feet , what is the length of the banner ( in feet ) ?	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n0 , #3 ) | divide ( #4 , const_2 ) | power ( #5 , const_2 ) | subtract ( #5 , n0 ) | power ( #7 , const_2 ) | add ( #8 , #6 ) | sqrt ( #9 )
a baker makes chocolate cookies and peanut cookies . his recipes allow him to make chocolate cookie in batches of n0 and peanut cookies in batches of n1 . if he makes exactly n2 cookies , what is the minimum number of chocolate chip cookies he makes ?	add ( n0 , n1 ) | reminder ( n2 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 )
a baker makes chocolate cookies and peanut cookies . his recipes allow him to make chocolate cookie in batches of n0 and peanut cookies in batches of n1 . if he makes exactly n2 cookies , what is the minimum number of chocolate chip cookies he makes ?	add ( n0 , n1 ) | reminder ( n2 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , #0 ) | multiply ( n0 , #3 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
rs n0 is divided into two parts one part is given to a person with n4 % interest and another part is given to a person with n2 % interest . at the end of first year he gets profit n3 find money given by n4 % ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( #2 , n3 ) | divide ( #3 , #0 )
imagine an analog clock set to n0 o ' clock . note that the hour and minute hands overlap . how many times each day do both the hour and minute hands overlap ? how would you determine the exact times of the day that this occurs ?	subtract ( n0 , const_1 ) | multiply ( #0 , const_2 )
in a tree , n2 / n5 of the birds are robins while the rest are bluejays . if n2 / n4 of the robins are female and n4 / n5 of the bluejays are female , what fraction of the birds in the tree are male ?	divide ( n4 , n1 ) | divide ( n4 , n3 ) | divide ( n3 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | add ( #4 , #5 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
in n6 , the profits of company n were n1 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
last month , john rejected n0 % of the products that he inspected and jane rejected n1 percent of the products that she inspected . if total of n2 percent of the products produced last month were rejected , what fraction of the products did jane inspect ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
joshua and jose work at an auto repair center with n0 other workers . for a survey on health care insurance , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that joshua and jose will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | divide ( #4 , #0 )
of the people who responded to a market survey , n0 preferred brand x and the rest preferred brand y . if the respondents indicated a preference for brand x over brand y by ratio of n1 to n2 , how many people responded to the survey ?	divide ( n0 , n1 ) | add ( n0 , #0 )
p , q and r together earn rs . n0 in n1 days . p and r can earn rs . n2 in n3 days . q and r in n4 days can earn rs . n5 . how much amount does r can earn per day ?	divide ( n2 , n3 ) | divide ( n5 , n4 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a man , a woman and a boy can together complete a piece of work in n0 days . if a man alone can do it in n1 days and a boy alone in n2 days , how long will a woman take to complete the work ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
the jogging track in a sports complex is n0 m in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 ) | divide ( n0 , const_1000 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
in a party , there are rows arranged with n0 and n4 chairs and there were n2 left in all the cases . when there were n3 rows . there were no chair left . if n4 chairs were added . then what will be the reminder ?	subtract ( n3 , n2 )
the amounts of time that three secretaries worked on a special project are in the ratio of n0 to n1 to n2 . if they worked a combined total of n3 hours , how many hours did the secretary who worked the longest spend on the project ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
in a company of n0 employees , n1 are females . a total of n2 employees have advanced degrees and the rest have a college degree only . if n3 employees are males with a college degree only , how many employees are females with advanced degrees ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 )
a case of n4 rolls of paper towels sells for $ n1 . the cost of one roll sold individually is $ n2 . what is the percent q of savings per roll for the n4 - roll package over the cost of n4 rolls purchased individually ?	divide ( n1 , n0 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 )
two bullet train s n0 m and n1 m long run at the speed of n2 km / hr and n3 km / hr respectively in opposite directions on parallel tracks . the time ( in seconds ) which they take to cross each other , is :	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
n0 men took a dip in a water tank n1 m long and n2 m broad on a religious day . if the average displacement of water by a man is n3 m n4 , then the rise in the water level in the tank will be :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
set a contains all the even numbers between n0 and n1 inclusive . set b contains all the even numbers between n2 and n3 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ?	subtract ( n1 , n0 ) | subtract ( n2 , n0 ) | divide ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
in n6 , the profits of company n were n4 percent of revenues . in n5 , the revenues of company n fell by n3 percent , but profits were n4 percent of revenues . the profits in n5 were what percent of the profits in n6 ?	divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n4 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
an old man distributed all the gold coins he had to his two sons into two different numbers such that the difference between the squares of the two numbers is n0 times the difference between the two numbers . how many coins did the old man have ?	floor ( n0 )
the cross - section of a cannel is a trapezium in shape . if the cannel is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of cannel is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , n1 ) | divide ( #3 , const_2 )
n0 investors , a , b , and c , divide the profits from a business enterprise in the ratio of n1 : n2 : n3 , respectively . if investor a earned $ n4 , how much money did investors b and c earn in total ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n2 , #1 ) | divide ( n1 , #1 ) | divide ( n3 , #1 ) | divide ( n4 , #3 ) | multiply ( #2 , #5 ) | multiply ( #4 , #5 ) | add ( #6 , #7 ) | divide ( #8 , const_1000 ) | divide ( #9 , const_2 ) | add ( #10 , const_0_25 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
joshua and jose work at an auto repair center with n2 other workers . for a survey on health care insurance , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that joshua and jose will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | divide ( #4 , #0 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
in a company of n0 employees , n1 are females . a total of n2 employees have advanced degrees and the rest have a college degree only . if n3 employees are males with a college degree only , how many employees are females with advanced degrees ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | subtract ( n2 , #1 )
n0 machines operating independently , simultaneously , and at the same constant rate can fill a certain production order in n1 hours . if one additional machine were used under the same operating conditions , in how manyfewerhours of simultaneous operation could the production order be fulfilled ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | subtract ( n1 , #2 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
each factor of n0 is inscribed on its own plastic ball , and all of the balls are placed in a jar . if a ball is randomly selected from the jar , what is the probability that the ball is inscribed with a multiple of n1 ?	choose ( n1 , const_1 ) | power ( const_3 , const_2 ) | divide ( #0 , n1 ) | divide ( #2 , #1 )
two pipes can fill a tank in n0 minutes and n1 minutes . an outlet pipe can empty the tank in n2 minutes . if all the pipes are opened when the tank is empty , then how many minutes will it take to fill the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
n0 welders work at a constant rate they complete an order in n1 days . if after the first day , n2 welders start to work on the other project , how many more days the remaining welders will need to complete the rest of the order ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | divide ( const_1 , #0 ) | multiply ( n0 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
a man spends n0 / n1 of his salary on house rent , n2 / n3 of his salary on food and n4 / n5 of his salary on conveyance . if he has $ n6 left with him , find his expenditure on food and conveyance .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n4 , #4 ) | divide ( n6 , #5 ) | multiply ( #6 , #1 ) | multiply ( #6 , #2 ) | add ( #7 , #8 )
pipe x that can fill a tank in an hour and pipe y that can fill the tank in half an hour are opened simultaneously when the tank is empty . pipe y is shut n0 minutes before the tank overflows . when will the tank overflow ?	add ( const_1 , const_2 ) | multiply ( const_1 , const_60 ) | divide ( n0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #3 , #0 ) | add ( #4 , #2 ) | multiply ( #5 , const_60 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 kmph . a man rows to a place at a distance of n2 km and comes back to the starting point . the total time taken by him is :	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
of the people who responded to a market survey , n0 preferred brand x and the rest preferred brand y . if the respondents indicated a preference for brand x over brand y by ratio of n1 to n2 , how many people responded to the survey ?	divide ( n0 , n1 ) | add ( n0 , #0 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
a type of extra - large suv averages n0 miles per gallon ( mpg ) on the highway , but only n1 mpg in the city . what is the maximum distance , in miles , that this suv could be driven on n2 gallons of gasoline ?	multiply ( n0 , n2 )
a survey was sent to n0 customers , n1 of whom responded . then the survey was redesigned and sent to another n2 customers , n3 of whom responded . by approximately what percent did the response rate increase from the original survey to the redesigned survey ?	divide ( n3 , n2 ) | divide ( n1 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_100 ) | floor ( #3 )
the jogging track in a sports complex is n0 meters in circumference . deepak and his wife start from the same point and walk in opposite directions at n1 km / hr and n2 km / hr respectively . they will meet for the first time in ?	add ( n1 , n2 )
find the annual dividend received by nishita from n0 preferred shares and n1 common shares both of par value rs . n2 each if the dividend paid on preferred shares is n3 % and semi - annual dividend of n4 no_ascii_49 % is declared on common shares .	divide ( const_1 , const_2 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( n4 , #0 ) | multiply ( n3 , #1 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | divide ( #6 , const_100 ) | add ( #5 , #7 ) | add ( #8 , #7 )
a hall is n1 meters long and n1 meters wide . if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls , what is the volume of the hall ( in cubic meters ) ?	rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 ) | volume_rectangular_prism ( n0 , n1 , #3 )
the length of the rectangular field is double its width . inside the field there is square shaped pond n0 m long . if the area of the pond is n1 / n2 of the area of the field . what is the length of the field ?	inverse ( const_2 ) | square_area ( n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 ) | sqrt ( #3 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of one metre is left from all sides of the boundary of the garden . the length of the garden is	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of one metre is left from all sides of the boundary of the garden . the length of the garden is	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
according to the direction on a can of frozen orange juice concentrate is to be mixed with n0 cans of water to make orange juice . how many n1 - ounce cans of the concentrate are required to prepare n2 n3 - ounce servings of orange juice ?	divide ( n2 , const_10 ) | multiply ( n2 , n3 ) | divide ( #1 , #0 )
one - third of rahul no_ascii_32 s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 as total savings , how much has he saved in public provident fund ?	add ( const_2 , const_3 ) | multiply ( const_100 , const_1000 ) | multiply ( n0 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #0 ) | subtract ( #3 , #4 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a contractor is engaged for n0 days on the condition thathe receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n1 . when n4 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
a circular road runs around a circular garden . if the sum of the circumferences of the inner and outer circles is n0 metres and the radius of the inner circle is one - third of the outer circle , then the width of the road is :	divide ( n0 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_4 )
a , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , n3 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
a & b started a partnership business . a ' s investment was thrice the investment of b and the period of his investment was two times the period of investments of b . if b received rs n0 as profit , what is their total profit ?	multiply ( const_1 , const_1 ) | multiply ( const_2 , const_3 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | divide ( n0 , #3 )
if x is to be chosen at random from the integers between n0 to n1 , inclusive , and y is to be chosen at random from the integers between n2 and n3 , inclusive , what is the probability that x + y will be even ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | subtract ( n1 , n0 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , #4 )
a merchant sells an item at a n1 % discount , but still makes a gross profit of n1 percent of the cost . what percent p of the cost would the gross profit on the item have been if it had been sold without the discount ?	subtract ( const_100 , n0 ) | subtract ( #0 , n1 ) | subtract ( const_100 , #1 )
in a tree , n4 / n1 of the birds are robins while the rest are bluejays . if n2 / n4 of the robins are female and n4 / n5 of the bluejays are female , what fraction of the birds in the tree are male ?	divide ( n0 , n1 ) | divide ( n0 , n5 ) | divide ( n5 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | add ( #4 , #5 )
joshua and jose work at an auto repair center with n1 other workers . for a survey on health care insurance , n1 of the n2 workers will be randomly chosen to be interviewed . what is the probability that joshua and jose will both be chosen ?	factorial ( n2 ) | factorial ( n1 ) | factorial ( n0 ) | multiply ( #1 , #2 ) | divide ( #0 , #3 ) | divide ( #4 , #0 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
a farmer wishes to start a n0 square metres rectangular vegetable garden . since he has only n1 m barbed wire , he fences three sides of the garden letting his house compound wall act as the fourth side fencing . the dimension of the garden is :	divide ( n1 , const_3 ) | divide ( n0 , #0 )
two mixtures of a and b have a and b in the ratio n2 : n1 and n2 : n5 . in what proportion should these two mixtures be mixed to get a new mixture in which the ration of a to b is n4 : n5 ?	add ( n3 , n4 ) | add ( n0 , n3 ) | divide ( n0 , n4 ) | divide ( n4 , #0 ) | divide ( const_3 , #1 ) | subtract ( #3 , #4 ) | subtract ( #2 , #3 ) | divide ( #5 , #6 )
n4 persons went to a hotel for taking their meals . n3 of them spent rs . n2 each on their meals and the ninth spent rs . n3 more than the average expenditure of all the n4 . what was the total money spent by them .	add ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
a jogger running at n0 km / hr along side a railway track is n1 m ahead of the engine of a n2 m long train running at n3 km / hr in the same direction . in how much time will the train pass the jogger ?	add ( n1 , n2 ) | divide ( const_10 , const_2 ) | subtract ( n3 , n0 ) | divide ( #2 , const_2 ) | divide ( #1 , #3 ) | multiply ( #4 , #2 ) | divide ( #0 , #5 )
when positive integer x is divided by n0 , the quotient is y and the remainder is n4 . when n2 x is divided by n3 , the quotient is n4 y and the remainder is n5 . what is the value of n6 y no_ascii_77 x ?	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | multiply ( n6 , #5 ) | multiply ( n0 , #5 ) | add ( n1 , #7 ) | subtract ( #6 , #8 )
a fruit - salad mixture consists of apples , peaches , and grapes in the ratio n0 : n1 : n2 , respectively , by weight . if n3 pounds of the mixture is prepared , the mixture includes how many more pounds of apples than grapes ?	multiply ( n0 , const_2 ) | multiply ( n2 , const_2 ) | subtract ( #0 , #1 )
two pipes a and b can fill a cistern in n0 and n1 minutes respectively , and a third pipe c can empty it in n2 minutes . how long will it take to fill the cistern if all the three are opened at the same time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #5 )
the total cost of a vacation was divided among n0 people . if the total cost of the vacation had been divided equally among n1 people , the cost per person would have been $ n2 less . what was the total cost cost of the vacation ?	multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #2 , #0 )
an association of mathematics teachers has n0 members . only n1 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n2 percent of the votes cast ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
the probability that a man will be alive for n6 more yrs is n1 / n2 & the probability that his wife will alive for n6 more yrs is n4 / n5 . the probability that none of them will be alive for n6 more yrs , is	divide ( n4 , n2 ) | divide ( n1 , n5 ) | subtract ( n1 , #0 ) | subtract ( n1 , #1 ) | multiply ( #2 , #3 )
in the fifth grade at parkway elementary school there are n0 students . n1 students are boys and n2 students are playing soccer . n3 % of the students that play soccer are boys . how many girl student are in parkway that is not playing soccer ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n2 , #2 ) | subtract ( #1 , #3 )
in a recent election , james received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than n3 percent of the vote . how many additional votes would james have needed to win the election ?	add ( const_1000 , const_1000 ) | multiply ( const_0.5 , #0 ) | subtract ( #0 , #1 )
a , b and c can do a piece of work in n1 days , n1 days and n2 days respectively . they began the work together but c left n3 days before the completion of the work . in how many days was the work completed ?	add ( const_2 , const_3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( const_2 , n3 ) | add ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( const_1 , #5 ) | multiply ( n3 , #4 ) | add ( #4 , #6 ) | subtract ( const_1 , #7 ) | divide ( #9 , #8 ) | add ( n3 , #10 )
two vessels a and b contain spirit and water in the ratio n5 : n1 and n2 : n3 respectively . find the ratio in which these mixtures be mixed to obtain a new mixture in vessel c containing spirit and water in the ratio n4 : n5 ?	add ( n1 , n2 ) | divide ( n2 , #0 )
a water tank is one - fifth full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how many minutes will it take to empty or fill the tank completely ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( const_1 , #4 ) | multiply ( #3 , #5 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
in a urban village of india named ` ` owlna ' ' , n0 % people have refrigerator , n1 % people have television , n2 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
at steel factory , each employee working the second shift produced n0 / n2 as many widgets as each employee working the first shift . if the first shift has n2 / n3 as many employees , what fraction of the total widgets did the second shift produce ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | add ( n1 , #1 ) | divide ( #1 , #2 )
diana works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
by weight , liquid x makes up n0 percent of solution a and n1 percent of solution b . if n2 grams of solution a are mixed with n3 grams of solution b , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_1000 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
n0 % of major airline companies equip their planes with wireless internet access . n1 % of major airlines offer passengers free on - board snacks . what is the greatest possible percentage of major airline companies that offer both wireless internet and free on - board snacks ?	multiply ( n0 , const_1 )
john distributes his pencil among his n0 friends rose , mary , ranjan , and rohit in the ratio n7 / n2 : n7 / n6 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
a cylinder with n0 meter radius and n1 meter height is filled to capacity with water . if the content of the cylinder is used to fill several smaller cylinders of n2 meter diameter and n3 meter height , how many smaller cylinders will be filled to capacity ?	volume_cylinder ( n0 , n1 ) | volume_cylinder ( const_2 , n3 ) | divide ( #0 , #1 )
caleb and kyle built completed the construction of a shed in n0 and half days . if they were to work separately , how long will it take each for each of them to build the shed , if it will take caleb n1 day earlier than kyle ?	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | add ( n1 , #0 ) | multiply ( #1 , #0 ) | add ( #2 , #3 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
a boy traveled from the village to the post - office at the rate of n0 kmph and walked back at the rate of n1 kmph . if the whole journey took n2 hours n3 minutes , find the distance of the post - office from the village .	add ( n0 , n1 ) | divide ( n3 , const_60 ) | multiply ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #0 ) | multiply ( #3 , #5 ) | divide ( #6 , const_2 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
an outlet pipe empties a tank which is full in n0 hours . if the inlet pipe is kept open , which lets water in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
in a college , n0 % of total n1 arts students are locals . n2 % of students from n3 science students are locals and n4 % of total n5 commerce students are locals . what is the total percentage of locals from arts , science and commerce .	divide ( n0 , n3 ) | divide ( n2 , n3 ) | divide ( n4 , n3 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n5 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
a rectangular lawn of length n0 m by n1 m has two roads running along its center , one along the length and the other along the width . if the width of the roads is n2 m what is the area t covered by the two roads ?	rectangle_area ( n0 , n2 ) | rectangle_area ( n1 , n2 ) | add ( #0 , #1 )
a library branch originally contained n0 volumes , n1 % of which were fiction novels . n4 / n5 of the volumes were transferred to another location and n4 / n5 of the volumes transferred were fiction novels . what percent of the remaining collection was fiction novels ?	divide ( n1 , const_100 ) | divide ( n2 , n5 ) | divide ( n2 , n3 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
mary works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
in a certain quiz that consists of n2 questions , each question after the first is worth n1 points more than the preceding question . if the n2 questions on the quiz are worth a total of n3 points , how many points is the third question worth ?	divide ( n3 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | add ( #0 , #2 )
john distributes his pencil among his n6 friends rose , mary , ranjan , and rohit in the ratio n7 / n4 : n7 / n4 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
in a certain candy store , n0 % of the customers are caught sampling the candy and are charged a small fine , but n1 % of the customers who sample the candy are not caught . what is the total percent of all customers who sample candy ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
a water tank is four - fifths full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how many minutes will it take to empty or fill the tank completely ?	add ( const_2 , const_3 ) | inverse ( n1 ) | inverse ( n0 ) | divide ( const_4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage lesser than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a man no_ascii_21 no_ascii_15 no_ascii_38 s current age is ( n4 / n1 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n3 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #4 , #3 )
an outlet pipe empties a tank which is full in n0 hours . if the inlet pipe is kept open , which lets liquid in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is :	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
teas worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs n5 per kg , the price of the third variety per kg will be ?	add ( n2 , n2 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n4 )
if in a box of dimensions n0 m * n1 m * n2 m smaller boxes of dimensions n3 cm * n4 cm * n5 cm are kept in it , then what will be the maximum number of the small boxes that can be kept in it ?	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , #3 ) | multiply ( #1 , #2 ) | multiply ( #0 , #5 ) | divide ( #4 , #6 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , n0 ) | multiply ( const_2 , n0 ) | multiply ( #0 , n0 ) | add ( #1 , #2 ) | add ( #3 , n0 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
a man spends n0 / n1 of his salary on house rent , n2 / n3 of his salary on food and n4 / n5 of his salary on conveyence . if he has rs . n6 left with him , find his expenditure on food and conveyence .	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n4 , #4 ) | divide ( n6 , #5 ) | multiply ( #6 , #1 ) | multiply ( #6 , #2 ) | add ( #7 , #8 )
in a urban village of india named ` ` owlna ' ' , n0 % people have refrigerator , n1 % people have television , n2 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
two cyclist start on a circular track from a given point but in opposite direction with speeds of n0 m / s and n1 m / s . if the circumference of the circle is n2 meters , after what time will they meet at the starting point ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the main line train starts at n0 am and the harbor line train starts at n1 am . each train has the frequency of n2 minutes . if a guy goes in the morning at a random time what is the probability of he getting main line train ?	subtract ( n2 , const_2 ) | divide ( #0 , n2 )
each of the three people individually can complete a certain job in n0 , n1 , and n2 hours , respectively . what is the lowest fraction of the job that can be done in n3 hour by n4 of the people working together at their respective rates ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 )
teas worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs n5 per kg , the price of the third variety per kg will be ?	add ( n2 , n2 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n4 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
if a / b = n0 / n6 , b / c = n4 / n6 , c / d = n4 , d / e = n8 / n6 and e / f = n7 / n8 , then what is the value of abc / def ?	multiply ( n2 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n1 , n1 ) | multiply ( n2 , n2 ) | multiply ( n7 , #0 ) | multiply ( n5 , #1 ) | multiply ( n2 , #2 ) | multiply ( n2 , #3 ) | multiply ( n5 , #4 ) | multiply ( n1 , #1 ) | divide ( #5 , #6 ) | divide ( #7 , #8 ) | divide ( #9 , #10 ) | multiply ( #12 , #13 ) | multiply ( #11 , #14 )
one day a car rental agency rented n0 / n4 of its cars , including n4 / n3 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
n0 % of major airline companies equip their planes with wireless internet access . n1 % of major airlines offer passengers free on - board snacks . what is the greatest possible percentage of major airline companies that offer both wireless internet and free on - board snacks ?	multiply ( n0 , const_1 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
a certain sum of money is divided among a , b and c so that for each rs . a has n0 paisa , b has n1 paisa and c n3 paisa . if c ' s share is rs . n3 , find the sum of money ?	add ( n0 , const_100 ) | divide ( n2 , n1 ) | add ( n1 , #0 ) | multiply ( #2 , #1 )
two trains of equal length , running with the speeds of n0 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
by weight , liquid x makes up n0 percent of solution p and n1 percent of solution q . if n2 grams of solution p are mixed with n3 grams of solution q , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( #2 , const_1000 ) | multiply ( #3 , const_100 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
in a corporation , n0 percent of the male employees and n1 percent of the female employees are at least n4 years old . if n3 percent of all the employees are at least n4 years old , what fraction of the employees in the corporation are females ?	subtract ( n0 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage lesser than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
michelle deposited a certain sum of money in a savings account on july n0 st , n1 . she earns an n2 % interest compounded semiannually . the sum of money in the account on december n3 st , n4 is approximately what percent of the initial deposit ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( #1 , const_2 ) | add ( #2 , const_1 ) | power ( #3 , #0 ) | multiply ( #4 , const_100 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student a answers each of the n0 questions on her test and receives a score of n1 , how many questions did student a answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
in a survey of parents , exactly n0 / n1 of the mothers and n2 / n3 of the fathers held full - time jobs . if n4 percent of the parents surveyed were women , what percent of the parents did not hold full - time jobs ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_100 , n4 ) | multiply ( #0 , #2 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 ) | subtract ( n4 , #4 ) | add ( #5 , #6 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be c ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
suresh can complete a job in n0 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
a dog breeder currently has n0 breeding dogs . n1 of the dogs have exactly n2 littermate , and n3 of the dogs have exactly n5 littermates . if n5 dogs are selected at random , what is the probability w that both selected dogs are not littermates ?	divide ( const_5 , n1 )
in a urban village of india named ` ` owlna ' ' , n0 % people have refrigerator , n1 % people have television , n3 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
last year sandy saved n1 % of her annual salary . this year , she made n1 % more money than last year , and she saved n2 % of her salary . the amount saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
if a coin is flipped , the probability that the coin will land tails is n0 / n3 . if the coin is flipped n2 times , what is the probability that it will land tails up on the first flip and not on the last n3 flips ?	power ( n1 , const_3 ) | inverse ( #0 )
a bag consists of n0 marbles , of which n1 are blue , n2 are red , and the remainder are white . if lisa is to select a marble from the bag at random , what is the probability that the marble will be red or white ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
john distributes his pencil among his n6 friends rose , mary , ranjan , and rohit in the ratio n7 / n7 : n7 / n4 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
a certain hobby shop sold model cars for $ n0 each and model trains for $ n1 each . if a customer purchased both cars and trains from the store for a total of $ n2 , what total number of cars and trains did the customer purchase ?	multiply ( n0 , const_3 ) | divide ( #0 , n0 ) | subtract ( n2 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #1 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
in a urban village of india named ` ` owlna ' ' , n0 % people have refrigerator , n1 % people have television , n2 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
jane and thomas are among the n3 people from which a committee of n2 people is to be selected . how many different possible committees of n2 people can be selected from these n3 people if at least one of either jane or thomas is to be selected ?	choose ( n0 , const_1 ) | choose ( const_4 , const_1 ) | add ( #0 , #0 ) | add ( #2 , #1 )
a can do a piece of work in n0 hours . a and c together can do it in just n1 hours , while b and c together need n2 hours to finish the same work . b alone can complete the work in - - - hours .	inverse ( n2 ) | inverse ( n1 ) | inverse ( n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
suresh can complete a job in n0 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student b answers each of the n0 questions on her test and receives a score of n1 , how many questions did student b answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a rectangular tank needs to be coated with insulation . the tank has dimensions of n0 feet , n1 feet , and n2 feet . each square foot of insulation costs $ n3 . how much will it cost to cover the surface of the tank with insulation ?	surface_rectangular_prism ( n0 , n1 , n2 ) | multiply ( n3 , #0 )
( ( a + b ) / c ) / n1 in the expression above , a , b , and c are different numbers and each is one of the numbers n1 , n2 , or n3 . what is the least possible value of the expression ?	divide ( n3 , const_10 )
last year , for every n0 million vehicles that travelled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles travelled on the highway last year , how many of those vehicles were involved in accidents ? ( n3 billion = n4 )	multiply ( n2 , n4 ) | multiply ( #0 , const_10 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , const_1000 ) | floor ( #4 )
a , b , c subscribe rs . n0 for a business . if a subscribes rs . n1 more than b and b rs . n2 more than c , out of a total profit of rs . n3 , what will be the amount a receives ?	add ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( #0 , #3 ) | divide ( #4 , n0 ) | multiply ( n3 , #5 )
the s . i . on a certain sum of money for n0 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
a bag consists of n0 marbles , of which n1 are blue , n2 are red , and the remainder are white . if lisa is to select a marble from the bag at random , what is the probability that the marble will be red or white ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
the median annual household income in a certain community of n0 households is $ n1 . if the mean r income of a household increases by n2 % per year over the next n4 years , what will the median income in the community be in n4 years ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 )
ritesh and co . generated revenue of rs . n0 , n1 in n2 . this was n3 % of its gross revenue . in n7 , the gross revenue grew by rs . n5 , n6 . what is the percentage increase in the revenue in n7 ?	add ( const_1 , const_4 ) | add ( const_2 , const_4 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | add ( #6 , #5 ) | multiply ( #6 , const_2 ) | add ( #8 , #4 ) | divide ( #7 , #2 ) | divide ( #9 , #10 ) | multiply ( #11 , const_100 )
a contractor is engaged for n0 days on the condition that he receives rs . n1 for each day he works & is fined rs . n2 for each day is absent . he gets rs . n3 in all . for how many days was he absent ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 ) | subtract ( n0 , #3 )
albert buys n0 horses and n1 cows for rs . n2 , n3 . if he sells the horses at n4 % profit and the cows at n5 % profit , then he earns a total profit of rs . n6 . the cost of a horse is :	multiply ( n4 , const_100 )
roy is now n0 years older than julia and half of that amount older than kelly . if in n2 years , roy will be twice as old as julia , then in n2 years what would be roy no_ascii_32 s age multiplied by kelly no_ascii_32 s age ?	divide ( n0 , const_2 ) | subtract ( n0 , n1 ) | add ( n0 , #1 ) | add ( n1 , #2 ) | subtract ( #2 , #0 ) | add ( n1 , #4 ) | multiply ( #3 , #5 )
if there are n0 questions in a n1 hr examination . among these questions are n2 type a problems , which requires twice as much as time be spent than the rest of the type b problems . how many minutes should be spent on type a problems ?	multiply ( n1 , const_60 ) | multiply ( n2 , const_2 ) | subtract ( n0 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n2 , #5 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of a	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be c ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
speed of a boat in standing water is n0 kmph and the speed of the stream is n1 . n2 kmph . a man rows to a place at a distance of n3 km and comes back to the starting point . the total time taken by him is	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( n2 , #0 ) | divide ( n2 , #1 ) | add ( #2 , #3 )
there were n0 students in a hostel . due to the admission of n1 new students the expenses of the mess were increased by rs . n2 per day while the average expenditure per head diminished by re n3 . what was the original expenditure of the mess ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
a sporting goods store sold n0 frisbees in one week , some for $ n1 and the rest for $ n4 each . if receipts from frisbee sales for the week totaled $ n3 what is the fewest number of $ n4 frisbees that could have been sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
sharmila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
you have been given a physical balance and n0 weights of n1 , n2 , n3 , n4 , n5 , n6 and n7 kgs . keeping weights on one pan and object on the other , what is the maximum you can weigh less than n8 kgs .	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
the circulation for magazine p in n5 was n1 times the average ( arithmetic mean ) yearly circulation for magazine p for the years n2 - n6 . what is the ratio of the circulation in n5 to the total circulation during n5 - n6 for magazine p ?	subtract ( n3 , n2 ) | add ( #0 , const_1 ) | add ( n1 , #1 ) | add ( #2 , const_1 ) | divide ( n1 , #3 )
an escalator is descending at constant speed . a walks down and takes n0 steps to reach the bottom . b runs down and takes n1 steps in the same time as a takes n2 steps . how many steps are visible when the escalator is not operating ?	subtract ( n1 , n0 ) | divide ( #0 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 )
jim no_ascii_21 no_ascii_15 no_ascii_38 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
an outlet pipe empties a tank which is full in n1 hours . if the inlet pipe is kept open , which lets water in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , n0 ) | multiply ( const_2 , n0 ) | multiply ( #0 , n0 ) | add ( #1 , #2 ) | add ( #3 , n0 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
jane and thomas are among the n3 people from which a committee of n2 people is to be selected . how many different possible committees of n2 people can be selected from these n3 people if at least one of either jane or thomas is to be selected ?	choose ( n0 , const_1 ) | choose ( const_4 , const_1 ) | add ( #0 , #0 ) | add ( #2 , #1 )
two friends a , b decided to share a lot of apples . each of them had half of the total plus half an apple in order . after each of them took their share n0 time , no apples were left . how many apples were there ?	multiply ( n0 , const_2 ) | power ( const_2 , #0 ) | subtract ( #1 , const_1 )
simplify n0 no_ascii_21 no_ascii_69 no_ascii_32 [ n6 no_ascii_21 no_ascii_69 no_ascii_32 ( n2 + n3 ( n4 no_ascii_21 no_ascii_69 no_ascii_32 n5 no_ascii_21 no_ascii_69 no_ascii_32 n6 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 no_ascii_21 no_ascii_63 ) ) ]	subtract ( n2 , n1 ) | subtract ( n4 , n3 ) | subtract ( n5 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n0 , #4 )
ritesh and co . generated revenue of rs . n0 , n1 in n2 . this was n3 % of its gross revenue . in n7 , the gross revenue grew by rs . n5 , n6 . what is the percentage increase in the revenue in n7 ?	add ( const_1 , const_4 ) | add ( const_2 , const_4 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | add ( #6 , #5 ) | multiply ( #6 , const_2 ) | add ( #8 , #4 ) | divide ( #7 , #2 ) | divide ( #9 , #10 ) | multiply ( #11 , const_100 )
a library branch originally contained n0 volumes , n1 % of which were fiction novels . n4 / n3 of the volumes were transferred to another location and n4 / n5 of the volumes transferred were fiction novels . what percent of the remaining collection was fiction novels ?	divide ( n1 , const_100 ) | divide ( n2 , n5 ) | divide ( n2 , n3 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , n0 ) | multiply ( const_2 , n0 ) | multiply ( #0 , n0 ) | add ( #1 , #2 ) | add ( #3 , n0 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
michelle deposited a certain sum of money in a savings account on july n0 st , n1 . she earns an n2 % interest compounded semiannually . the sum of money in the account on december n3 st , n4 is approximately what percent of the initial deposit ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( #1 , const_2 ) | add ( #2 , n0 ) | power ( #3 , #0 ) | multiply ( #4 , const_100 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
the cross - section of a stream is a trapezium in shape . if the stream is n0 m wide at the top and the area of cross - section is n1 sq m , the depth of stream is n2 m and width at the bottom is ?	divide ( const_1 , const_2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #1 ) | subtract ( n1 , #2 ) | divide ( #3 , #1 )
in a survey of parents , exactly n0 / n1 of the mothers and n2 / n3 of the fathers held full - time jobs . if n4 percent of the parents surveyed were women , what percent of the parents did not hold full - time jobs ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_100 , n4 ) | multiply ( #0 , #2 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 ) | subtract ( n4 , #4 ) | add ( #5 , #6 )
ratio of the earnings of a and b is n0 : n5 . if the earnings of a increases by n2 % and those of b decreased by n3 % , the new ratio of their earnings becomes n4 : n5 . what are a ' s earnings ?	divide ( n4 , n1 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
a little girl is numbering her collection of butterflies by placing single - digit stickers under each specimen . if the girl has n0 butterflies , how many stickers does she need ? ( the numbers are consecutive and the number of the first butterfly is n1 ) .	multiply ( const_3 , const_3 ) | subtract ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( #0 , const_10 ) | multiply ( #3 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #4 ) | add ( #6 , #5 )
in a two - digit number , if it is known that its unit ' s digit exceeds its n0 ' s digit by n1 and that the product of the given number and the sum of its digits is equal to n2 , then the number is :	add ( n0 , const_1 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
machine a and machine b are each used to manufacture n0 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machineaproduce ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
a man spends rs . n0 per month on an average for the first n1 months , rs n2 for next n3 months and rs . n4 per month for the last n5 months and saves rs . n6 a year . what is his average monthly income ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | add ( n6 , #4 ) | divide ( #5 , const_12 )
the heights of n0 individuals are in the ratio n1 : n2 : n3 . if the sum of the heights of the heaviest and the lightest boy is n4 cm more than the height of the third boy , what is the weight of the lightest boy ?	add ( n1 , n3 ) | subtract ( #0 , n2 ) | divide ( n4 , #1 ) | multiply ( n1 , #2 )
a dog breeder currently has n0 breeding dogs . n1 of the dogs have exactly n2 littermate , and n3 of the dogs have exactly n5 littermates . if n5 dogs are selected at random , what is the probability t that both selected dogs are not littermates ?	divide ( const_5 , n1 )
the ratio of a to b is n0 to n1 , where a and b are positive . if x equals a increased by n2 percent of a , and m equals b decreased by n3 percent of b , what is the value of m / x ?	add ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( const_100 , n3 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 )
( a / n2 ) / ( b / c ) in the expression above , a , b , and c are different numbers and each is one of the numbers n1 , n2 , or n3 . what is the largest possible value of the expression ?	multiply ( n0 , n3 ) | divide ( #0 , n0 )
the s . i . on a certain sum of money for n0 years at n4 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
a rectangular lawn of length n0 m by n1 m has two roads running along its center , one along the length and the other along the width . if the width of the roads is n2 m what is the area q covered by the two roads ?	rectangle_area ( n0 , n2 ) | rectangle_area ( n1 , n2 ) | add ( #0 , #1 )
a man covered a certain distance at some speed . if he had moved n0 kmph faster , he would have taken n3 minutes less . if he had moved n2 kmph slower , he would have taken n3 minutes more . what is the distance in km ?	divide ( n1 , const_60 ) | subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #0 ) | add ( #2 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 ) | add ( #6 , #2 ) | divide ( #7 , #0 ) | multiply ( #8 , #5 )
operation # is defined as : a # b = n2 a ^ n3 + n2 b ^ n3 + n4 ab for all non - negative integers . what is the value of ( a + b ) + n5 , when a # b = n6 ?	divide ( n6 , n0 ) | sqrt ( #0 ) | add ( n5 , #1 )
mid intended to type a n4 - digit number , but the two n1 ' s he meant to type did not appear . what appeared instead was the n2 - digit number n3 . how many different n4 - digit numbers could mid have meant to type ?	factorial ( n0 ) | factorial ( n2 ) | subtract ( n0 , n2 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 )
michelle deposited a certain sum of money in a savings account on july n0 st , n1 . she earns an n2 % interest compounded semiannually . the sum of money in the account on december n3 st , n4 is approximately what percent of the initial deposit ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( #1 , const_2 ) | add ( #2 , n0 ) | power ( #3 , #0 ) | multiply ( #4 , const_100 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
john distributes his pencil among his n6 friends rose , mary , ranjan , and rohit in the ratio n7 / n8 : n7 / n4 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
a rectangular tank needs to be coated with insulation . the tank has dimensions of n0 feet , n1 feet , and n2 feet . each square foot of insulation costs $ n3 . how much will it cost to cover the surface of the tank with insulation ?	surface_rectangular_prism ( n0 , n1 , n2 ) | multiply ( n3 , #0 )
car dealership x , the total profit from sales increased by n1 percent over the previous years , while the number of cars sold decreased by n1 percent over the previous years . approximately what was the average percent increase in profit per car over the previous year .	add ( n0 , const_100 ) | divide ( const_100 , const_10 ) | subtract ( const_10 , const_3 ) | divide ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
a man covered a certain distance at some speed . had he moved n0 kmph faster , he would have taken n3 minutes less . if he had moved n2 kmph slower , he would have taken n3 minutes more . the distance ( in km ) is :	divide ( n1 , const_60 ) | multiply ( n0 , n2 ) | subtract ( n0 , n2 ) | multiply ( n2 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , n0 ) | multiply ( #4 , #0 ) | add ( #5 , const_1 ) | multiply ( #7 , #6 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
a store reduced the price of all items in the store by n0 % on the first day and by another n1 % on the second day . the price of items on the second day was what percent of the price before the first reduction took place ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
in a certain quiz that consists of n2 questions , each question after the first is worth n1 points more than the preceding question . if the n2 questions on the quiz are worth a total of n3 points , how many points is the third question worth ?	divide ( n3 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | add ( #0 , #2 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
if $ n3 , n4 is invested in an account that earns n2 % interest compounded semi - annually , then the interest earned after one year would be how much greater than if the $ n3 , n4 had been invested at n5 % simple yearly interest ?	multiply ( n1 , const_1 )
square a has an area of n0 square centimeters . square b has a perimeter of n1 centimeters . if square b is placed within square a and a random point is chosen within square a , what is the probability the point is not within square b ?	divide ( n1 , const_4 ) | power ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
if $ n3 , n4 is invested in an account that earns n2 % interest compounded semi - annually , then the interest earned after one year would be how much greater than if the $ n3 , n4 had been invested at n5 % simple yearly interest ?	multiply ( n1 , const_1 )
max planned to buy bike , sales man advised him to buy within this month , if he purchase next month means state tax will be increasing n0 % than its cost and it would be n1 . what is the bike ' s selling price in this month	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
by weight , liquid x makes up n0 percent of solution p and n1 percent of solution q . if n2 grams of solution p are mixed with n3 grams of solution q , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( #2 , const_1000 ) | multiply ( #3 , const_100 )
a rectangular lawn of length n0 m by n1 m has two roads running along its center , one along the length and the other along the width . if the width of the roads is n2 m what is the area y covered by the two roads ?	rectangle_area ( n0 , n2 ) | rectangle_area ( n1 , n2 ) | add ( #0 , #1 )
a water tank is three - fifths full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how many minutes will it take to empty or fill the tank completely ?	add ( const_2 , const_3 ) | inverse ( n1 ) | inverse ( n0 ) | divide ( const_4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
seed mixture x is n0 percent ryegrass and n1 percent bluegrass by weight ; seed mixture y is n2 percent ryegrass and n3 percent fescue . if a mixture of x and y contains n4 percent ryegrass , what percent of the weight of this mixture is x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
( ( n8 ^ ( m + n8 ) ) / ( n2 ^ ( m + n8 ) ) ) ( ( n8 ^ n7 ) / ( n6 ^ n7 ) ) = n8 / ( n9 ( n10 ) ^ n11 ) what is m ?	multiply ( n5 , n9 ) | subtract ( #0 , const_1 ) | subtract ( #1 , n0 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
if x is to be chosen at random from the set { n0 , n1 , n2 , n3 } and y is to be chosen at random from the set { n4 , n5 , n6 } , what is the probability that xy will be odd ?	choose ( n3 , n1 ) | choose ( n1 , n0 ) | power ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student a answers each of the n0 questions on her test and receives a score of n1 , how many questions did student a answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
two cyclist start on a circular track from a given point but in opposite direction with speeds of n0 m / s and n1 m / s . if the circumference of the circle is n2 meters , after what time will they meet at the starting point ?	add ( n0 , n1 ) | divide ( n2 , #0 )
in one alloy there is n2 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a store reduced the price of all items in the store by n0 % on the first day and by another n1 % on the second day . the price of items on the second day was what percent of the price before the first reduction took place ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
robert is travelling on his cycle andhas calculated to reach point a at n0 pm . if he travels at n1 kmph , he will reach there at n2 pm if he travels at n3 kmph . at what speed musthe travel to reach a at n4 pm ?	divide ( n4 , n1 ) | divide ( n4 , n3 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n1 ) | subtract ( #4 , n4 ) | divide ( #3 , #5 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
the size of a flat - screen television is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen television than a square n1 - inch flat - screen television ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a rectangular tank needs to be coated with insulation . the tank has dimensions of n0 feet , n1 feet , and n2 feet . each square foot of insulation costs $ n3 . how much will it cost to cover the surface of the tank with insulation ?	surface_rectangular_prism ( n0 , n1 , n2 ) | multiply ( n3 , #0 )
jim no_ascii_21 no_ascii_15 no_ascii_38 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
in a college , n0 % of total n1 arts students are locals . n2 % of students from n3 science students are locals and n4 % of total n5 commerce students are locals . what is the total percentage of locals from arts , science and commerce .	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n5 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 )
today joelle opened an interest - bearing savings account and deposited $ n2 , n1 . if the annual interest rate is n2 percent compounded interest , and she neither deposits nor withdraws money for exactly n3 years , how much money will she have in the account ?	multiply ( n2 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 )
teas worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs n5 per kg , the price of the third variety per kg will be ?	add ( n2 , n2 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n4 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
ritesh and co . generated revenue of rs . n5 , n6 in n2 . this was n3 % of its gross revenue . in n7 , the gross revenue grew by rs . n5 , n6 . what is the percentage increase in the revenue in n7 ?	add ( const_1 , const_4 ) | add ( const_2 , const_4 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | add ( #6 , #5 ) | multiply ( #6 , const_2 ) | add ( #8 , #4 ) | divide ( #7 , #2 ) | divide ( #9 , #10 ) | multiply ( #11 , const_100 )
set s consists of integers { n0 , n1 , n2 , n3 , n4 } . if integer n is included in the set , the average ( arithmetic mean ) of set s will increase by n5 % . what is the value of integer n ?	add ( n2 , n3 ) | add ( n3 , #0 )
two digits in father ' s age are the same as the digit in the son ' s age , but in reverse order . in n0 years father will be twice as old as son will be then . what is the difference in their current age ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_2 )
the ratio of a to b is n0 to n1 , where a and b are positive . if x equals a increased by n2 percent of a , and m equals b decreased by n3 percent of b , what is the value of m / x ?	add ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( const_100 , n3 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 )
the median annual household income in a certain community of n0 households is $ n1 . if the mean w income of a household increases by n2 % per year over the next n4 years , what will the median income in the community be in n4 years ?	divide ( n2 , n3 ) | subtract ( #0 , n2 ) | log ( #1 )
the points a ( n2 , n2 ) , b ( n2 , n8 a - n4 ) and c ( n7 a + n6 , n7 a + n8 ) form a triangle . if angle abc = n9 , what is the area of triangle abc ?	add ( n4 , n8 ) | subtract ( n3 , n4 ) | divide ( #0 , n4 ) | multiply ( #2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , n6 ) | subtract ( #4 , n4 ) | multiply ( #5 , #6 ) | divide ( #7 , n4 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is :	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
square a has an area of n0 square centimeters . square b has a perimeter of n1 centimeters . if square b is placed within square a and a random point is chosen within square a , what is the probability the point is not within square b ?	divide ( n1 , const_4 ) | power ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
seed mixture x is n0 percent ryegrass and n1 percent bluegrass by weight ; seed mixture y is n2 percent ryegrass and n3 percent fescue . if a mixture of x and y contains n4 percent ryegrass , what percent of the weight of this mixture is x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
an = n0 an - n6 + n8 and qn = n8 qn - n6 + n5 for all n > n6 . if a n7 = q n8 and a n9 = n10 , what is the first value of n for which qn is an integer ?	subtract ( n9 , n2 )
john distributes his pencil among his n6 friends rose , mary , ranjan , and rohit in the ratio n7 / n6 : n7 / n4 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
one day a car rental agency rented n0 / n4 of its cars , including n4 / n5 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
in a certain candy store , n0 % of the customers are caught sampling the candy and are charged a small fine , but n1 % of the customers who sample the candy are not caught . what is the total percent of all customers who sample candy ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
if g is to be chosen at random from the set { n0 , n5 , n2 , n3 } and k is to be chosen at random from the set { n4 , n5 , n6 } , what is the probability that gk will be even ?	multiply ( const_3 , const_4 ) | divide ( #0 , #0 )
n0 persons invested rs . n1 in a joint business . the second person invested rs . n3 more than the first and the third rs . n3 more than second . after two years , they gained rs . n4 . how much third person will get ?	multiply ( n0 , n2 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , n1 ) | multiply ( n4 , #3 ) | divide ( #4 , const_100 )
set s consists of integers { n0 , n1 , n2 , n3 , n4 } . if integer n is included in the set , the average ( arithmetic mean ) of set s will increase by n5 % . what is the value of integer n ?	add ( n2 , n3 ) | add ( n3 , #0 )
a man no_ascii_21 no_ascii_15 no_ascii_38 s current age is ( n4 / n1 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n3 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #4 , #3 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
n0 % of major airline companies equip their planes with wireless internet access . n1 % of major airlines offer passengers free on - board snacks . what is the greatest possible percentage of major airline companies that offer both wireless internet and free on - board snacks ?	multiply ( n0 , const_1 )
if $ n3 , n4 is invested in an account that earns n2 % interest compounded semi - annually , then the interest earned after one year would be how much greater than if the $ n3 , n4 had been invested at n5 % simple yearly interest ?	multiply ( n1 , const_1 )
the difference between a two - digit number and the number obtained by interchanging the digits is n0 . what is the difference between the sum and the difference of the digits of the number if the ratio between the digits of the number is n1 : n2 ?	multiply ( n2 , const_10 ) | add ( n1 , #0 ) | subtract ( #1 , const_10 ) | subtract ( #2 , n2 ) | divide ( n0 , #3 ) | multiply ( n2 , #4 ) | add ( #4 , #5 ) | subtract ( #5 , #4 ) | subtract ( #6 , #7 )
there are certain number of hats and gloves in a box . they are of n0 red , n1 green , n2 orange . power gone but a woman can differentiate between hats and gloves . how many draws are required to obtain a pair of each color ?	add ( n0 , n1 ) | add ( #0 , const_2 )
the perimeter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_4 ) | divide ( #2 , const_2 ) | circumface ( #3 ) | divide ( #4 , const_2 ) | floor ( #5 )
an ore contains n0 % of an alloy that has n1 % iron . other than this , in remaining n2 % of the ore , there is no iron . how many kgs of the ore are needed to obtain n3 kg . of pure iron . ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
susan finds that she spends her free time during summer vacation between swimming , reading , and hanging out with friends in a ratio of n0 : n1 : n2 . how many hours did she spend reading if she hung out with her friends for n3 hours ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , n2 ) | multiply ( n1 , #3 ) | divide ( #4 , #1 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years , the ratio of the number of boys to the number of girls in the class is :	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
each of the three people individually can complete a certain job in n0 , n1 , and n2 hours , respectively . what is the lowest fraction of the job that can be done in n3 hour by n4 of the people working together at their respective rates ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 )
a rectangular tank needs to be coated with insulation . the tank has dimensions of n0 feet , n1 feet , and n2 feet . each square foot of insulation costs $ n3 . how much will it cost to cover the surface of the tank with insulation ?	surface_rectangular_prism ( n0 , n1 , n2 ) | multiply ( n3 , #0 )
for any integer k greater than n2 , the symbol k * denotes the product of all the fractions of the form n2 / t , where t is an integer between n2 and k , inclusive . what is the value of n3 * / n4 * ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is :	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a positive integer n is a perfect number provided that the sum of all the positive factors of n , including n0 and n , is equal to n1 n . what is the sum of the reciprocals of all the positive factors of the perfect number n2 ?	divide ( const_1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n2 , #1 )
by weight , liquid x makes up n0 percent of solution a and n1 percent of solution b . if n2 grams of solution a are mixed with n3 grams of solution b , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_1000 )
one day a car rental agency rented n4 / n2 of its cars , including n2 / n5 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
a library branch originally contained n0 volumes , n1 % of which were fiction novels . n4 / n3 of the volumes were transferred to another location and n4 / n5 of the volumes transferred were fiction novels . what percent of the remaining collection was fiction novels ?	divide ( n1 , const_100 ) | divide ( n2 , n5 ) | divide ( n2 , n3 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a store reduced the price of all items in the store by n0 % on the first day and by another n1 % on the second day . the price of items on the second day was what percent of the price before the first reduction took place ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
a man no_ascii_21 no_ascii_15 no_ascii_38 s current age is ( n4 / n2 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n3 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #4 , #3 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
last year sandy saved n0 % of her annual salary . this year , she made n1 % more money than last year , and she saved n2 % of her salary . the amount saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a producer of tea blends two varieties of tea from two tea gardens one costing rs n0 per kg and another rs n4 per kg in the ratio n2 : n3 . if he sells the blended variety at rs n4 per kg , then his gain percent is	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #0 ) | subtract ( #4 , #3 ) | multiply ( #5 , const_100 ) | divide ( #6 , #3 )
jane and thomas are among the n3 people from which a committee of n2 people is to be selected . how many different possible committees of n2 people can be selected from these n3 people if at least one of either jane or thomas is to be selected ?	choose ( n0 , const_1 ) | choose ( const_4 , const_1 ) | add ( #0 , #0 ) | add ( #2 , #1 )
in a certain quiz that consists of n2 questions , each question after the first is worth n1 points more than the preceding question . if the n2 questions on the quiz are worth a total of n3 points , how many points is the third question worth ?	divide ( n3 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | add ( #0 , #2 )
suresh can complete a job in n1 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
the size of a flat - screen television is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen television than a square n1 - inch flat - screen television ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a bag consists of n0 marbles , of which n1 are blue , n2 are red , and the remainder are white . if lisa is to select a marble from the bag at random , what is the probability that the marble will be red or white ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
ritesh and co . generated revenue of rs . n0 , n1 in n2 . this was n3 % of its gross revenue . in n7 , the gross revenue grew by rs . n5 , n6 . what is the percentage increase in the revenue in n7 ?	add ( const_1 , const_4 ) | add ( const_2 , const_4 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | add ( #6 , #5 ) | multiply ( #6 , const_2 ) | add ( #8 , #4 ) | divide ( #7 , #2 ) | divide ( #9 , #10 ) | multiply ( #11 , const_100 )
one day a car rental agency rented n4 / n1 of its cars , including n5 / n3 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
two cyclist start on a circular track from a given point but in opposite direction with speeds of n0 m / s and n1 m / s . if the circumference of the circle is n2 meters , after what time will they meet at the starting point ?	add ( n0 , n1 ) | divide ( n2 , #0 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
the size of a flat - screen television is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen television than a square n1 - inch flat - screen television ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
during a certain season , a team won n0 percent of its first n1 games and n2 percent of its remaining games . if the team won n3 percent of its games for the entire season , what was the total number of games that the team played ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
no_ascii_47 a no_ascii_32 completes a work in n0 days . no_ascii_47 b no_ascii_32 completes the same work in n1 days . no_ascii_47 a no_ascii_32 started working alone and after n2 days b joined him . how many days will they now take together to complete the remaining work ?	divide ( const_1 , n0 ) | multiply ( n0 , n1 ) | power ( n2 , const_3 ) | divide ( #1 , #2 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #4 ) | multiply ( #3 , #5 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
if there are n0 questions in a n1 hr examination . among these questions are n2 type a problems , which requires twice as much as time be spent than the rest of the type b problems . how many minutes should be spent on type a problems ?	multiply ( n1 , const_60 ) | multiply ( n2 , const_2 ) | subtract ( n0 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n2 , #5 )
a man no_ascii_21 no_ascii_15 no_ascii_38 s current age is ( n4 / n1 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n3 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #4 , #3 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how much chocolate is left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
an outlet pipe empties a tank which is full in n0 hours . if the inlet pipe is kept open , which lets water in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
teas worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs n5 per kg , the price of the third variety per kg will be ?	add ( n2 , n2 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n4 )
joe invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
a man no_ascii_21 no_ascii_15 no_ascii_38 s current age is ( n4 / n1 ) of the age of his father . after n2 years , he will be ( n3 / n4 ) of the age of his father . what is the age of father at now ?	divide ( n3 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #0 , #1 ) | subtract ( n2 , #2 ) | divide ( #4 , #3 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machineaproduce ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be a ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
the average age of a group of persons going for picnic is years . fifteen new persons with an average age of n0 years join the group on the spot due to which their average age becomes n1 years . the number of persons initially going for picnic is	multiply ( n0 , n1 ) | divide ( #0 , n1 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
two trains of equal length , running with the speeds of n2 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
two trains of equal length , running with the speeds of n0 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
b alone can do piece of work in n0 days . a alone can do it in n1 days . if the total wages for the work is rs n2 , how much should b be paid if they work together for the entire duration of the work ?	add ( n0 , n1 ) | multiply ( const_10 , const_4 ) | add ( #1 , const_10 ) | divide ( n2 , #0 ) | add ( n0 , #2 ) | add ( #4 , const_4 ) | add ( #5 , const_3 ) | add ( #6 , #3 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be c ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student a answers each of the n0 questions on her test and receives a score of n1 , how many questions did student a answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
n0 % of major airline companies equip their planes with wireless internet access . n1 % of major airlines offer passengers free on - board snacks . what is the greatest possible percentage of major airline companies that offer both wireless internet and free on - board snacks ?	multiply ( n0 , const_1 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machineaproduce ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a certain bag contains n0 balls no_ascii_21 no_ascii_15 no_ascii_79 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n4 , n5 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
a rectangular metallic piece of paper that covers exactly the area of a cube . the length of the piece of paper is n0 inches and the width is n1 inches . what is the volume of the cube in cubic feet is n2 feet is n3 inches ?	rectangle_area ( n0 , n1 ) | sqrt ( #0 ) | divide ( #1 , const_3 ) | divide ( #2 , const_2 ) | volume_cube ( #3 ) | divide ( #4 , n3 ) | divide ( #5 , n3 ) | divide ( #6 , n3 ) | divide ( n0 , #7 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how much chocolate is left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
two cyclist start on a circular track from a given point but in opposite direction with speeds of n0 m / s and n1 m / s . if the circumference of the circle is n2 meters , after what time will they meet at the starting point ?	add ( n0 , n1 ) | divide ( n2 , #0 )
a certain bag contains n0 balls no_ascii_21 no_ascii_15 no_ascii_79 n3 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n4 , n5 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
in a certain candy store , n0 % of the customers are caught sampling the candy and are charged a small fine , but n1 % of the customers who sample the candy are not caught . what is the total percent of all customers who sample candy ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
two trains of equal length , running with the speeds of n2 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
a rectangular metallic piece of paper that covers exactly the area of a cube . the length of the piece of paper is n0 inches and the width is n1 inches . what is the volume of the cube in cubic feet is n2 feet is n3 inches ?	rectangle_area ( n0 , n1 ) | sqrt ( #0 ) | divide ( #1 , const_3 ) | divide ( #2 , const_2 ) | volume_cube ( #3 ) | divide ( #4 , n3 ) | divide ( #5 , n3 ) | divide ( #6 , n3 ) | divide ( n0 , #7 )
tough and tricky questions : word problems . if bill ' s salary increased by n0 percent , he would earn $ n1 per month . if instead , his salary were to increase by only n2 percent , how much money r would he earn per month ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n1 , #3 ) | multiply ( #2 , #4 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
benny goes to the market for buying some apples to be distributed between her n0 kids equally . she takes n1 dollars with her . the cost of each apple is n2 dollars . how many apples does she buy to share them equally between her n3 kids ?	divide ( n1 , n2 ) | divide ( #0 , n3 )
an employer pays rs . n0 for each day a worker works , and forfeits rs . n1 for each day he is idle . at the end of n2 days , a worker gets rs . n3 . for how many days did the worker remain idle ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | negate ( #1 ) | subtract ( n3 , #0 ) | divide ( #3 , #2 )
in the biotechnology class of n0 , there were x graduates . n1 of the graduates found a job , n2 continued on to their second degree and n3 did both . if only n4 people did n ' t do both , what is x equal to ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | add ( n4 , #1 )
two trains of equal length , running with the speeds of n0 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
the perimeter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_4 ) | divide ( #2 , const_2 ) | circumface ( #3 ) | divide ( #4 , const_2 ) | floor ( #5 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along theboundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
n5 people went to a restaurant for dinner . n3 of them spent $ n2 each on their meals and the seventh person spent $ n3 more than the average expenditure of all n5 people . what was the total amount of money that the n5 people spent ?	multiply ( n1 , n2 ) | subtract ( n0 , const_1 ) | add ( n1 , #0 ) | divide ( #2 , #1 ) | add ( n1 , #3 ) | add ( #4 , #0 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
a certain bag contains n0 balls no_ascii_21 no_ascii_15 no_ascii_79 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n4 , n5 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
you have been given a physical balance and n0 weights of n1 , n2 , n3 , n4 , n5 , n6 and n7 kgs . keeping weights on one pan and object on the other , what is the maximum you can weigh less than n8 kgs .	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 )
in a survey of parents , exactly n0 / n1 of the mothers and n2 / n3 of the fathers held full - time jobs . if n4 percent of the parents surveyed were women , what percent of the parents did not hold full - time jobs ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_100 , n4 ) | multiply ( #0 , #2 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 ) | subtract ( n4 , #4 ) | add ( #5 , #6 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
for any integer k greater than n3 , the symbol k * denotes the product of all the fractions of the form n3 / t , where t is an integer between n3 and k , inclusive . what is the value of n3 * / n4 * ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
set s consists of integers { n0 , n1 , n2 , n3 , n4 } . if integer n is included in the set , the average ( arithmetic mean ) of set s will increase by n5 % . what is the value of integer n ?	add ( n2 , n3 ) | add ( n3 , #0 )
an outlet pipe empties a tank which is full in n0 hours . if the inlet pipe is kept open , which lets water in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
a , b and c invest in the ratio of n0 : n5 : n4 . the percentage of return on their investments are in the ratio of n3 : n4 : n5 . find the total earnings , if b earns rs . n6 more than a :	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( #1 , #0 ) | add ( #2 , #1 ) | divide ( n6 , #3 ) | multiply ( #4 , #5 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
joe invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
for any integer k greater than n2 , the symbol k * denotes the product of all the fractions of the form n2 / t , where t is an integer between n2 and k , inclusive . what is the value of n3 * / n4 * ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
the s . i . on a certain sum of money for n0 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
a square of n0 unit is given and four circles are made on its corners having equal radius of each . and another circle of equal radius is made on the center of the square . find out the area of square which is not covered by circles ?	divide ( n0 , const_2 ) | square_area ( n0 ) | divide ( #0 , const_2 ) | circle_area ( #2 ) | multiply ( #3 , const_4 ) | subtract ( #1 , #4 )
a property decreases in value every year at the rate of n0 n1 / n2 % of its value at the beginning of the year its value at the end of n3 years was rs . n4 . find its value at the beginning of the first year ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_100 ) | subtract ( n1 , #2 ) | power ( #3 , const_3 ) | divide ( n4 , #4 )
in the land of oz only one or two - letter words are used . the local language has n0 different letters . the parliament decided to forbid the use of the seventh letter . how many words have the people of oz lost because of the prohibition ?	add ( n0 , const_1 ) | add ( n0 , #0 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
suresh can complete a job in n0 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
suresh can complete a job in n0 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
the length of n0 ropes are in the ratio n1 : n2 : n3 . if the sum of the weights of the longest and the shortest rope is n4 metres more than the length of the third rope , what is the length of the shortest rope ?	add ( n1 , n3 ) | subtract ( #0 , n2 ) | divide ( n4 , #1 ) | multiply ( n1 , #2 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , n0 ) | multiply ( const_2 , n0 ) | multiply ( #0 , n0 ) | add ( #1 , #2 ) | add ( #3 , n0 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
today joelle opened an interest - bearing savings account and deposited $ n0 , n1 . if the annual interest rate is n2 percent compounded interest , and she neither deposits nor withdraws money for exactly n3 years , how much money will she have in the account ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 )
by weight , liquid x makes up n0 percent of solution a and n1 percent of solution b . if n2 grams of solution a are mixed with n3 grams of solution b , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_1000 )
a bag consists of n0 marbles , of which n1 are blue , n2 are red , and the remainder are white . if lisa is to select a marble from the bag at random , what is the probability that the marble will be red or white ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
seed mixture x is n0 percent ryegrass and n1 percent bluegrass by weight ; seed mixture y is n2 percent ryegrass and n3 percent fescue . if a mixture of x and y contains n4 percent ryegrass , what percent of the weight of this mixture is x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
during n7 , a company produced an average of n1 products per month . how many products will the company need to produce from n2 through n5 in order to increase its monthly average for the period from n7 through n5 by n6 % over its n7 average ?	divide ( n6 , const_100 ) | multiply ( n1 , const_12 ) | subtract ( n3 , n0 ) | add ( #2 , const_1 ) | add ( #0 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , #5 ) | multiply ( #6 , const_12 ) | subtract ( #7 , #1 ) | divide ( #8 , const_1000 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
if $ n3 , n4 is invested in an account that earns n2 % interest compounded semi - annually , then the interest earned after one year would be how much greater than if the $ n3 , n4 had been invested at n5 % simple yearly interest ?	multiply ( n1 , const_1 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be b ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
if there are n0 questions in a n1 hr examination . among these questions are n2 type a problems , which requires twice as much as time be spent than the rest of the type b problems . how many minutes should be spent on type a problems ?	multiply ( n1 , const_60 ) | multiply ( n2 , const_2 ) | subtract ( n0 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n2 , #5 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
two trains of equal length , running with the speeds of n1 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
jhon works for n0 days . for the day he is present he is paid n1 / - and for the day he is absent he is paid n2 / - per day . if he is paid n3 / - . how many days he is present .	add ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , #0 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be c ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
cole drove from home to work at an average speed of n0 kmh . he then returned home at an average speed of n1 kmh . if the round trip took a total of n2 hours , how many minutes did it take cole to drive to work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_60 )
by weight , liquid x makes up n0 percent of solution p and n1 percent of solution q . if n2 grams of solution p are mixed with n3 grams of solution q , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( #2 , const_1000 ) | multiply ( #3 , const_100 )
square a has an area of n0 square centimeters . square b has a perimeter of n1 centimeters . if square b is placed within square a and a random point is chosen within square a , what is the probability the point is not within square b ?	divide ( n1 , const_4 ) | power ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
square a has an area of n0 square centimeters . square b has a perimeter of n1 centimeters . if square b is placed within square a and a random point is chosen within square a , what is the probability the point is not within square b ?	divide ( n1 , const_4 ) | power ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
the ratio of a to b is n0 to n1 , where a and b are positive . if x equals a increased by n2 percent of a , and m equals b decreased by n3 percent of b , what is the value of m / x ?	add ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( const_100 , n3 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
the points a ( n2 , n2 ) , b ( n2 , n4 a - n4 ) and c ( n7 a + n6 , n7 a + n8 ) form a triangle . if angle abc = n9 , what is the area of triangle abc ?	add ( n4 , n8 ) | subtract ( n3 , n4 ) | divide ( #0 , n4 ) | multiply ( #2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , n6 ) | subtract ( #4 , n4 ) | multiply ( #5 , #6 ) | divide ( #7 , n4 )
if a / b = n5 / n7 , b / c = n2 , c / d = n7 / n8 , d / e = n5 / n6 and e / f = n7 / n8 , then what is the value of abc / def ?	multiply ( n1 , n1 ) | multiply ( n1 , n7 ) | multiply ( n2 , #1 ) | divide ( #0 , #2 )
last year sandy saved n0 % of her annual salary . this year , she made n1 % more money than last year , and she saved n2 % of her salary . the amount saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
ab + cd = jjj , where ab and cd are two - digit numbers and jjj is a n0 digit number ; a , b , c , and d are distinct positive integers . in the addition problem above , what is the value of c ?	multiply ( n0 , n0 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student a answers each of the n0 questions on her test and receives a score of n1 , how many questions did student a answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
in a certain quiz that consists of n0 questions , each question after the first is worth n1 points more than the preceding question . if the n2 questions on the quiz are worth a total of n3 points , how many points is the third question worth ?	divide ( n3 , n2 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | add ( #0 , #2 )
two vessels a and b contain spirit and water in the ratio n5 : n1 and n2 : n3 respectively . find the ratio in which these mixture be mixed to obtain a new mixture in vessel c containing spirit and water in the ration n4 : n5 ?	add ( n1 , n2 ) | divide ( n2 , #0 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machineaproduce ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
roy is now n0 years older than julia and half of that amount older than kelly . if in n2 years , roy will be twice as old as julia , then in n2 years what would be roy no_ascii_32 s age multiplied by kelly no_ascii_32 s age ?	divide ( n0 , const_2 ) | subtract ( n0 , n1 ) | add ( n0 , #1 ) | add ( n1 , #2 ) | subtract ( #2 , #0 ) | add ( n1 , #4 ) | multiply ( #3 , #5 )
by weight , liquid x makes up n0 percent of solution a and n1 percent of solution b . if n2 grams of solution a are mixed with n3 grams of solution b , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_1000 )
in a house , there are n0 birds , n1 dogs , and n2 cats living with the human family . if the total number of feet in the house are n3 more than the number of heads in the house , how many family members are there ?	divide ( n2 , n1 ) | add ( #0 , const_1 )
during a certain season , a team won n0 percent of its first n1 games and n2 percent of its remaining games . if the team won n3 percent of its games for the entire season , what was the total number of games that the team played ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how much chocolate is left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
the size of a flat - screen tablet is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen tablet than a square n1 - inch flat - screen tablet ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a library branch originally contained n0 volumes , n1 % of which were fiction novels . n4 / n3 of the volumes were transferred to another location and n4 / n5 of the volumes transferred were fiction novels . what percent of the remaining collection was fiction novels ?	divide ( n1 , const_100 ) | divide ( n2 , n5 ) | divide ( n2 , n3 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
joe no_ascii_32 s average ( arithmetic mean ) test score across n0 equally weighted tests was n1 . he was allowed to drop his lowest score . after doing so , his average test score improved to n2 . what is the lowest test score that was dropped ?	multiply ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( #0 , #1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
car dealership x , the total profit from sales increased by n1 percent over the previous years , while the number of cars sold decreased by n1 percent over the previous years . approximately what was the average percent increase in profit per car over the previous year .	add ( n0 , const_100 ) | divide ( const_100 , const_10 ) | subtract ( const_10 , const_3 ) | divide ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a water tank is one - fifth full . pipe a can fill a tank in n0 minutes and pipe b can empty it in n1 minutes . if both the pipes are open , how many minutes will it take to empty or fill the tank completely ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( const_1 , #4 ) | multiply ( #3 , #5 )
today joelle opened an interest - bearing savings account and deposited $ n0 , n1 . if the annual interest rate is n2 percent compounded interest , and she neither deposits nor withdraws money for exactly n3 years , how much money will she have in the account ?	multiply ( n2 , const_3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 ) | multiply ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( #5 , #7 )
a , b and c start a business each investing n0 . after n1 months a withdrew n2 , b withdrew n3 and c invests n4 more . at the end of the year , a total profit of n5 was recorded . find the share of b .	add ( n0 , n4 ) | add ( n1 , const_60 ) | multiply ( n0 , n1 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n1 ) | subtract ( n0 , n2 ) | multiply ( #3 , #4 ) | multiply ( #5 , #4 ) | multiply ( #0 , #4 ) | add ( #2 , #6 ) | add ( #2 , #7 ) | add ( #2 , #8 ) | add ( #10 , #9 ) | add ( #12 , #11 ) | divide ( #9 , #13 ) | multiply ( n5 , #14 ) | divide ( #15 , #1 )
in a certain candy store , n0 % of the customers are caught sampling the candy and are charged a small fine , but n1 % of the customers who sample the candy are not caught . what is the total percent of all customers who sample candy ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
two digits in john ' s age are the same as the digit in the wilson ' s age , but in reverse order . in n0 years john will be twice as old as wilson will be then . what is the difference in their current age ?	add ( n0 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | subtract ( #2 , #1 )
seed mixture x is n0 percent ryegrass and n1 percent bluegrass by weight ; seed mixture y is n2 percent ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
the size of a flat - screen tablet is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen tablet than a square n1 - inch flat - screen tablet ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
a dog breeder currently has n0 breeding dogs . n1 of the dogs have exactly n2 littermate , and n3 of the dogs have exactly n5 littermates . if n5 dogs are selected at random , what is the probability r that both selected dogs are not littermates ?	divide ( const_5 , n1 )
you have been given a physical balance and n0 weights of n1 , n2 , n3 , n4 , n5 , n6 and n7 kgs . keeping weights on one pan and object on the other , what is the maximum you can weigh less than n8 kgs .	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 )
roy is now n0 years older than julia and half of that amount older than kelly . if in n2 years , roy will be twice as old as julia , then in n2 years what would be roy no_ascii_32 s age multiplied by kelly no_ascii_32 s age ?	divide ( n0 , const_2 ) | subtract ( n0 , n1 ) | add ( n0 , #1 ) | add ( n1 , #2 ) | subtract ( #2 , #0 ) | add ( n1 , #4 ) | multiply ( #3 , #5 )
among n0 numbers the average of first n3 numbers is n2 and the average of last n3 numbers is n4 . the sum of last n5 numbers is n6 . the square of the fourth number is equal to the last number then what is the last number ?	multiply ( n1 , n4 ) | subtract ( #0 , n6 ) | power ( #1 , const_2 )
the s . i . on a certain sum of money for n0 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
michelle deposited a certain sum of money in a savings account on july n0 st , n1 . she earns an n2 % interest compounded semiannually . the sum of money in the account on december n3 st , n4 is approximately what percent of the initial deposit ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( #1 , const_2 ) | add ( #2 , n0 ) | power ( #3 , #0 ) | multiply ( #4 , const_100 )
if there are n0 questions in a n1 hr examination . among these questions are n2 type a problems , which requires twice as much as time be spent than the rest of the type b problems . how many minutes should be spent on type a problems ?	multiply ( n1 , const_60 ) | multiply ( n2 , const_2 ) | subtract ( n0 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n2 , #5 )
ritesh and co . generated revenue of rs . n0 , n6 in n2 . this was n3 % of its gross revenue . in n7 , the gross revenue grew by rs . n5 , n6 . what is the percentage increase in the revenue in n7 ?	add ( const_1 , const_4 ) | add ( const_2 , const_4 ) | divide ( n2 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | add ( #6 , #5 ) | multiply ( #6 , const_2 ) | add ( #8 , #4 ) | divide ( #7 , #2 ) | divide ( #9 , #10 ) | multiply ( #11 , const_100 )
joe invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
two trains of equal length , running with the speeds of n0 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
seed mixture x is n0 percent ryegrass and n1 percent bluegrass by weight ; seed mixture y is n2 percent ryegrass and n3 percent fescue . if a mixture of x and y contains n4 percent ryegrass , what percent of the weight of this mixture is x ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n2 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
a library branch originally contained n0 volumes , n1 % of which were fiction novels . n4 / n5 of the volumes were transferred to another location and n4 / n5 of the volumes transferred were fiction novels . what percent of the remaining collection was fiction novels ?	divide ( n1 , const_100 ) | divide ( n2 , n5 ) | divide ( n2 , n3 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( #0 , #3 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of one metre is left from all sides of the boundary of the garden . the length of the garden is ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
a teacher grades students no_ascii_32 tests by subtracting twice the number of incorrect responses from the number of correct responses . if student a answers each of the n0 questions on her test and receives a score of n1 , how many questions did student a answer correctly ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | subtract ( n0 , #1 )
a certain bag contains n0 balls no_ascii_21 no_ascii_15 no_ascii_79 n1 white , n2 green , n3 yellow , n4 red , and n5 purple . if a ball is to be chosen at random , what is the probability that the ball will be neither red nor purple ?	add ( n4 , n5 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 )
car dealership x , the total profit from sales increased by n1 percent over the previous years , while the number of cars sold decreased by n1 percent over the previous years . approximately what was the average percent increase in profit per car over the previous year .	add ( n0 , const_100 ) | divide ( const_100 , const_10 ) | subtract ( const_10 , const_3 ) | divide ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , const_100 )
there were n0 students in a hostel . due to the admission of n1 new students the expenses of the mess were increased by rs . n2 per day while the average expenditure per head diminished by re n3 . what was the original expenditure of the mess ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
one day a car rental agency rented n4 / n1 of its cars , including n4 / n5 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
by weight , liquid x makes up n0 percent of solution p and n1 percent of solution q . if n2 grams of solution p are mixed with n3 grams of solution q , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n1 , n3 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( #2 , const_1000 ) | multiply ( #3 , const_100 )
the weights of n0 bags are in the ratio n1 : n2 : n3 . if the sum of the weights of the heaviest and the lightest bag is n4 kg more than the weight of the third bag , what is the weight of the lightest bag ?	add ( n1 , n3 ) | subtract ( #0 , n2 ) | divide ( n4 , #1 ) | multiply ( n1 , #2 )
by weight , liquid x makes up n0 percent of solution a and n1 percent of solution b . if n2 grams of solution a are mixed with n3 grams of solution b , then liquid x accounts for what percent of the weight of the resulting solution ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_1000 )
the s . i . on a certain sum of money for n0 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
n0 people are planning to share equally the cost of a rental van . if one person withdraws from the arrangement and the others share equally the cost of the rental van , then the share of each of the remaining people will increase by . . . ?	divide ( const_1 , n0 ) | subtract ( n0 , const_1 ) | divide ( const_1 , #1 ) | subtract ( #2 , #0 ) | divide ( #3 , #0 )
one day a car rental agency rented n4 / n1 of its cars , including n2 / n4 of its cars with cd players . if n4 / n5 of its cars have cd players , what percent of the cars that were not rented had cd players ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #1 ) | multiply ( #1 , const_2 ) | divide ( #2 , n3 ) | divide ( #3 , n1 ) | multiply ( n1 , #4 ) | subtract ( #1 , #5 ) | divide ( #6 , n2 ) | subtract ( #4 , #8 ) | divide ( #9 , #7 ) | multiply ( #10 , const_100 )
n0 % of major airline companies equip their planes with wireless internet access . n1 % of major airlines offer passengers free on - board snacks . what is the greatest possible percentage of major airline companies that offer both wireless internet and free on - board snacks ?	multiply ( n0 , const_1 )
a producer of tea blends two varieties of tea from two tea gardens one costing rs n0 per kg and another rs n1 per kg in the ratio n2 : n3 . if he sells the blended variety at rs n4 per kg , then his gain percent is	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #0 ) | subtract ( #4 , #3 ) | multiply ( #5 , const_100 ) | divide ( #6 , #3 )
the size of a flat - screen television is given as the length of the screen no_ascii_32 s diagonal . how many square inches greater is the screen of a square n0 - inch flat - screen television than a square n1 - inch flat - screen television ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | subtract ( #2 , #3 )
the perimeter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places )	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_4 ) | divide ( #2 , const_2 ) | circumface ( #3 ) | divide ( #4 , const_2 ) | floor ( #5 )
a father told his son ` ` i was as old as you are at present , at the time of your birth ' ' . if the father is n0 years old now , then what was the son ' s age n1 years ago in years ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
a circular rim n0 inches in diameter rotates the same number of inches per second as a circular rim n1 inches in diameter . if the smaller rim makes x revolutions per second , how many revolutions per second does the larger rim makes in terms of x ?	divide ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 )
a carpenter constructed a rectangular sandbox with a capacity of n0 cubic feet . if the carpenter made instead a sandbox which was twice as long , twice as wide and twice as high as the original , what would the capacity be of the new larger sandbox ?	power ( const_2 , const_3 ) | multiply ( n0 , #0 )
if there are n0 questions in a n1 hr examination . among these questions are n2 type a problems , which requires twice as much as time be spent than the rest of the type b problems . how many minutes should be spent on type a problems ?	multiply ( n1 , const_60 ) | multiply ( n2 , const_2 ) | subtract ( n0 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | multiply ( n2 , #5 )
in a urban village of india named ` ` owlna ' ' , n3 % people have refrigerator , n1 % people have television , n2 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
if $ n3 , n4 is invested in an account that earns n5 % interest compounded semi - annually , then the interest earned after one year would be how much greater than if the $ n3 , n4 had been invested at n5 % simple yearly interest ?	multiply ( n1 , const_1 )
in a certain candy store , n0 % of the customers are caught sampling the candy and are charged a small fine , but n1 % of the customers who sample the candy are not caught . what is the total percent of all customers who sample candy ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
an outlet pipe empties a tank which is full in n0 hours . if the inlet pipe is kept open , which lets water in at the rate of n1 litres / min then outlet pipe would take n2 hours longer . find the capacity of the tank .	add ( n0 , n2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
the points a ( n2 , n2 ) , b ( n2 , n3 a - n7 ) and c ( n7 a + n6 , n7 a + n8 ) form a triangle . if angle abc = n9 , what is the area of triangle abc ?	add ( n4 , n8 ) | subtract ( n3 , n4 ) | divide ( #0 , n4 ) | multiply ( #2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , const_1 ) | subtract ( #4 , n4 ) | multiply ( #5 , #6 ) | divide ( #7 , const_2 )
in a survey of parents , exactly n0 / n1 of the mothers and n2 / n3 of the fathers held full - time jobs . if n4 percent of the parents surveyed were women , what percent of the parents did not hold full - time jobs ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_100 , n4 ) | multiply ( #0 , #2 ) | multiply ( n4 , #1 ) | subtract ( #2 , #3 ) | subtract ( n4 , #4 ) | add ( #5 , #6 )
x , y and z , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be z ' s share of the earnings ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #0 )
the difference between a two - digit number and the number obtained by interchanging the digit is n0 . what is the difference between the sum and the difference of the digits of the number if the ratio between the digits of the number is n1 : n2 ?	multiply ( n2 , const_10 ) | add ( n1 , #0 ) | subtract ( #1 , const_10 ) | subtract ( #2 , n2 ) | divide ( n0 , #3 ) | multiply ( n2 , #4 ) | add ( #4 , #5 ) | subtract ( #5 , #4 ) | subtract ( #6 , #7 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , n0 ) | multiply ( const_2 , n0 ) | multiply ( #0 , n0 ) | add ( #1 , #2 ) | add ( #3 , n0 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
albert buys n0 horses and n1 cows for rs . n2 , n3 . if he sells the horses at n4 % profit and the cows at n5 % profit , then he earns a total profit of rs . n6 . the cost of a horse is ?	multiply ( n4 , const_100 )
for any integer k greater than n2 , the symbol k * denotes the product of all the fractions of the form n2 / t , where t is an integer between n2 and k , inclusive . what is the value of n3 * / n4 * ?	add ( n0 , const_4 ) | divide ( n2 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , #0 )
alex has to take a quiz , which has n0 true false - type question each carry n1 mark . what is the probability that alex ' s can score more than n2 mark in the quiz . given that he decides to guess randomly on the quiz .	power ( const_2 , n0 ) | divide ( const_1 , #0 ) | divide ( n0 , #0 ) | add ( #1 , #2 )
in the xy - coordinate plane , the graph of y = - x ^ n0 + n1 intersects line l at ( p , - n2 ) and ( t , - n3 ) . what is the least possible value of the slope of line l ?	add ( n1 , n3 ) | add ( n1 , n2 ) | subtract ( n3 , n2 ) | sqrt ( #0 ) | sqrt ( #1 ) | subtract ( #3 , #4 ) | divide ( #2 , #5 )
x , y and z , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be z ' s share of the earnings ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #0 )
each of the three people individually can complete a certain job in n0 , n1 , and n2 hours , respectively . what is the lowest fraction of the job that can be done in n3 hour by n4 of the people working together at their respective rates ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | add ( #0 , #1 )
a , b , and c were started a business , the total profit for one year is $ n0 . the profit sharing ratio is n1 : n2 : n3 ( according to their investment they divide their profit ) . what is the profit of c ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( n0 , #2 )
you have been given a physical balance and n0 weights of n1 , n2 , n3 , n6 , n5 , n6 and n7 kgs . keeping weights on one pan and object on the other , what is the maximum you can weigh less than n8 kgs .	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 )
during a certain season , a team won n0 percent of its first n1 games and n2 percent of its remaining games . if the team won n3 percent of its games for the entire season , what was the total number of games that the team played ?	divide ( n3 , n1 ) | divide ( n2 , n1 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | add ( n1 , #4 )
last year sandy saved n0 % of her annual salary . this year , she made n2 % more money than last year , and she saved n2 % of her salary . the amount saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , const_100 ) | multiply ( #0 , #1 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
joe invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a certain sum is invested at simple interest at n0 % p . a . for two years instead of investing at n1 % p . a . for the same time period . therefore the interest received is more by rs . n2 . find the sum ?	subtract ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
a store reduced the price of all items in the store by n0 % on the first day and by another n1 % on the second day . the price of items on the second day was what percent of the price before the first reduction took place ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
a rectangular tank needs to be coated with insulation . the tank has dimensions of n0 feet , n1 feet , and n2 feet . each square foot of insulation costs $ n3 . how much will it cost to cover the surface of the tank with insulation ?	surface_rectangular_prism ( n0 , n1 , n2 ) | multiply ( n3 , #0 )
a , band c enter into partnership . a invests n0 times as much as b and b invests two - third of what c invests . at the end of the year , the profit earned is rs . n1 . what is the share of b ?	divide ( const_2 , const_3 ) | multiply ( const_2 , const_3 ) | multiply ( #0 , const_3 ) | add ( #1 , #2 ) | add ( #3 , const_3 ) | divide ( const_2 , #4 ) | multiply ( n1 , #5 )
pipe a fills a tank in n0 minutes . pipe b can fill the same tank n1 times as fast as pipe a . if both the pipes were kept open when the tank is empty , how much time will it take for the tank to overflow ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
jim no_ascii_21 no_ascii_15 no_ascii_38 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
john distributes his pencil among his n6 friends rose , mary , ranjan , and rohit in the ratio n7 / n2 : n7 / n4 : n7 / n6 : n7 / n8 . what is the minimum no . of pencils that the person should have ?	lcm ( n2 , n3 ) | lcm ( n3 , #0 ) | lcm ( n4 , #1 ) | divide ( #2 , n2 ) | divide ( #2 , n3 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | add ( #6 , #4 ) | add ( #7 , #5 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . it takes n0 days for the patch to cover the entire lake , how many days would it take the patch to cover half of the lake ?	subtract ( n0 , const_1 )
the average ( arithmetic mean ) of n0 different positive integers is n1 . if the first of these integers in n2 times the second integer and the second integer is n3 less than the third integer , what is the least possible value of the fourth integer ?	add ( n2 , n3 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_12 ) | subtract ( #1 , n3 ) | subtract ( #3 , #2 )
a doctor prescribed n0 cubic centimeters of a certain drug to a patient whose body weight was n1 pounds . if the typical dosage is n2 cubic centimeters per n3 pounds of the body weight , by what percent was the prescribed dosage greater than the typical dosage ?	divide ( n2 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
jane and thomas are among the n3 people from which a committee of n2 people is to be selected . how many different possible committees of n2 people can be selected from these n3 people if at least one of either jane or thomas is to be selected ?	choose ( n0 , const_1 ) | choose ( const_4 , const_1 ) | add ( #0 , #0 ) | add ( #2 , #1 )
a car started running at a speed of n0 km / hr and the speed of the car was increased by n1 km / hr at the end of every hour . find the total distance covered by the car in the first n2 hours of the journey .	multiply ( n1 , n2 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n1 )
the first half of the n3 th century , the population of a particular country increased by n1 percent . in the second half of the century , the population increased by n2 percent . what was the percent increase for the n3 th century as a whole ?	divide ( n2 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | subtract ( #3 , const_100 )
jim no_ascii_21 no_ascii_15 no_ascii_38 s taxi service charges an initial fee of $ n0 at the beginning of a trip and an additional charge of $ n1 for each n2 / n3 of a mile traveled . what is the total charge for a trip of n4 miles ?	divide ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
the s . i . on a certain sum of money for n3 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
jane and thomas are among the n3 people from which a committee of n2 people is to be selected . how many different possible committees of n2 people can be selected from these n3 people if at least one of either jane or thomas is to be selected ?	choose ( n0 , const_1 ) | choose ( const_4 , const_1 ) | add ( #0 , #0 ) | add ( #2 , #1 )
in a urban village of india named ` ` owlna ' ' , n0 % people have refrigerator , n1 % people have television , n3 % people got computers and n3 % got air - conditionor . how many people ( minimum ) got all these luxury .	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | subtract ( const_100 , n2 ) | subtract ( const_100 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_100 , #6 )
two trains of equal length , running with the speeds of n0 and n1 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
in a multiple choice test comprising n0 questions , each with n3 choices , what is the probability of a student getting n2 or more questions correct ? each question has only one correct answer and the student is equally likely to choose any of the n3 choices .	add ( n0 , n1 ) | multiply ( n0 , n2 ) | power ( const_2 , const_10 ) | multiply ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , const_1 ) | divide ( #5 , #2 )
at tea factory , each employee working the second shift produced n0 / n2 as many widgets as each employee working the first shift . if the first shift has n2 / n3 as many employees , what fraction of the total widgets did the second shift produce ?	multiply ( n0 , n3 ) | multiply ( n1 , n1 ) | add ( #1 , #0 ) | divide ( #0 , #2 )
sheila works n0 hours per day on monday , wednesday and friday , and n1 hours per day on tuesday and thursday . she does not work on saturday and sunday . she earns $ n2 per week . how much does she earn in dollars per hour ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
the area of a side of a box is n0 sq cm . the area of the other side of the box is n1 sq cm . if the area of the upper surface of the box is n2 sq cm then find the volume of the box .	divide ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( #1 , n0 ) | sqrt ( #2 ) | divide ( n2 , #3 ) | multiply ( #0 , #3 ) | volume_rectangular_prism ( #4 , #5 , #3 )
the points a ( n2 , n2 ) , b ( n2 , n3 a - n4 ) and c ( n7 a + n6 , n7 a + n8 ) form a triangle . if angle abc = n9 , what is the area of triangle abc ?	add ( n4 , n8 ) | subtract ( n3 , n5 ) | divide ( #0 , n4 ) | multiply ( #2 , #1 ) | multiply ( n3 , #2 ) | add ( #3 , n6 ) | subtract ( #4 , n4 ) | multiply ( #5 , #6 ) | divide ( #7 , n4 )
at milk factory , each employee working the second shift produced n0 / n2 as many widgets as each employee working the first shift . if the first shift has n2 / n3 as many employees , what fraction of the total widgets did the second shift produce ?	divide ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n1 , #0 ) | multiply ( n3 , #2 ) | add ( #1 , #3 ) | divide ( #3 , #4 )
if x is to be chosen at random from the set { n0 , n1 , n2 , n3 } and y is to be chosen at random from the set { n4 , n5 , n6 } , what is the probability that xy will be even ?	choose ( n3 , n1 ) | choose ( n1 , n0 ) | power ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
in one alloy there is n0 % chromium while in another alloy it is n1 % . n2 kg of the first alloy was melted together with n3 kg of the second one to form a third alloy . find the percentage of chromium in the new alloy .	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the s . i . on a certain sum of money for n0 years at n1 % per annum is half the c . i . on rs . n2 for n3 years at n4 % per annum . the sum placed on s . i . is ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | power ( #2 , n3 ) | multiply ( n2 , #4 ) | subtract ( #5 , n2 ) | divide ( #6 , n3 ) | divide ( #7 , #3 )
peter invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
a , b and c , each working alone can complete a job in n0 , n1 and n2 days respectively . if all three of them work together to complete a job and earn $ n3 , what will be a ' s share of the earnings ?	inverse ( n1 ) | inverse ( n0 ) | inverse ( n2 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | divide ( #0 , #4 ) | multiply ( n3 , #5 )
teas worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs n5 per kg , the price of the third variety per kg will be ?	add ( n2 , n2 ) | add ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( n5 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n4 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
a dog breeder currently has n0 breeding dogs . n1 of the dogs have exactly n2 littermate , and n3 of the dogs have exactly n5 littermates . if n5 dogs are selected at random , what is the probability q that both selected dogs are not littermates ?	divide ( const_5 , n1 )
the price of a jacket is reduced by n0 % . during a special sale the price of the jacket is reduced another n1 % . by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
suresh can complete a job in n0 hours . ashutosh alone can complete the same job in n1 hours . suresh works for n2 hours and then the remaining job is completed by ashutosh . how many hours will it take ashutosh to complete the remaining job alone ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
benny goes to the market for buying some apples to be distributed between her n0 kids equally . she takes n1 dollars with her . the cost of each apple is n2 dollars . how many apples does she buy to share them equally between her eighteen kids ?	divide ( n1 , n2 ) | multiply ( n0 , const_2 ) | divide ( #0 , #1 )
two trains of equal length , running with the speeds of n0 and n2 kmph , take n2 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_0_2778 ) | multiply ( #1 , const_0_2778 ) | inverse ( #2 ) | multiply ( n2 , #3 ) | multiply ( #4 , #5 )
starting from his house one day , a student walk at a speed of n0 kmph and reaches his school n3 minutes late . next he increased his speed by n2 kmph and reaches the school n3 minutes early . how far is the school from his house ?	add ( n0 , n2 ) | add ( n1 , n1 ) | divide ( #1 , const_60 ) | multiply ( n0 , #2 ) | multiply ( #0 , #3 )
jonathan , matthew and zac are picking strawberries from their yard . together they have picked a total of n0 strawberries . jonathan and matthew have picked n1 strawberries together . matthew and zac have picked n2 strawberries together . how many strawberries has zac picked by himself ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | negate ( #1 ) | multiply ( #2 , const_4 )
the average age of students of a class is n0 years . the average age of boys in the class is n1 years and that of the girls is n2 years . the ration of the number of boys to the number of girls in the class is :	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a sporting goods store sold n0 frisbees in one week , some for $ n4 and the rest for $ n2 each . if receipts from frisbee sales for the week totaled $ n3 , what is the fewest number of $ n4 frisbees that could have been sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a certain company no_ascii_32 s profit in n5 was n1 percent greater than its profit in n7 , and its profit in n6 was n4 percent greater than its profit in n5 . the company no_ascii_32 s profit in n6 was what percent greater than its profit in n7 ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
p can do a work in n0 days . q can do the samework in n1 days & r can do the same work in n2 days . q & r start the work and leave after n3 days . p finishes the remaining work in how many days .	divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | multiply ( n3 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #2 )
a bus started its journey from mumbai and reached pune in n0 min with its average speed of n1 km / hr . if the average speed of the bus is increased by n2 km / hr , how much time will it take to cover the same distance ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in what ratio p : q should the mixture p of milk and water in the ratio of n0 : n1 be mixed with another mixture q of milk and water in the ratio n2 : n3 so that the resultant mixture contains equal quantities of milk and water ?	add ( n1 , n3 ) | add ( n0 , n2 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
a college has classes from n0 : n1 am until n2 : n3 pm . in this duration , there are n5 periods . if n5 minutes are provided between each period to leave one class and enter the next class , how many minutes long is each period ?	multiply ( const_3 , const_60 ) | multiply ( n4 , const_4 ) | add ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n4 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the first year , two cows produced n0 litres of milk . the second year their production increased by n1 % and n2 % respectively , and the total amount of milk increased to n3 litres a year . how many litres were milked from each cow each year ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #2 ) | subtract ( n3 , #4 ) | divide ( #6 , #5 ) | subtract ( n0 , #7 )
a prize of $ n0 is to be distributed among n2 winners , each of whom must be awarded at least $ n2 . if n3 / n6 of the prize will be distributed to n5 / n6 of the winners , what is the greatest possible individual award ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | divide ( #0 , n4 ) | divide ( #1 , n4 ) | subtract ( n0 , #2 ) | subtract ( n1 , #3 ) | subtract ( #5 , const_1 ) | multiply ( n1 , #6 ) | subtract ( #4 , #7 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
a team won n0 percent of its first n1 games in a particular season , and n2 percent of its remaining games . if the team won a total of n3 percent of its games that season , what was the total number of games that the team played ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of b .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
the proportion of water to alcohol in solution a is n3 : n1 and the proportion of water to alcohol in solution b is n2 : n3 . if an equal amount of each solution is mixed together , what is the concentration of alcohol in the new solution ?	add ( n1 , n3 ) | add ( n0 , n2 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
machine a can finish a job in n0 hours , machine no_ascii_19 can finish the job in n1 hours , and machine no_ascii_31 can finish the job in n2 hours . how many hours will it take for a , b , and no_ascii_31 together to finish the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
in a group of n0 doctors , n2 doctors are only pediatricians ; the others are surgeons or general practitioners - but not both . a team of n2 doctors is to be chosen which must have at least n3 pediatrician , how many different teams can be chosen ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | multiply ( n0 , #2 ) | divide ( #4 , const_2 ) | multiply ( #3 , #1 ) | divide ( #0 , #6 ) | subtract ( #7 , #5 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , n2 )
at a bank , the service charges for transactions were us dollar n0 for every n1 transactions . the bank recently revised the charges to us dollar n2 for every n3 transactions . by approximately what percent did the ratio of price to transactions increase from the previous charge ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( #3 , const_100 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , n2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
dick and jane each saved $ n0 , n7 in n9 . in n8 dick saved n4 percent more than in n9 , and together he and jane saved a total of $ n6 , n7 . approximately what percent less did jane save in n8 than in n9 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
the average ( arithmetic mean ) of n0 students first quiz scores in a difficult english class is n1 . when one student dropped the class , the average of the remaining scores increased to n2 . what is the quiz score of the student who dropped the class ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
n0 men can do a piece of work in n1 days . n7 women can do it in n3 days and n6 children can do it in n5 days . in how many days can n6 men , n7 women and n8 children together complete the piece of work ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | inverse ( #0 ) | inverse ( #1 ) | inverse ( #2 ) | multiply ( n4 , #3 ) | multiply ( n2 , #4 ) | multiply ( n4 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 ) | inverse ( #10 )
a team won n0 percent of its first n1 games in a particular season , and n2 percent of its remaining games . if the team won a total of n3 percent of its games that season , what was the total number of games that the team played ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
frank the fencemaker needs to fence in a rectangular yard . he fences in the entire yard , except for one full side of the yard , which equals n0 feet . the yard has an area of n1 square feet . how many feet offence does frank use ?	divide ( n1 , n0 ) | add ( #0 , #0 ) | add ( n0 , #1 )
the average ( arithmetic mean ) of all scores on a certain algebra test was n0 . if the average of the n1 male students no_ascii_32 grades was n2 , and the average of the female students no_ascii_32 grades was n3 , how many female students took the test ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a team won n0 percent of its first n1 games in a particular season , and n2 percent of its remaining games . if the team won a total of n3 percent of its games that season , what was the total number of games that the team played ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
how many n0 digit numbers are there , if it is known that the first digit is odd , the second is even , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and thrice as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
naomi drives to the beauty parlor in n0 minutes . on the way back , her average speed is half the average speed as it was to the way to the parlor . how much time will it take naomi to travel two round trips to the beauty parlor ?	divide ( n0 , const_10 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 % of which was in the first mortgage , what is her approximate monthly interest payment ?	add ( n0 , n1 ) | add ( #0 , const_100 ) | divide ( #1 , const_100 ) | log ( #2 ) | divide ( #3 , const_12 ) | power ( const_2 , #4 )
a carpenter worked alone for n0 day on a job that would take him n1 more days to finish . he and another carpenter completed the job in n2 more days . how many days would it have taken the second carpenter to do the complete job working alone ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
we bought orange juice and apple juice at the store . a bottle of orange juice costs n2 cents and a bottle of apple juice costs n1 cents . we bought a total of n2 bottles for $ n3 . how many bottles of orange juice did we buy ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
jennifer had $ n0 to spend on herself . she spent n5 / n2 of the money on a sandwich , n5 / n4 for a ticket to a museum , and n5 / n6 of it on a book . how much money does jennifer have left over ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
roy is now n0 years older than julia and half of that amount older than kelly . if in n2 years , roy will be three times as old as julia , then in n2 years what would be roy no_ascii_32 s age multiplied by kelly no_ascii_32 s age ?	divide ( n0 , const_2 ) | subtract ( n0 , n1 ) | add ( n0 , #1 ) | add ( n1 , #2 ) | subtract ( #2 , #0 ) | add ( n1 , #4 ) | multiply ( #3 , #5 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a palindrome is a number that reads the same forward and backward . for example . n0 and n1 are palindromes . if n2 - digit palindromes are formed using one or more of the digits , n3 , n4 , n5 , how many such palindromes are possible ?	multiply ( n5 , const_3 ) | multiply ( n5 , #0 )
a shopkeeper labeled the price of his articles so as to earn a profit of n0 % on the cost price . he then sold the articles by offering a discount of n1 % on the labeled price . what is the actual percent profit earned in the deal ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
dick and jane each saved $ n0 , n1 in n9 . in n8 dick saved n4 percent more than in n9 , and together he and jane saved a total of $ n6 , n7 . approximately what percent less did jane save in n8 than in n9 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
working at their respective constant rates , machine a makes n0 copies in n1 minutes and machine b makes n2 copies in n3 minutes . if these machines work simultaneously at their respective rates for n4 minutes , what is the total number of copies that they will produce ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | multiply ( n4 , #2 )
dick and jane each saved $ n0 , n7 in n9 . in n8 dick saved n4 percent more than in n9 , and together he and jane saved a total of $ n6 , n7 . approximately what percent less did jane save in n8 than in n9 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
peter invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and further to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n5 ) | subtract ( n7 , #2 ) | divide ( #3 , n5 )
an author received $ n0 in royalties for each of the first n1 copies of her book sold , and $ n2 in royalties for each additional copy sold . if she received a total of $ n3 in royalties , how many copies of her book were sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 ) | add ( n1 , #2 ) | divide ( #3 , const_1000 )
n0 men can do a piece of work in n1 days . n7 women can do it in n3 days and n8 children can do it in n5 days . in how many days can n6 men , n7 women and n8 children together complete the piece of work ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | inverse ( #0 ) | inverse ( #1 ) | inverse ( #2 ) | multiply ( n4 , #3 ) | multiply ( n2 , #4 ) | multiply ( n4 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 ) | inverse ( #10 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in the xy - plane , a triangle has vertices ( n0 ) , ( n1 ) and ( n2 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n3 ?	divide ( n1 , const_10 ) | add ( #0 , const_1 ) | divide ( const_2 , #1 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
an object thrown directly upward is at a height of h feet after t seconds , where h = - n0 ( t - n4 ) ^ n4 + n3 . at what height , in feet , is the object n4 seconds after it reaches its maximum height ?	add ( n1 , n2 ) | negate ( n0 ) | subtract ( #0 , n1 ) | power ( #2 , n2 ) | multiply ( #1 , #3 ) | add ( n3 , #4 )
the ages of old and young total n0 . old is twice as old as young was when old was half as old as young will be when young is n2 times as old was when old was n2 times as old as young . how old is old ?	add ( n1 , n1 ) | multiply ( #0 , const_2 )
the area of one square is x ^ n4 + n5 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , const_2 ) | multiply ( #0 , const_4 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
the proportion of water to alcohol in solution a is n0 : n1 and the proportion of water to alcohol in solution b is n2 : n3 . if an equal amount of each solution is mixed together , what is the concentration of alcohol in the new solution ?	add ( n1 , n3 ) | add ( n0 , n2 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
there were n0 students in a hostel . due to the admission of n1 new students , he expenses of the mess were increased by rs . n2 per day while the average expenditure per head diminished by rs n3 . what was the original expenditure of the mess ?	add ( n2 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n2 , #2 ) | subtract ( #4 , #2 ) | add ( #5 , const_2 ) | subtract ( #3 , #6 )
the average ( arithmetic mean ) of n0 students first quiz scores in a difficult english class is n1 . when one student dropped the class , the average of the remaining scores increased to n2 . what is the quiz score of the student who dropped the class ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
a factory producing tennis balls stores them in either big boxes , n0 balls per box , or small boxes , with n1 balls per box . if n2 freshly manufactured balls are to be stored , what is the least number of balls that can be left unboxed ?	subtract ( n0 , n1 )
of the diplomats who attended a summit conference : n2 spoke latin , n1 did not speak russian and n2 % of the diplomats spoke neither latin nor russian . if n3 % of the diplomats spoke both latin and russian , then how many diplomats attended the conference ?	divide ( n0 , const_100 ) | divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 )
a school has n9 section of chemistry in class x having n1 , n2 , n8 and n4 students . the mean marks obtained in chemistry test are n5 , n6 , n7 and n8 respectively for the n9 sections . determine the overall average of marks per student .	add ( n1 , n2 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | multiply ( n3 , n7 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #5 , #3 ) | add ( n4 , #6 ) | add ( #7 , #4 ) | divide ( #9 , #8 )
operation # is defined as adding a randomly selected two digit multiple of n0 to a randomly selected two digit prime number and reducing the result by half . if operation # is repeated n1 times , what is the probability that it will yield at least two integers ?	add ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its average monthly production for that year ?	add ( const_1 , const_10 ) | multiply ( n1 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | multiply ( #3 , const_12 ) | divide ( #4 , const_2 ) | divide ( #5 , const_12 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
n0 men can do a piece of work in n1 days . n7 women can do it in n3 days and n8 children can do it in n5 days . in how many days can n8 men , n7 women and n8 children together complete the piece of work ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | inverse ( #0 ) | inverse ( #1 ) | inverse ( #2 ) | multiply ( n4 , #3 ) | multiply ( n2 , #4 ) | multiply ( n4 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 ) | inverse ( #10 )
the ages of patrick and michael are in the ratio of n2 : n1 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
jaime earned enough money by selling seashells at n0 cents each to buy several used paperback books at n1 cents each . if he spent all of the money he earned selling seashells to buy the books , what is the least number of seashells he could have sold ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_10 )
a thief runs away from a with a speed of n0 km / hr . a police from a station n1 km away started chasing him after n2 hr . with a speed of n3 km / hr . time taken by the police to catch the thief is :	multiply ( n0 , n2 ) | subtract ( n1 , n3 ) | add ( n1 , #0 ) | divide ( #2 , #1 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of one metre is left from all sides of the boundary of the garden . what is the length of the garden ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
you cook a pot of beef stew for you and your roommate . normally it lasts n0 days between the two of you . if n1 guests are now staying with you and your roommate , how many days will the beef stew now last if everyone eats it ?	add ( n1 , const_2 ) | multiply ( n0 , const_2 ) | divide ( const_1 , #1 ) | multiply ( #0 , #2 ) | divide ( const_1 , #3 )
an object thrown directly upward is at a height of h feet after t seconds , where h = - n0 ( t - n1 ) ^ n4 + n3 . at what height , in feet , is the object n4 seconds after it reaches its maximum height ?	add ( n1 , n2 ) | negate ( n0 ) | subtract ( #0 , n1 ) | power ( #2 , n2 ) | multiply ( #1 , #3 ) | add ( n3 , #4 )
find the ratio in which wheat of inferior quality ( rs . n0 / kg ) be mixed with wheat of superior quality ( rs . n1 / kg ) so that the shopkeeper gains rs . n2 by selling the resulting mixture at rs . n3 / kg .	divide ( n3 , n2 ) | divide ( #0 , const_2 ) | divide ( #1 , n2 )
tabby is training for a triathlon . she swims at a speed of n0 mile per hour . she runs at a speed of n1 miles per hour . she wants to figure out her average speed for these two events . what is the correct answer for her ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
jaime earned enough money by selling seashells at n0 cents each to buy several used paperback books at n1 cents each . if he spent all of the money he earned selling seashells to buy the books , what is the least number of seashells he could have sold ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_10 )
the initial price of an article is rs . n0 which increases n1 % increse in its price in the first year , a n3 % decrease in the second year and a n3 % increase in the next year . what is the final price of the article ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 )
the area of one square is x ^ n4 + n1 x + n6 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
company c produces toy trucks at a cost of $ n0 each for the first n1 trucks and $ n2 for each additional truck . if n3 toy trucks were produced by company c and sold for $ n4 each , what was company c no_ascii_32 s gross profit ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( n2 , #2 ) | subtract ( #0 , #1 ) | subtract ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
a can complete a project in n1 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and thrice as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
for n0 - digit integer n1 x , y n2 , when x and y are drawn at random from { n3 , n4 } , what is the probability w that the integer drawn is divisible by n5 ? * a solution will be posted in two days .	subtract ( n4 , n1 ) | divide ( #0 , n0 ) | divide ( #1 , n3 )
tea worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety in the ratio n3 : n3 : n4 . if the mixture is worth rs . n5 per kg , the price of the third variety per kg will be :	add ( n5 , const_10 ) | add ( const_0_25 , const_0_25 ) | add ( #0 , const_10 ) | add ( n4 , #2 ) | add ( #3 , #1 )
in what ratio p : q should the mixture p of milk and water in the ratio of n0 : n3 be mixed with another mixture q of milk and water in the ratio n2 : n3 so that the resultant mixture contains equal quantities of milk and water ?	add ( const_4.0 , n3 ) | add ( n0 , n2 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
tickets for all but n0 seats in a n1 - seat stadium were sold . of the tickets sold , n2 % were sold at half price and the remaining tickets were sold at the full price of $ n3 . what was the total revenue from ticket sales ?	subtract ( n1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 ) | subtract ( #0 , #2 ) | multiply ( n3 , #3 ) | add ( #2 , #4 ) | divide ( #5 , const_1000 ) | floor ( #6 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a sporting goods store sold n0 frisbees in one week , some for $ n1 and the rest for $ n4 each . if receipts from frisbee sales for the week totaled $ n3 , what is the fewest number of $ n4 frisbees that could have been sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
a marching band of n0 musicians are to march in a rectangular formation with s rows of exactly t musicians each . there can be no less than n1 musicians per row and no more than n2 musicians per row . how many different rectangular formations x are possible ?	divide ( n0 , n2 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , n2 )
the average monthly salary of laborers and supervisors in a factory is rs . n0 per month ; where as the average monthly salary of n1 supervisors is rs . n2 . if the average monthly salary of the laborers is rs . n3 find the number of laborers ?	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 ) | subtract ( #5 , const_4 ) | subtract ( #6 , const_2 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and twice as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
you enter a weight loss challenge game and manage to lose n0 % of your body weight . for the final weigh in you are forced to wear clothes that add n1 % to your weight . what percentage of weight loss is measured at the final weigh in ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
operation # is defined as adding a randomly selected two digit multiple of n0 to a randomly selected two digit prime number and reducing the result by half . if operation # is repeated n1 times , what is the probability that it will yield at least two integers ?	add ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
a contractor undertakes to do a job within n0 days and hires n1 people to do it . after n2 days , he realizes that one fourth of the work is done so he fires n3 people . in how many more days q will the work get over ?	multiply ( n1 , n2 ) | subtract ( const_1 , const_0_25 ) | subtract ( n1 , n3 ) | divide ( #0 , const_0_25 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a carpenter worked alone for n0 day on a job that would take him n1 more days to finish . he and another carpenter completed the job in n2 more days . how many days would it have taken the second carpenter to do the complete job working alone ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
the average monthly income of p and q is rs . n0 . the average monthly income of q and r is rs . n1 and the average monthly income of p and r is rs . n2 . the monthly income of p + q + r is :	add ( n0 , n2 ) | subtract ( #0 , n1 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
in a lake , there is a patch of lily pads . every day , the patch doubles in size . if it takes n0 days for the patch to cover the entire lake , how long would it take for the patch to cover half of the lake ?	subtract ( n0 , const_1 )
a no_ascii_30 palindromic integer no_ascii_79 is an integer that remains the same when its digits are reversed . so , for example , n0 and n1 are both examples of palindromic integers . how many n2 - digit palindromic integers are both even and greater than n3 , n4 ?	subtract ( n2 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 )
a field is n0 metre long and n1 metre broad . a n2 metre long , n3 metre broad and n4 metre deep tank dug in the field and the earth taken out is spread evenly over the remaining field . how much the level of field will rise ?	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
thin rectangular slab of potato was cut into two pieces for an osmosis lab . one piece is n0 mm greater than the other . if the original uncut slab is n1 mm , what is the length of the other piece of the potato after it is cut .	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n2 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
a retailer sells n4 shirts . he sells first n1 shirts for $ n5 and $ n3 . if the retailer wishes to sell the n4 shirts for an overall average price of over $ n5 , what must be the minimum average price of the remaining n6 shirts ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | subtract ( #1 , #0 ) | divide ( #2 , n6 )
the average ( arithmetic mean ) of all scores on a certain algebra test was n0 . if the average of the n1 male students no_ascii_32 grades was n2 , and the average of the female students no_ascii_32 grades was n3 , how many female students took the test ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
you enter a weight loss challenge game and manage to lose n0 % of your body weight . for the final weigh in you are forced to wear clothes that add n1 % to your weight . what percentage of weight loss is measured at the final weigh in ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
tom traveled the entire n0 miles trip . if he did the first n3 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
an investor deposited $ n0 , n1 to open a new savings account that earned n2 percent annual interest , compounded quarterly . if there were no other transactions in the account , what was the amount of money in the account n3 months after the account was opened ?	add ( const_2 , const_3 ) | divide ( n1 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | multiply ( #6 , #7 )
a tank can be filled by a tap in n0 minutes and by another tap in n1 minutes . both the taps are kept open for n2 minutes and then the first tap is shut off . after this , the tank will be completely filled in what time ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #1 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
p can lay railway track between two stations in n0 days . q can do the same job in n1 days . with the help of r , they completes the job in n2 days . how much days does it take for r alone to complete the work ?	divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
tom traveled the entire n0 miles trip . if he did the first n2 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
a no_ascii_30 palindromic integer no_ascii_79 is an integer that remains the same when its digits are reversed . so , for example , n0 and n1 are both examples of palindromic integers . how many n2 - digit palindromic integers are both even and greater than n3 , n4 ?	subtract ( n2 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 )
the ages of patrick and michael are in the ratio of n2 : n1 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , const_3 ) | multiply ( n1 , const_3 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
among n0 students , n1 % study sociology , n2 % study mathematics and n3 % study biology . if n4 % of students study both mathematics and sociology , what is the largest possible number of students who study biology but do not study either mathematics or sociology ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 ) | subtract ( #4 , #3 ) | subtract ( n0 , #5 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the average weight of a group of n3 friends increases by n1 kg when the weight of additional n3 friends was added . if average weight of the whole group after including the additional n3 members is n4 kg , what is the average weight of the additional friends ?	add ( n0 , n0 ) | subtract ( n4 , n1 ) | multiply ( n4 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n0 )
working at their respective constant rates , machine a makes n0 copies in n1 minutes and machine b makes n2 copies in n3 minutes . if these machines work simultaneously at their respective rates for n4 minutes , what is the total number of copies that they will produce ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | multiply ( n4 , #2 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a can complete a project in n1 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
tom traveled the entire n0 miles trip . if he did the first n1 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
a rectangular cube has sides measuring n0 inches long by n1 inches wide by n2 inches high . if the surface area of the rectangle is the same as a cube , what do the sides / walls of the cube measure ? round to the nearest whole number .	multiply ( const_2 , const_3 ) | surface_rectangular_prism ( n0 , n1 , n2 ) | divide ( #1 , #0 ) | floor ( #2 )
company c produces toy trucks at a cost of $ n0 each for the first n1 trucks and $ n2 for each additional truck . if n3 toy trucks were produced by company c and sold for $ n4 each , what was company c no_ascii_32 s gross profit ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( n2 , #2 ) | subtract ( #0 , #1 ) | subtract ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
a school has n9 section of chemistry in class x having n1 , n2 , n8 and n4 students . the mean marks obtained in chemistry test are n5 , n6 , n7 and n8 respectively for the n9 sections . determine the overall average of marks per student .	add ( n1 , n2 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | multiply ( n3 , n7 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #5 , #3 ) | add ( n4 , #6 ) | add ( #7 , #4 ) | divide ( #9 , #8 )
when positive integer n is divided by positive integer p , the quotient is n0 , with a remainder of n1 . when n is divided by ( p + n2 ) , the quotient is n3 and the remainder is n4 . what is the value of n ?	multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | add ( n4 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 )
frank the fencemaker needs to fence in a rectangular yard . he fences in the entire yard , except for one full side of the yard , which equals n0 feet . the yard has an area of n1 square feet . how many feet offence does frank use ?	divide ( n1 , n0 ) | add ( #0 , #0 ) | add ( n0 , #1 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , n2 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of a .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
in what ratio p : q should the mixture p of milk and water in the ratio of n0 : n2 be mixed with another mixture q of milk and water in the ratio n2 : n3 so that the resultant mixture contains equal quantities of milk and water ?	add ( n1 , n3 ) | add ( n0 , const_2.0 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of three metres is left from all sides of the boundary of the garden . what is the length of the garden ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
n0 different children have jelly beans : aaron has n1 , bianca has n2 , callie has n3 , and dante has n4 . how many jelly beans must dante give to aaron to ensure that no child has more than n5 fewer jelly beans than any other child ?	subtract ( n4 , n3 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
machine a can finish a job in n0 hours , machine no_ascii_19 can finish the job in n1 hours , and machine no_ascii_31 can finish the job in n2 hours . how many hours will it take for a , b , and no_ascii_31 together to finish the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
a sum of rs . n0 is to be divided among a , b and c in such a way that n1 times a no_ascii_32 s share , n2 times b no_ascii_32 s share and n3 times c no_ascii_32 s share are all equal . the share of c is	divide ( n3 , n1 ) | divide ( n3 , n2 ) | divide ( n3 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 )
working at their respective constant rates , machine a makes n0 copies in n1 minutes and machine b makes n2 copies in n3 minutes . if these machines work simultaneously at their respective rates for n4 minutes , what is the total number of copies that they will produce ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | multiply ( n4 , #2 )
solution y is n0 percent liquid x and n1 percent water . if n4 kilograms of water evaporate from n3 kilograms of solution y and n4 kilograms of solution y are added to the remaining n5 kilograms of liquid , what percent of this new solution is liquid x ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , n2 ) | add ( #4 , #7 ) | add ( #6 , #8 ) | divide ( #6 , #9 ) | multiply ( #10 , const_100 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n5 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n5 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
a rectangle a has an area of n0 square centimeters . square b has a perimeter of n1 centimeters . if square b is placed within square a and a random point is chosen within square a , what is the probability the point is not within square b ?	square_edge_by_perimeter ( n1 ) | square_area ( #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
a contractor undertakes to do a job within n0 days and hires n1 people to do it . after n2 days , he realizes that one fourth of the work is done so he fires n3 people . in how many more days g will the work get over ?	multiply ( n1 , n2 ) | subtract ( const_1 , const_0_25 ) | subtract ( n1 , n3 ) | divide ( #0 , const_0_25 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a takes twice as much time as b & c takes thrice as much time as b to finish a piece of work . working together they can finish the work in n0 days . the no . of days need for b to do the work alone is ?	lcm ( const_2 , const_3 ) | divide ( #0 , const_1 ) | divide ( #0 , const_2 ) | divide ( #0 , const_3 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | multiply ( n0 , #5 ) | divide ( #6 , #0 )
a car runs at the speed of n0 km per hour when not serviced and runs at n1 kmph when serviced . after servicing the car covers a certain distance in n2 hours . how much time will the car take to cover the same distance when not serviced ?	divide ( n1 , const_2 ) | divide ( const_3 , #0 ) | multiply ( n1 , #1 )
machine a can finish a job in n0 hours , machine no_ascii_19 can finish the job in n1 hours , and machine no_ascii_31 can finish the job in n2 hours . how many hours will it take for a , b , and no_ascii_31 together to finish the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of two metres is left from all sides of the boundary of the garden . what is the length of the garden ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of five metre is left from all sides of the boundary of the garden . what is the length of the garden ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
a person spends n0 % of his salary on food , n1 % on house rent , n3 % on entertainment and n3 % on conveyance . if his savings at the end of the month is rs . n4 , then his salary per month in rupees is :	multiply ( n4 , const_100 ) | divide ( #0 , n3 )
a fruit drink is made of orange , watermelon , and grape juice , where n0 percent of the drink is orange juice and n1 percent is watermelon juice . if the drink is made with n2 ounces of grape juice , how many ounces is the drink total ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( const_100 , #0 ) | divide ( #1 , #3 ) | divide ( #2 , #3 ) | add ( n2 , #4 ) | add ( #6 , #5 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
mixture a is n0 % oil and n1 % material b by weight . if n2 more kilograms of oil are added to the n3 kilograms mixture a , how many kilograms of mixture a must be added to make a n4 % material b in the new mixture ?	subtract ( const_100 , n4 ) | subtract ( #0 , n0 ) | divide ( n4 , #1 ) | multiply ( n2 , #2 ) | subtract ( #3 , n3 )
the shopkeeper increased the price of a product by n0 % so that customer finds it difficult to purchase the required amount . but somehow the customer managed to purchase only n1 % of the required amount . what is the net difference in the expenditure on that product ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
the number of students in each section of a school is n0 . after admitting new students , three new sections were started . now , the total number of sections is n1 and there are n2 students in each section . the number of new students admitted is :	multiply ( n1 , n2 ) | subtract ( n1 , const_3 ) | multiply ( n0 , #1 ) | subtract ( #0 , #2 )
machines x and y produce bottles at their respective constant rates . machine x produces k bottles in n0 hours and machine y produces k bottles in n1 hours . how many hours does it take machines x and y , working simultaneously , to produce n2 k bottles ?	add ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 )
a can go round a circular path n0 times in n1 minutes . if the diameter of the circle is increased to n2 times the original diameter , then the time required by a to go round the new path once , travelling at the same speed as before is	multiply ( n1 , n2 ) | divide ( #0 , n0 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a certain company no_ascii_32 s profit in n5 was n1 percent greater than its profit in n7 , and its profit in n6 was n4 percent greater than its profit in n5 . the company no_ascii_32 s profit in n6 was what percent greater than its profit in n7 ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a , b and c enter into a partnership . a invests n2 times as much as b invests and n1 / n2 of what c invests . at the end of the year , the profit earned is rs . n3 . what is the share of c ?	divide ( n1 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 ) | multiply ( n3 , #4 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a carpenter worked alone for n0 day on a job that would take him n1 more days to finish . he and another carpenter completed the job in n2 more days . how many days would it have taken the second carpenter to do the complete job working alone ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
the initial price of an article is rs . n0 which increases n1 % increse in its price in the first year , a n3 % decrease in the second year and a n3 % increase in the next year . what is the final price of the article ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 )
a school has n9 section of chemistry in class x having n6 , n2 , n8 and n4 students . the mean marks obtained in chemistry test are n5 , n6 , n7 and n8 respectively for the n9 sections . determine the overall average of marks per student .	add ( n1 , n2 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | multiply ( n3 , n7 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #5 , #3 ) | add ( n4 , #6 ) | add ( #7 , #4 ) | divide ( #9 , #8 )
a fraction in reduced form is such that when it is squared and then its numerator is reduced by n0 ( n1 / n2 ) % and denominator is reduced to n3 % , its result is twice the original fraction . the sum of numerator and denominator is :	divide ( const_100 , n3 ) | add ( n2 , #0 )
a contractor undertakes to built a walls in n0 days . he employs n1 peoples for the same . however after n2 days he finds that only n3 % of the work is complete . how many more man need to be employed to complete the work in time ?	divide ( const_4 , const_10 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | divide ( #3 , #0 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
a contractor undertakes to built a walls in n0 days . he employs n1 peoples for the same . however after n2 days he finds that only n3 % of the work is complete . how many more man need to be employed to complete the work in time ?	divide ( const_4 , const_10 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | divide ( #3 , #0 )
a carpenter worked alone for n0 day on a job that would take him n1 more days to finish . he and another carpenter completed the job in n2 more days . how many days would it have taken the second carpenter to do the complete job working alone ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_2 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n3 , n2 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , n2 )
jennifer had $ n0 to spend on herself . she spent n5 / n2 of the money on a sandwich , n5 / n4 for a ticket to a museum , and n5 / n6 of it on a book . how much money does jennifer have left over ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
potato chips are on sale , buy n0 get n1 free . there are only n2 bags of chips left ( n3 plain and n4 bbq ) . a shopper randomly grabs n6 bags . what is the probability the shopper will grab exactly n6 bags of bbq chips ?	divide ( n4 , n2 ) | subtract ( n4 , const_1 ) | subtract ( n2 , const_1 ) | divide ( #1 , #2 ) | subtract ( #1 , const_1 ) | subtract ( #2 , const_1 ) | divide ( #4 , #5 ) | multiply ( #0 , #3 ) | multiply ( #6 , #7 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the width of a rectangle is n0 mtr and its area is n1 square meter . if length of the rectangle is increased , then its new area is n3 ( n3 / n4 ) times of the original area . what is the new perimeter of the rectangle ?	multiply ( n1 , const_4 ) | multiply ( n0 , const_2 ) | divide ( #0 , n4 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 ) | add ( #4 , #1 )
the circus sells two kinds of tickets : lower seats for $ n0 and upper seats for $ n1 . on a certain night , the circus sells n2 tickets and gets $ n3 in revenue from the sales . how many tickets for lower seats did they sell ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 ) | subtract ( n2 , #3 )
a , b and c enter into a partnership . a invests n2 times as much as b invests and n1 / n2 of what c invests . at the end of the year , the profit earned is rs . n3 . what is the share of c ?	divide ( n1 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 ) | multiply ( n3 , #4 )
a school has n9 section of chemistry in class x having n5 , n2 , n8 and n4 students . the mean marks obtained in chemistry test are n5 , n6 , n7 and n8 respectively for the n9 sections . determine the overall average of marks per student .	add ( n1 , n2 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | multiply ( n3 , n7 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #5 , #3 ) | add ( n4 , #6 ) | add ( #7 , #4 ) | divide ( #9 , #8 )
a retailer sells n4 shirts . the first n1 he sells for $ n2 and $ n5 . if the retailer wishes to sell the n4 shirts for an overall average price of over $ n5 , what must be the minimum average price of the remaining n6 shirts ?	add ( n2 , n3 ) | multiply ( n0 , n5 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 ) | divide ( #3 , #2 )
the proportion of water to alcohol in solution a is n0 : n1 and the proportion of water to alcohol in solution b is n2 : n3 . if an equal amount of each solution is mixed together , what is the concentration of alcohol in the new solution ?	add ( n1 , n3 ) | add ( n0 , n2 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
solution y is n0 percent liquid x and n1 percent water . if n4 kilograms of water evaporate from n3 kilograms of solution y and n4 kilograms of solution y are added to the remaining n5 kilograms of liquid , what percent of this new solution is liquid x ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , n2 ) | add ( #4 , #7 ) | add ( #6 , #8 ) | divide ( #6 , #9 ) | multiply ( #10 , const_100 )
of the diplomats who attended a summit conference : n2 spoke french , n1 did not speak english and n2 % of the diplomats spoke neither french nor english . if n3 % of the diplomats spoke both french and english , then how many diplomats attended the conference ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 )
n0 men can do a piece of work in n1 days . n2 women can do it in n3 days and n8 children can do it in n5 days . in how many days can n8 men , n7 women and n8 children together complete the piece of work ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | inverse ( #0 ) | inverse ( #1 ) | inverse ( #2 ) | multiply ( n4 , #3 ) | multiply ( n2 , #4 ) | multiply ( n4 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 ) | inverse ( #10 )
a fruit drink is made of orange , watermelon , and grape juice , where n0 percent of the drink is orange juice and n1 percent is watermelon juice . if the drink is made with n2 ounces of grape juice , how many ounces is the drink total ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( const_100 , #0 ) | divide ( #1 , #3 ) | divide ( #2 , #3 ) | add ( n2 , #4 ) | add ( #6 , #5 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
you enter a weight loss challenge game and manage to lose n0 % of your body weight . for the final weigh in you are forced to wear clothes that add n1 % to your weight . what percentage of weight loss is measured at the final weigh in ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
the average ( arithmetic mean ) of all scores on a certain algebra test was n0 . if the average of the n1 male students no_ascii_32 grades was n2 , and the average of the female students no_ascii_32 grades was n3 , how many female students took the test ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a fruit drink is made of grapefruit , lemon , and orange juice , where n0 percent of the drink is grapefruit juice and n1 percent is lemon juice . if the drink is made with n2 ounces of orange juice , how many ounces is the drink total ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 )
in a kilo meter race , if a gives b a n3 m start , a wins by n1 s . but if a gives b a n2 s start , b wins by n3 m . find the time taken by b to run n4 , n5 m ?	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #0 , const_1000 ) | divide ( #3 , #2 )
jaime earned enough money by selling seashells at n0 cents each to buy several used paperback books at n1 cents each . if he spent all of the money he earned selling seashells to buy the books , what is the least number of seashells he could have sold ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_10 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 , n2 as total savings , how much has he saved in public provident fund ?	divide ( const_3 , const_2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_100 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 ) | add ( #4 , #7 ) | multiply ( #8 , #6 )
jennifer had $ n0 to spend on herself . she spent n5 / n2 of the money on a sandwich , n5 / n4 for a ticket to a museum , and n5 / n6 of it on a book . how much money does jennifer have left over ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
mark has a rectangular driveway with a line painted diagonally across . the length of the driveway is n0 feet longer than its width . if the total area of the driveway is n1 square feet , what is the length of the painted line ( in feet ) ?	multiply ( n1 , const_4 ) | power ( n0 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | add ( n0 , #3 ) | divide ( #4 , const_2 ) | power ( #5 , const_2 ) | subtract ( #5 , n0 ) | power ( #7 , const_2 ) | add ( #6 , #8 ) | sqrt ( #9 )
a contractor undertook to do a piece of work in n0 days . he employed certain number of laboures but n1 of them were absent from the very first day and the rest could finish the work in only n2 days . find the number of men originally employed .	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
among n0 students , n1 % study sociology , n2 % study mathematics and n3 % study biology . if n4 % of students study both mathematics and sociology , what is the largest possible number of students who study biology but do not study either mathematics or sociology ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 ) | subtract ( #4 , #3 ) | subtract ( n0 , #5 )
a lent rs . n0 to b for n1 years and rs . n2 to c for n3 years on simple interest at the same rate of interest and received rs . n4 in all from both of them as interest . the rate of interest per annum is ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , const_100 )
a sporting goods store sold n0 frisbees in one week , some for $ n1 and the rest for $ n4 each . if receipts from frisbee sales for the week totaled $ n3 , what is the fewest number of $ n4 frisbees that could have been sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
a contractor undertakes to built a walls in n1 days . he employs n1 peoples for the same . however after n2 days he finds that only n3 % of the work is complete . how many more man need to be employed to complete the work in time ?	divide ( const_4 , const_10 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | divide ( #3 , #0 )
a , b and c enter into a partnership . a invests n2 times as much as b invests and n1 / n2 of what c invests . at the end of the year , the profit earned is rs . n3 . what is the share of c ?	divide ( n1 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 ) | multiply ( n3 , #4 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , const_4 ) | subtract ( #3 , #4 )
a large tank can filled by a and b in n0 minutes and n1 minutes respectively . how many minutes will it take to fill the tanker from empty state if b is used for half the time and a and b fill it together for the other half ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | divide ( const_1 , #3 ) | multiply ( #4 , const_2 )
find out the ratio of milk to that of water , if a mixture is formed after mixing milk and water of n4 different vessels containning the mixture of milk to that of water in the proportion n4 : n6 , n3 : n4 , n5 : n6 respectively .	add ( n0 , n2 ) | add ( n0 , n3 ) | add ( n2 , n5 ) | divide ( n0 , #0 ) | divide ( n3 , #1 ) | divide ( n5 , #2 ) | divide ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n2 , #2 ) | add ( #3 , #4 ) | add ( #6 , #7 ) | add ( #9 , #5 ) | add ( #10 , #8 ) | divide ( #11 , #12 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
in what ratio p : q should the mixture p of milk and water in the ratio of n0 : n1 be mixed with another mixture q of milk and water in the ratio n2 : n3 so that the resultant mixture contains equal quantities of milk and water ?	add ( n1 , n3 ) | add ( n0 , n2 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
how many batteries will remain unboxed if in a factory that manufactures batteries n0 types of boxes are used to store batteries . the bigger box can store n1 batteries while the smaller box can store n2 batteries . the total number of batteries to be stored is n3 .	reminder ( n3 , n2 )
among n0 students , n1 % study sociology , n2 % study mathematics and n3 % study biology . if n4 % of students study both mathematics and sociology , what is the largest possible number of students who study biology but do not study either mathematics or sociology ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 ) | subtract ( #4 , #3 ) | subtract ( n0 , #5 )
the average monthly salary of laborers and supervisors in a factory is rs . n0 per month ; where as the average monthly salary of n1 supervisors is rs . n2 . if the average monthly salary of the laborers is rs . n3 find the number of laborers ?	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 ) | subtract ( #5 , const_4 ) | subtract ( #6 , const_2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 , n2 as total savings , how much has he saved in public provident fund ?	divide ( const_3 , const_2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_100 ) | divide ( const_1 , #3 ) | subtract ( #4 , #5 ) | add ( #4 , #7 ) | multiply ( #8 , #6 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
the shopkeeper increased the price of a product by n0 % so that customer finds it difficult to purchase the required amount . but somehow the customer managed to purchase only n1 % of the required amount . what is the net difference in the expenditure on that product ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a , b and c enter into a partnership . a invests n2 times as much as b invests and n1 / n2 of what c invests . at the end of the year , the profit earned is rs . n3 . what is the share of c ?	divide ( n1 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 ) | multiply ( n3 , #4 )
the average ( arithmetic mean ) of n0 students first quiz scores in a difficult english class is n1 . when one student dropped the class , the average of the remaining scores increased to n2 . what is the quiz score of the student who dropped the class ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
operation # is defined as adding a randomly selected two digit multiple of n0 to a randomly selected two digit prime number and reducing the result by half . if operation # is repeated n1 times , what is the probability that it will yield at least two integers ?	add ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
jaime earned enough money by selling seashells at n0 cents each to buy several used paperback books at n1 cents each . if he spent all of the money he earned selling seashells to buy the books , what is the least number of seashells he could have sold ?	lcm ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_10 )
in a garden , there are n0 rows and n1 columns of mango trees . the distance between the two trees is n2 metres and a distance of six metres is left from all sides of the boundary of the garden . what is the length of the garden ?	divide ( n0 , n2 ) | subtract ( n1 , const_1 ) | multiply ( n2 , #1 ) | add ( #0 , #2 ) | add ( #3 , #0 )
when positive integer n is divided by positive integer p , the quotient is n0 , with a remainder of n1 . when n is divided by ( p + n2 ) , the quotient is n3 and the remainder is n4 . what is the value of n ?	multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | add ( n4 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 )
a took n0 seconds to cross a rectangular field diagonally walking at the rate of n1 m / min and b took the same time to cross the same field along its sides walking at the rate of n2 m / min . the area of the field is ?	multiply ( const_2 , const_4 ) | subtract ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n1 , #2 ) | power ( #3 , const_2 ) | power ( #4 , const_2 ) | subtract ( #5 , #6 ) | divide ( #7 , const_2 )
for a bake sale , simon baked n0 n more pies than theresa . theresa baked half as many pies as roger , who baked n1 n pies . no other pies were baked for the sale . what fraction of the total pies for sale did roger bake ?	divide ( const_1 , const_3 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | divide ( #0 , #3 )
solution p is n0 percent lemonade and n1 percent carbonated water by volume ; solution q is n2 percent lemonade and n3 percent carbonated water by volume . if a mixture of pq contains n4 percent carbonated water , what percent of the volume of the mixture is p ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #0 ) | add ( #3 , #4 ) | divide ( #3 , #5 ) | multiply ( #6 , const_100 )
among n0 students , n1 % study sociology , n2 % study mathematics and n3 % study biology . if n4 % of students study both mathematics and sociology , what is the largest possible number of students who study biology but do not study either mathematics or sociology ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 ) | subtract ( #4 , #3 ) | subtract ( n0 , #5 )
a marching band of n0 musicians are to march in a rectangular formation with s rows of exactly t musicians each . there can be no less than n1 musicians per row and no more than n2 musicians per row . how many different rectangular formations f are possible ?	divide ( n0 , n2 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 , n2 as total savings , how much has he saved in public provident fund ?	divide ( const_3 , const_2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_100 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 ) | add ( #4 , #7 ) | multiply ( #8 , #6 )
tabby is training for a triathlon . she swims at a speed of n0 mile per hour . she runs at a speed of n1 miles per hour . she wants to figure out her average speed for these two events . what is the correct answer for her ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a contractor undertakes to do a job within n0 days and hires n1 people to do it . after n2 days , he realizes that one fourth of the work is done so he fires n3 people . in how many more days m will the work get over ?	multiply ( n1 , n2 ) | subtract ( const_1 , const_0_25 ) | subtract ( n1 , n3 ) | divide ( #0 , const_0_25 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a person spends n0 % of his salary on food , n1 % on house rent , n2 % on entertainment and n3 % on conveyance . if his savings at the end of the month is rs . n4 , then his salary per month in rupees is :	multiply ( n4 , const_100 ) | divide ( #0 , n3 )
company c produces toy trucks at a cost of $ n0 each for the first n1 trucks and $ n2 for each additional truck . if n3 toy trucks were produced by company c and sold for $ n4 each , what was company c no_ascii_32 s gross profit ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( n2 , #2 ) | subtract ( #0 , #1 ) | subtract ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
a certain company no_ascii_32 s profit in n5 was n4 percent greater than its profit in n7 , and its profit in n6 was n4 percent greater than its profit in n5 . the company no_ascii_32 s profit in n6 was what percent greater than its profit in n7 ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
among n0 students , n1 % study sociology , n2 % study mathematics and n3 % study biology . if n4 % of students study both mathematics and sociology , what is the largest possible number of students who study biology but do not study either mathematics or sociology ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n4 , #0 ) | add ( #1 , #2 ) | subtract ( #4 , #3 ) | subtract ( n0 , #5 )
solution y is n0 percent liquid x and n1 percent water . if n4 kilograms of water evaporate from n3 kilograms of solution y and n4 kilograms of solution y are added to the remaining n5 kilograms of liquid , what percent of this new solution is liquid x ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , n2 ) | add ( #4 , #7 ) | add ( #6 , #8 ) | divide ( #6 , #9 ) | multiply ( #10 , const_100 )
a , b and c enter into a partnership . a invests n2 times as much as b invests and n1 / n2 of what c invests . at the end of the year , the profit earned is rs . n3 . what is the share of c ?	divide ( n1 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | inverse ( #3 ) | multiply ( n3 , #4 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of b .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
if a coin is flipped , the probability that the coin will land tails is n0 / n4 . if the coin is flipped n2 times , what is the probability that it will land tails up on the first n4 flips and not on the last n4 flips ?	power ( n1 , n2 ) | inverse ( #0 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
how many n0 digit numbers are there , if it is known that the first digit is odd , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
last year a worker saved n0 % of her annual salary . this year , she made n1 % more money than last year and she saved n2 % of her salary . the amount she saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_100 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a contractor undertook to do a piece of work in n0 days . he employed certain number of laboures but n1 of them were absent from the very first day and the rest could finish the work in only n2 days . find the number of men originally employed ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and thrice as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
a rectangular cube has sides measuring n0 inches long by n1 inches wide by n2 inches high . if the surface area of the rectangle is the same as a cube , what do the sides / walls of the cube measure ? round to the nearest whole number .	multiply ( const_2 , n0 ) | surface_rectangular_prism ( n0 , n1 , n2 ) | divide ( #1 , #0 ) | floor ( #2 )
a contractor undertakes to do a job within n0 days and hires n1 people to do it . after n2 days , he realizes that one fourth of the work is done so he fires n3 people . in how many more days w will the work get over ?	multiply ( n1 , n2 ) | subtract ( const_1 , const_0_25 ) | subtract ( n1 , n3 ) | divide ( #0 , const_0_25 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
a contractor undertook to do a piece of work in n0 days . he employed certain number of laboures but n1 of them were absent from the very first day and the rest could finish the work in only n2 days . find the number of men originally employed ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
frank the fencemaker needs to fence in a rectangular yard . he fences in the entire yard , except for one full side of the yard , which equals n0 feet . the yard has an area of n1 square feet . how many feet offence does frank use ?	divide ( n1 , n0 ) | add ( #0 , #0 ) | add ( n0 , #1 )
a bus started its journey from chennai and reached mumbai in n0 min with its average speed of n1 km / hr . if the average speed of the bus is increased by n2 km / hr , how much time will it take to cover the same distance ?	divide ( n0 , n1 ) | subtract ( n1 , n2 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n1 , #3 )
last year a worker saved n0 % of her annual salary . this year , she made n1 % more money than last year and she saved n2 % of her salary . the amount she saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_100 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of b .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
the average age of a group of persons going for picnic is n0 years . n1 new persons with an average age of n2 years join the group on the spot due to which their average age becomes n3 years . the number of persons initially going for picnic is	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
richard traveled the entire n0 miles trip . if he did the first n1 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , n3 ) | subtract ( #2 , #0 ) | divide ( n0 , #3 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a prize of $ n0 is to be distributed among n2 winners , each of whom must be awarded at least $ n2 . if n3 / n6 of the prize will be distributed to n5 / n6 of the winners , what is the greatest possible individual award ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | divide ( #0 , n4 ) | divide ( #1 , n4 ) | subtract ( n0 , #2 ) | subtract ( n1 , #3 ) | subtract ( #5 , const_1 ) | multiply ( n1 , #6 ) | subtract ( #4 , #7 )
a prize of $ n0 is to be distributed among n2 winners , each of whom must be awarded at least $ n2 . if n3 / n6 of the prize will be distributed to n5 / n6 of the winners , what is the greatest possible individual award ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | divide ( #0 , n4 ) | divide ( #1 , n4 ) | subtract ( n0 , #2 ) | subtract ( n1 , #3 ) | subtract ( #5 , const_1 ) | multiply ( n1 , #6 ) | subtract ( #4 , #7 )
two trains , each n0 m long , moving in opposite directions , cross other in n1 sec . if one is moving twice as fast the other , then the speed of the faster train is ? a . n2 km / hr b . n3 km / hr	add ( n0 , n0 ) | divide ( #0 , n1 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_0_2778 )
the proportion of water to alcohol in solution a is n2 : n1 and the proportion of water to alcohol in solution b is n2 : n3 . if an equal amount of each solution is mixed together , what is the concentration of alcohol in the new solution ?	add ( n1 , n3 ) | add ( n0 , n2 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
tom traveled the entire n0 miles trip . if he did the first n1 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
a luxury liner , queen marry ii , is transporting several cats as well as the crew ( sailors , a cook , and captain ) to a nearby port . altogether , these passengers have n0 heads and n1 legs . how many cats does the ship host ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_4 ) | subtract ( #0 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , #1 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a marching band of n0 musicians are to march in a rectangular formation with s rows of exactly t musicians each . there can be no less than n1 musicians per row and no more than n2 musicians per row . how many different rectangular formations g are possible ?	divide ( n0 , n2 )
machine a can finish a job in n0 hours , machine no_ascii_19 can finish the job in n1 hours , and machine no_ascii_31 can finish the job in n2 hours . how many hours will it take for a , b , and no_ascii_31 together to finish the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 , n2 as total savings , how much has he saved in public provident fund ?	divide ( const_3 , const_2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_100 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 ) | add ( #4 , #7 ) | multiply ( #8 , #6 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
roy is now n0 years older than julia and half of that amount older than kelly . if in n3 years , roy will be n2 times as old as julia , then in n3 years what would be roy no_ascii_32 s age multiplied by kelly no_ascii_32 s age ?	add ( n0 , n1 ) | divide ( n0 , const_2 ) | multiply ( n1 , n2 ) | subtract ( n2 , const_1 ) | subtract ( #0 , #2 ) | divide ( #4 , #3 ) | add ( #0 , #5 ) | subtract ( #6 , #1 ) | multiply ( #6 , #7 )
john invests $ x at the semi - annual constant compounded rate of n0 percent and also does $ n1 , n2 at the quarterly constant compounded rate of n3 percent . if the interests are the same after n4 year , what is the value of x ? ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_100 , n2 ) | divide ( #0 , n2 ) | divide ( #1 , n0 ) | multiply ( #2 , const_100 ) | add ( #3 , n3 ) | add ( #4 , n3 ) | power ( #6 , n2 ) | power ( #7 , n0 ) | multiply ( #5 , #8 ) | subtract ( #9 , n3 ) | subtract ( #10 , #5 ) | divide ( #12 , #11 )
a man covered a certain distance at some speed . if he had moved n0 kmph faster , he would have taken n3 minutes less . if he had moved n2 kmph slower , he would have taken n3 minutes more . what is the the distance in km ?	divide ( n1 , const_60 ) | subtract ( n0 , n2 ) | multiply ( n2 , #0 ) | multiply ( n0 , #0 ) | add ( #2 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 ) | add ( #6 , #2 ) | divide ( #7 , #0 ) | multiply ( #8 , #5 )
a team won n0 percent of its first n1 games in a particular season , and n2 percent of its remaining games . if the team won a total of n3 percent of its games that season , what was the total number of games that the team played ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
tom traveled the entire n0 miles trip . if he did the first n3 miles of at a constant rate n2 miles per hour and the remaining trip of at a constant rate n3 miles per hour , what is the his average speed , in miles per hour ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of a .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
an object thrown directly upward is at a height of h feet after t seconds , where h = - n0 ( t - n1 ) ^ n4 + n3 . at what height , in feet , is the object n4 seconds after it reaches its maximum height ?	add ( n1 , n2 ) | negate ( n0 ) | subtract ( #0 , n1 ) | power ( #2 , n2 ) | multiply ( #1 , #3 ) | add ( n3 , #4 )
a shopkeeper labeled the price of his articles so as to earn a profit of n0 % on the cost price . he then sold the articles by offering a discount of n1 % on the labeled price . what is the actual percent profit earned in the deal ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
a fruit drink is made of orange , watermelon , and grape juice , where n0 percent of the drink is orange juice and n1 percent is watermelon juice . if the drink is made with n2 ounces of grape juice , how many ounces is the drink total ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( const_100 , #0 ) | divide ( #1 , #3 ) | divide ( #2 , #3 ) | add ( n2 , #4 ) | add ( #6 , #5 )
a prize of $ n0 is to be distributed among n2 winners , each of whom must be awarded at least $ n2 . if n3 / n6 of the prize will be distributed to n5 / n6 of the winners , what is the greatest possible individual award ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | divide ( #0 , n4 ) | divide ( #1 , n4 ) | subtract ( n0 , #2 ) | subtract ( n1 , #3 ) | subtract ( #5 , const_1 ) | multiply ( n1 , #6 ) | subtract ( #4 , #7 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
if a certain coin is flipped , the probability that the coin will land heads is n0 / n1 . if the coin is flipped n2 times , what is the probability that it will land heads up on the first flip but not on the last n3 flips ?	divide ( n0 , n1 ) | power ( #0 , n2 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
in what ratio p : q should the mixture p of milk and water in the ratio of n0 : n1 be mixed with another mixture q of milk and water in the ratio n2 : n3 so that the resultant mixture contains equal quantities of milk and water ?	add ( n1 , n3 ) | add ( n0 , n2 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
two digits in brother ' s age are the same as the digit in the sister ' s age , but in reverse order . in n0 n1 years brother will be twice as old as sister will be then . what is the difference in their current age ?	add ( n0 , n0 ) | subtract ( n1 , const_4 ) | add ( #0 , #1 )
operation # is defined as adding a randomly selected two digit multiple of n1 to a randomly selected two digit prime number and reducing the result by half . if operation # is repeated n1 times , what is the probability that it will yield at least two integers ?	add ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_2 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
a marching band of n0 musicians are to march in a rectangular formation with s rows of exactly t musicians each . there can be no less than n1 musicians per row and no more than n2 musicians per row . how many different rectangular formations p are possible ?	divide ( n0 , n2 )
if a coin is flipped , the probability that the coin will land tails is n0 / n3 . if the coin is flipped n2 times , what is the probability that it will land tails up on the first n3 flips and not on the last n4 flips ?	power ( n1 , n2 ) | inverse ( #0 )
the shopkeeper increased the price of a product by n0 % so that customer finds it difficult to purchase the required amount . but somehow the customer managed to purchase only n1 % of the required amount . what is the net difference in the expenditure on that product ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a contractor undertakes to built a walls in n0 days . he employs n1 peoples for the same . however after n2 days he finds that only n3 % of the work is complete . how many more man need to be employed to complete the work in time ?	divide ( const_4 , const_10 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | divide ( #3 , #0 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a school has n9 section of chemistry in class x having n7 , n2 , n8 and n4 students . the mean marks obtained in chemistry test are n5 , n6 , n7 and n8 respectively for the n9 sections . determine the overall average of marks per student .	add ( n1 , n2 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | multiply ( n3 , n7 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #5 , #3 ) | add ( n4 , #6 ) | add ( #7 , #4 ) | divide ( #9 , #8 )
the shopkeeper increased the price of a product by n0 % so that customer finds it difficult to purchase the required amount . but somehow the customer managed to purchase only n1 % of the required amount . what is the net difference in the expenditure on that product ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
the ratio of incomes of two person p n7 and p n5 is n2 : n3 and the ratio of their expenditures is n4 : n5 . if at the end of the year , each saves rs . n6 , then what is the income of p n7 ?	divide ( n6 , n1 ) | multiply ( n4 , #0 ) | subtract ( #1 , n6 ) | multiply ( n2 , #2 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and thrice as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
find the quantities of two types of rice to be mixed , first variety is of rs . n2 per kg and second variety is of rs . n1 per kg . to get n2 kg of rice mixture worth rs . n3 per kg ? ( in kg )	multiply ( n0 , n3 ) | multiply ( n0 , n0 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 ) | floor ( #5 )
in a certain kindergarten , every child has got either a dog or a cat or both . n0 children have got dogs only and n1 children have got both dogs and cats . if there are n2 children in the kindergarten , how many of them have cats ?	subtract ( n2 , n0 )
machines x and y produce bottles at their respective constant rates . machine x produces k bottles in n0 hours and machine y produces k bottles in n1 hours . how many hours does it take machines x and y , working simultaneously , to produce n2 k bottles ?	add ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 )
machine a can finish a job in n0 hours , machine no_ascii_19 can finish the job in n1 hours , and machine no_ascii_31 can finish the job in n2 hours . how many hours will it take for a , b , and no_ascii_31 together to finish the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #4 )
an association of mathematics teachers has n0 , n1 members . only n2 of these members cast votes in the election for president of the association . what percent of the total membership voted for the winning candidate if the winning candidate received n3 percent of the votes cast ?	divide ( n2 , const_100 ) | power ( const_4 , const_2 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a fruit drink is made of orange , watermelon , and grape juice , where n0 percent of the drink is orange juice and n1 percent is watermelon juice . if the drink is made with n2 ounces of grape juice , how many ounces is the drink total ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( const_100 , #0 ) | divide ( #1 , #3 ) | divide ( #2 , #3 ) | add ( n2 , #4 ) | add ( #6 , #5 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
one - third of rahul ' s savings in national savings certificate is equal to one - half of his savings in public provident fund . if he has rs . n0 , n1 , n2 as total savings , how much has he saved in public provident fund ?	divide ( const_3 , const_2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_100 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 ) | add ( #4 , #7 ) | multiply ( #8 , #6 )
john invests $ x at the semi - annual constant compounded rate of n0 percent and also does $ n1 , n2 at the quarterly constant compounded rate of n3 percent . if the interests are the same after n4 year , what is the value of x ? ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_100 , const_4 ) | divide ( #0 , const_4 ) | divide ( #1 , const_2 ) | multiply ( #2 , const_100 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | power ( #6 , const_4 ) | power ( #7 , const_2 ) | multiply ( #5 , #8 ) | subtract ( #9 , const_1 ) | subtract ( #10 , #5 ) | divide ( #12 , #11 )
an investor deposited $ n0 , n1 to open a new savings account that earned n2 percent annual interest , compounded quarterly . if there were no other transactions in the account , what was the amount of money in the account n3 months after the account was opened ?	add ( const_2 , const_3 ) | divide ( n1 , const_4 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | multiply ( #6 , #7 )
a sporting goods store sold n0 frisbees in one week , some for $ n1 and the rest for $ n4 each . if receipts from frisbee sales for the week totaled $ n3 , what is the fewest number of $ n4 frisbees that could have been sold ?	multiply ( n0 , n1 ) | subtract ( n3 , #0 )
a shopkeeper labeled the price of his articles so as to earn a profit of n0 % on the cost price . he then sold the articles by offering a discount of n1 % on the labeled price . what is the actual percent profit earned in the deal ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
in a school of n0 students , n1 % wear blue shirts , n2 % wear red shirts , n3 % wear green shirts , and the remaining students wear other colors . how many students wear other colors ( not blue , not red , not green ) ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
tabby is training for a triathlon . she swims at a speed of n0 mile per hour . she runs at a speed of n1 miles per hour . she wants to figure out her average speed for these two events . what is the correct answer for her ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a shopkeeper labeled the price of his articles so as to earn a profit of n0 % on the cost price . he then sold the articles by offering a discount of n1 % on the labeled price . what is the actual percent profit earned in the deal ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , const_100 )
company c produces toy trucks at a cost of $ n0 each for the first n1 trucks and $ n2 for each additional truck . if n3 toy trucks were produced by company c and sold for $ n4 each , what was company c no_ascii_32 s gross profit ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( n2 , #2 ) | subtract ( #0 , #1 ) | subtract ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
working at their respective constant rates , machine a makes n0 copies in n1 minutes and machine b makes n2 copies in n3 minutes . if these machines work simultaneously at their respective rates for n4 minutes , what is the total number of copies that they will produce ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | multiply ( n4 , #2 )
if a certain computer is capable of printing n0 monthly credit card bills per hour , while a new model is capable of printing at a rate of n1 per hour , the old model will take approximately how much longer than the new model to print n2 bills ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_60 )
the shopkeeper increased the price of a product by n0 % so that customer finds it difficult to purchase the required amount . but somehow the customer managed to purchase only n1 % of the required amount . what is the net difference in the expenditure on that product ?	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #2 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a marching band of n0 musicians are to march in a rectangular formation with s rows of exactly t musicians each . there can be no less than n1 musicians per row and no more than n2 musicians per row . how many different rectangular formations z are possible ?	divide ( n0 , n2 )
a large tank can filled by a and b in n0 minutes and n1 minutes respectively . how many minutes will it take to fill the tanker from empty state if b is used for half the time and a and b fill it together for the other half ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | divide ( const_1 , #3 ) | multiply ( #4 , const_2 )
the parameter of a square is equal to the perimeter of a rectangle of length n0 cm and breadth n1 cm . find the circumference of a semicircle whose diameter is equal to the side of the square . ( round off your answer to two decimal places ) ?	rectangle_perimeter ( n0 , n1 ) | square_edge_by_perimeter ( #0 ) | divide ( #1 , const_2 ) | circumface ( #2 ) | divide ( #3 , const_2 )
total num of pupiles in n7 grades of scholl is n1 . the no of pupiles in grades n2 and n6 are un n7 : n5 ratio and n6 and n7 grades are n8 : n9 ratio . what is the strength of class that has highest no of pupils	divide ( n8 , n9 ) | divide ( n0 , n5 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , const_1 ) | divide ( n1 , #4 )
the ages of patrick and michael are in the ratio of n2 : n3 and that of michael and monica are in the ratio of n2 : n3 . if the sum of their ages is n4 , what is the difference between the ages of patrick and monica ?	multiply ( n0 , n0 ) | multiply ( n1 , n0 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , #2 ) | multiply ( #5 , #0 ) | subtract ( #6 , #7 )
robert is travelling on his cycle andhas calculated to reach point a at n0 pm . if he travels at n1 kmph , he will reach there at n2 pm if he travels at n3 kmph . at what speed must he travel to reach a at n4 pm ?	divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n1 ) | subtract ( #4 , n4 ) | divide ( #3 , #5 )
machines x and y produce bottles at their respective constant rates . machine x produces k bottles in n0 hours and machine y produces k bottles in n2 hours . how many hours does it take machines x and y , working simultaneously , to produce n2 k bottles ?	add ( n0 , n1 ) | divide ( #0 , const_2.0 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 )
john invests $ x at the semi - annual constant compounded rate of n0 percent and also does $ n1 , n2 at the quarterly constant compounded rate of n3 percent . if the interests are the same after n4 year , what is the value of x ? ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_100 , n2 ) | divide ( #0 , n2 ) | divide ( #1 , n0 ) | multiply ( #2 , const_100 ) | add ( #3 , n3 ) | add ( #4 , n3 ) | power ( #6 , n2 ) | power ( #7 , n0 ) | multiply ( #5 , #8 ) | subtract ( #9 , n3 ) | subtract ( #10 , #5 ) | divide ( #12 , #11 )
in a school of n0 students , n1 % wear blue shirts , n2 % wear red shirts , n3 % wear green shirts , and the remaining students wear other colors . how many students wear other colors ( not blue , not red , not green ) ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
company c produces toy trucks at a cost of $ n0 each for the first n1 trucks and $ n2 for each additional truck . if n3 toy trucks were produced by company c and sold for $ n4 each , what was company c no_ascii_32 s gross profit ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | subtract ( n3 , n1 ) | multiply ( n2 , #2 ) | subtract ( #0 , #1 ) | subtract ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
a can complete a project in n2 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
an investor deposited $ n0 , n1 to open a new savings account that earned n2 percent annual interest , compounded quarterly . if there were no other transactions in the account , what was the amount of money in the account n3 months after the account was opened ?	add ( const_2 , const_3 ) | divide ( n1 , const_4 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | multiply ( #0 , const_2 ) | add ( #2 , const_1 ) | multiply ( #3 , #4 ) | power ( #5 , const_2 ) | multiply ( #6 , #7 )
oy started cycling along the boundaries of a square field from corner point a . after half an hour he reached the corner point c , diagonally opposite to a . if his speed was n0 km / hr , the area of the filed in square km is ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 )
the average ( arithmetic mean ) of all scores on a certain algebra test was n0 . if the average of the n1 male students no_ascii_32 grades was n2 , and the average of the female students no_ascii_32 grades was n3 , how many female students took the test ?	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
ravi ' s n2 days average income is n1 . but in a form he should write his average income as the greatest positive even integer less than or equal to his n2 days average income . what is the difference between his real average and form filling average ?	floor ( n1 ) | subtract ( #0 , const_1 ) | subtract ( n1 , #1 )
a and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n4 and b advances rs . n4 more . at the end of the year , their profits amounted to rs . n5 find the share of a .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
frank the fencemaker needs to fence in a rectangular yard . he fences in the entire yard , except for one full side of the yard , which equals n0 feet . the yard has an area of n1 square feet . how many feet offence does frank use ?	divide ( n1 , n0 ) | add ( #0 , #0 ) | add ( n0 , #1 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
the average earning of a mechanic for the first - n2 days of a week is rs . n1 and for the last n2 days is rs . n3 . if he earns rs . n4 on the fourth day , his average earning for the whole week is ?	add ( const_3 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | add ( #1 , #2 ) | subtract ( #3 , n4 ) | divide ( #4 , #0 )
can you please walk me through how to best approach this problem ? thanks if # p # = ap ^ n0 + bp no_ascii_77 n1 where a and b are constants , and # - n4 # = n3 , what is the value of # n4 # ?	negate ( n0 ) | subtract ( #0 , const_2 )
two trains n0 meters and n1 meters in length respectively are running in opposite directions , one at the rate of n2 km and the other at the rate of n3 kmph . in what time will they be completely clear of each other from the moment they meet ?	add ( n0 , n1 ) | add ( n2 , n3 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
there are some sweets in party , n0 / n5 rd eaten by kids . then n6 / n3 th of the remaining by men , then n6 / n5 rd of the remaining by women . at last n6 were remaining . how many sweets were in total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n2 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #3 ) | subtract ( #3 , #4 ) | multiply ( #2 , #5 ) | subtract ( #5 , #6 ) | divide ( n2 , #7 )
a train travelled from point a to point b at n0 km / h . on its way back the train travelled at n1 km / h and therefore the trip back lasted one hour longer . what is the distance ( in km ) between a and b ?	subtract ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #1 , const_1 ) | multiply ( n1 , #2 )
if a certain computer is capable of printing n0 monthly credit card bills per hour , while a new model is capable of printing at a rate of n1 per hour , the old model will take approximately how much longer than the new model to print n2 bills ?	divide ( n2 , n0 ) | divide ( n2 , n1 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_60 )
at an examination in which full marks were n0 . a got n1 % less than b , b got n2 % more than c and c got n3 % less than d . if a got n4 marks , what percentage of full marks was obtained by d ?	add ( n2 , const_100 ) | subtract ( const_100 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | divide ( n4 , #7 ) | divide ( #8 , n0 ) | multiply ( #9 , const_100 )
you enter a weight loss challenge game and manage to lose n0 % of your body weight . for the final weigh in you are forced to wear clothes that add n1 % to your weight . what percentage of weight loss is measured at the final weigh in ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
how many n0 digit numbers are there , if it is known that the first digit is even , the second is odd , the third is prime , the fourth ( units digit ) is divisible by n1 , and the digit n2 can be used only once ?	add ( n0 , const_1 ) | multiply ( n0 , n0 ) | multiply ( #0 , #0 ) | multiply ( #2 , #1 ) | multiply ( #2 , n0 ) | subtract ( #3 , #4 )
janet invited her boy and girl friends to her party at the ratio of n0 : n1 . if n2 % of the boys and n3 % of the girls will be coming for the party from texas , how many janet invited friends will be coming from texas .	divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 ) | multiply ( #4 , const_10 )
a person spends n0 % of his salary on food , n1 % on house rent , n2 % on entertainment and n3 % on conveyance . if his savings at the end of the month is rs . n4 , then his salary per month in rupees is :	multiply ( n4 , const_100 ) | divide ( #0 , n3 )
a contractor undertook to do a piece of work in n0 days . he employed certain number of laboures but n1 of them were absent from the very first day and the rest could finish the work in only n2 days . find the number of men originally employed ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
jennifer had $ n0 to spend on herself . she spent n5 / n2 of the money on a sandwich , n5 / n4 for a ticket to a museum , and n5 / n6 of it on a book . how much money does jennifer have left over ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
solution y is n0 percent liquid x and n1 percent water . if n4 kilograms of water evaporate from n3 kilograms of solution y and n4 kilograms of solution y are added to the remaining n5 kilograms of liquid , what percent of this new solution is liquid x ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , n2 ) | add ( #4 , #7 ) | add ( #6 , #8 ) | divide ( #6 , #9 ) | multiply ( #10 , const_100 )
in the city of san durango , n0 people own cats , dogs , or rabbits . if n1 people owned cats , n2 owned dogs , n3 owned rabbits , and n4 owned exactly two of the n6 types of pet , how many people owned all n6 ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n4 ) | subtract ( #2 , n0 ) | divide ( #3 , const_2 )
a certain company no_ascii_32 s profit in n5 was n1 percent greater than its profit in n7 , and its profit in n6 was n4 percent greater than its profit in n5 . the company no_ascii_32 s profit in n6 was what percent greater than its profit in n7 ?	divide ( n4 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
of the diplomats who attended a summit conference : n2 spoke french , n1 did not speak hindi and n2 % of the diplomats spoke neither french nor hindi . if n3 % of the diplomats spoke both french and hindi , then how many diplomats attended the conference ?	divide ( n3 , const_100 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 )
an advertising agency finds that , of its n0 clients , n1 use television , n2 use radio and n3 use magazines . also , n4 use television and magazines , n5 use television and radio , n6 use radio and magazines . how many use all the n7 ?	add ( n1 , n2 ) | add ( n4 , n5 ) | add ( n3 , #0 ) | add ( n6 , #1 ) | subtract ( #2 , #3 ) | subtract ( n0 , #4 )
peter invested a certain sum of money in a simple interest bond whose value grew to $ n0 at the end of n1 years and further to $ n2 at the end of another n3 years . what was the rate of interest in which he invested his sum ?	subtract ( n2 , n0 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 )
frank the fencemaker needs to fence in a rectangular yard . he fences in the entire yard , except for one full side of the yard , which equals n0 feet . the yard has an area of n1 square feet . how many feet offence does frank use ?	divide ( n1 , n0 ) | add ( #0 , #0 ) | add ( n0 , #1 )
in a school of n0 students , n1 % wear blue shirts , n2 % wear red shirts , n3 % wear green shirts , and the remaining students wear other colors . how many students wear other colors ( not blue , not red , not green ) ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
on a school no_ascii_21 no_ascii_15 no_ascii_38 s annual day sweets were to be equally distributed amongst n0 children . but on that particular day , n1 children were absent . thus the remaining children got n2 extra sweets . how many sweets was each child originally supposed to get ?	subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
a certain fraction is equivalent to n0 / n1 . if the numerator of the fraction is increased by n4 and the denominator is doubled , the new fraction is equivalent to n3 / n4 . what is the sum of the numerator and denominator of the original fraction ?	divide ( n1 , n0 ) | multiply ( n2 , #0 ) | add ( n2 , #1 ) | divide ( #2 , n0 )
a contractor undertook to do a piece of work in n0 days . he employed certain number of laboures but n1 of them were absent from the very first day and the rest could finish the work in only n2 days . find the number of men originally employed ?	multiply ( n1 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 )
the initial price of an article is rs . n0 which increases n1 % increse in its price in the first year , a n2 % decrease in the second year and a n3 % increase in the next year . what is the final price of the article ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , const_100 ) | add ( #4 , #2 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
the average mark of the students of a class in a particular exam is n0 . if n1 students whose average mark in that exam is n2 are excluded , the average mark of the remaining will be n3 . find the number of students who wrote the exam .	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n3 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a grocer has n0 pounds of coffee in stock , n1 percent of which is decaffeinated . if the grocer buys another n2 pounds of coffee of which n3 percent is decaffeinated , what percent , by weight , of the grocer no_ascii_32 s stock of coffee is decaffeinated ?	add ( n0 , n2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
in a rectangular metallic piece of paper that covers exactly the area of a cube . the length of the piece of paper is n0 inches and the width is n1 inches . what is the volume of the cube in cubic feet is n2 feet is n3 inches ?	divide ( n0 , n3 ) | divide ( n1 , n3 ) | rectangle_area ( #0 , #1 ) | divide ( #2 , #1 ) | square_edge_by_area ( #3 ) | volume_cube ( #4 )
dick and jane each saved $ n0 , n7 in n9 . in n8 dick saved n4 percent more than in n9 , and together he and jane saved a total of $ n6 , n7 . approximately what percent less did jane save in n8 than in n9 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
the proportion of water to alcohol in solution a is n0 : n3 and the proportion of water to alcohol in solution b is n2 : n3 . if an equal amount of each solution is mixed together , what is the concentration of alcohol in the new solution ?	add ( n1 , n3 ) | add ( n0 , n2 ) | add ( #1 , #0 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
a contractor undertakes to do a job within n0 days and hires n1 people to do it . after n2 days , he realizes that one fourth of the work is done so he fires n3 people . in how many more days b will the work get over ?	multiply ( n1 , n2 ) | subtract ( const_1 , const_0_25 ) | subtract ( n1 , n3 ) | divide ( #0 , const_0_25 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
when positive integer n is divided by positive integer p , the quotient is n0 , with a remainder of n1 . when n is divided by ( p + n4 ) , the quotient is n3 and the remainder is n4 . what is the value of n ?	multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | add ( n4 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 )
the monthly incomes of a and b are in the ratio n0 : n1 . b ' s monthly income is n2 % more than c ' s monthly income . if c ' s monthly income is rs . n3 , then find the annual income of a ?	divide ( n0 , n1 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n3 , #2 ) | multiply ( #0 , #3 ) | multiply ( n2 , #4 )
last year a worker saved n1 % of her annual salary . this year , she made n1 % more money than last year and she saved n2 % of her salary . the amount she saved this year was what percent of the amount she saved last year ?	add ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_100 )
a woman spends n3 % of her income in house rent , n3 % of the rest on his children no_ascii_32 s education , n2 % of the rest miscellaneous causes and n3 % in medical expenses . if she now posses rs . n4 then her income is ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #2 ) | multiply ( #4 , #3 ) | multiply ( #5 , #2 ) | divide ( n4 , #6 )
the area of one square is x ^ n4 + n1 x + n2 and the area of another square is n3 x ^ n4 no_ascii_73 n5 x + n6 . if the sum of the perimeters of both squares is n7 , what is the value of x ?	divide ( n1 , n0 ) | multiply ( #0 , n3 ) | subtract ( #1 , n1 ) | subtract ( n7 , #2 ) | divide ( #3 , n1 )
a no_ascii_30 palindromic integer no_ascii_79 is an integer that remains the same when its digits are reversed . so , for example , n0 and n1 are both examples of palindromic integers . how many n2 - digit palindromic integers are both even and greater than n3 , n4 ?	subtract ( n2 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 )
triangle a no_ascii_32 s base is n1 % greater than the base of triangle b , and a no_ascii_32 s height is n1 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	floor ( const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , #0 ) | subtract ( #0 , #2 ) | triangle_area ( #3 , #4 ) | divide ( #5 , #5 )
a man covers a certain distance on bike . had he moved n2 kmph faster , he would have taken n1 minutes less . if he moves slow by n2 kmph , he will take hours more to cover the distance . what is the distance travelled by him ?	add ( n0 , const_2 ) | add ( n0 , const_60 ) | divide ( #1 , n0 ) | add ( n0 , #2 ) | multiply ( #3 , #2 ) | multiply ( #0 , #4 ) | divide ( #5 , #3 )
in a school of n0 students , n1 % wear blue shirts , n2 % wear red shirts , n3 % wear green shirts , and the remaining students wear other colors . how many students wear other colors ( not blue , not red , not green ) ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( n0 , #7 )
when positive integer n is divided by positive integer p , the quotient is n0 , with a remainder of n1 . when n is divided by ( p + n2 ) , the quotient is n3 and the remainder is n4 . what is the value of n ?	multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | add ( n4 , #0 ) | subtract ( #2 , n1 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 )
a no_ascii_30 palindromic integer no_ascii_79 is an integer that remains the same when its digits are reversed . so , for example , n0 and n1 are both examples of palindromic integers . how many n2 - digit palindromic integers are both even and greater than n3 , n4 ?	subtract ( n2 , const_4 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_10 )
if s is a positive integer , and if the units ' digit of s ^ n6 is n1 and the units ' digit of ( s + n4 ) ^ n6 is n4 , what is the units ' digit of ( s + n6 ) ^ n6 ?	multiply ( const_3 , const_3 ) | power ( n0 , n0 ) | multiply ( #0 , #1 ) | add ( n1 , #2 )
solution p is n0 percent lemonade and n1 percent carbonated water by volume ; solution q is n2 percent lemonade and n3 percent carbonated water by volume . if a mixture of pq contains n4 percent carbonated water , what percent of the volume of the mixture is p ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #0 ) | add ( #3 , #4 ) | divide ( #3 , #5 ) | multiply ( #6 , const_100 )
tabby is training for a triathlon . she swims at a speed of n0 mile per hour . she runs at a speed of n1 miles per hour . she wants to figure out her average speed for these two events . what is the correct answer for her ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
an object thrown directly upward is at a height of h feet after t seconds , where h = - n0 ( t - n1 ) ^ n4 + n3 . at what height , in feet , is the object n4 seconds after it reaches its maximum height ?	add ( n1 , n2 ) | negate ( n0 ) | subtract ( #0 , n1 ) | power ( #2 , const_2 ) | multiply ( #1 , #3 ) | add ( n3 , #4 )
machines x and y produce bottles at their respective constant rates . machine x produces k bottles in n0 hours and machine y produces k bottles in n1 hours . how many hours does it take machines x and y , working simultaneously , to produce n2 k bottles ?	add ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( n2 , #1 ) | divide ( #2 , n1 )
the average ( arithmetic mean ) of n0 students first quiz scores in a difficult english class is n1 . when one student dropped the class , the average of the remaining scores increased to n2 . what is the quiz score of the student who dropped the class ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 )
in an office in singapore there are n0 % female employees . n1 % of all the male employees are computer literate . if there are total n2 % employees computer literate out of total n3 employees , then the no . of female employees who are computer literate ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #0 , #4 ) | multiply ( n3 , #5 )
a bus started its journey from mumbai and reached pune in n0 min with its average speed of n1 km / hr . if the average speed of the bus is increased by n2 km / hr , how much time will it take to cover the same distance ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
if a certain coin is flipped , the probability that the coin will land heads is n0 / n1 . if the coin is flipped n2 times , what is the probability that it will land heads up on the first n3 flips but not on the last flip ?	divide ( n0 , n1 ) | power ( #0 , n2 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
in a certain game , each player scores either n2 points or n3 points . if n players score n2 points and m players score n3 points , and the total number of points scored is n4 , what is the least possible positive e difference between n and m ?	subtract ( n1 , n0 )
a certain electric - company plan offers customers reduced rates for electricity used between n1 p . m . and n1 a . m . weekdays and n2 hours a day saturdays and sundays . under this plan , the reduced rates z apply to what fraction of a week ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n2 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n2 , #1 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
the average speed of a car is n0 n5 / n2 times the avg speed of a bike . a tractor covers n3 km in n4 hrs . how much distance will the car cover in n5 hrs if the speed of the bike is twice speed of the tractor ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #3 ) | multiply ( n5 , #4 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
two dogsled teams raced across a n0 mile course in wyoming . team a finished the course in n1 fewer hours than team r . if team a ' s average speed was n2 mph greater than team r ' s , what was team r ' s average mph ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
pat , kate and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much times as mark , how many more hours did mark charge to the project than kate .	add ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #1 , n1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 )
in a certain brick wall , each row of bricks above the bottom row contains one less brick than the row just below it . if there are n0 rows in all and a total of n1 bricks in the wall , how many bricks does the bottom row contain ?	subtract ( n1 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #1 , const_3 ) | subtract ( #2 , const_4 ) | divide ( #3 , n0 )
a policeman noticed a criminal from a distance of n0 km . the criminal starts running and the policeman chases him . the criminal and the policeman run at the rate of n1 km and n2 km per hour respectively . what is the distance between them after n3 minutes ?	divide ( n3 , const_60 ) | multiply ( #0 , const_1000 ) | subtract ( n0 , #1 )
laura took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
a and b undertake to do a piece of work for $ n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of c ?	inverse ( n1 ) | inverse ( n3 ) | inverse ( n2 ) | multiply ( n2 , n3 ) | add ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( #2 , #3 ) | subtract ( #1 , #4 ) | multiply ( #3 , #7 ) | add ( #8 , #5 ) | add ( #9 , #6 ) | divide ( #5 , #10 ) | multiply ( n0 , #11 )
for all integers x > n7 . < x > = n8 x + ( n8 x - n7 ) + ( n8 x - n8 ) + . . . . . . n8 + n7 . what is the value of < n8 > * < n9 > ?	multiply ( n1 , const_4 ) | multiply ( n1 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #0 , const_3 ) | subtract ( #0 , const_4 ) | subtract ( #1 , const_1 ) | subtract ( #1 , const_2 ) | subtract ( #1 , const_3 ) | add ( #0 , #2 ) | add ( #1 , #6 ) | subtract ( #0 , #4 ) | subtract ( #0 , #3 ) | subtract ( #0 , #2 ) | add ( #9 , #3 ) | add ( #10 , #7 ) | add ( #14 , #4 ) | add ( #15 , #8 ) | add ( #16 , #5 ) | add ( #18 , #11 ) | add ( #19 , #12 ) | add ( #20 , #13 ) | multiply ( #21 , #17 )
a dealer offers a cash discount of n0 % and still makes a profit of n1 % when he further allows n2 articles to be sold at the cost price of n3 articles to a particular sticky bargainer . how much percent above the cost price were his articles listed ?	add ( n1 , const_100 ) | subtract ( n2 , n3 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , n2 ) | divide ( #2 , const_100 ) | subtract ( const_1 , #4 ) | divide ( #3 , #6 ) | divide ( #7 , #5 ) | subtract ( #8 , const_1 ) | multiply ( #9 , const_100 )
in a certain game , each player scores either n2 points or n3 points . if n players score n2 points and m players score n3 points , and the total number of points scored is n4 , what is the least possible positive t difference between n and m ?	subtract ( n1 , n0 )
jayant opened a shop investing rs . n0 , n6 . madhu joined him n2 months later , investing rs . n3 , n6 . they earned a profit of rs . n5 , n6 after completion of one year . what will be madhu ' s share of profit ?	add ( n1 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #3 , n1 ) | multiply ( #1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 ) | add ( #9 , #7 ) | multiply ( #10 , #8 )
the average of n0 consecutive integers is n1 . then , n2 is deducted from the first consecutive number , n3 is deducted from the second , n4 is deducted form the third , and so on until the last number which remains unchanged . what is the new average ?	add ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
solution a is n0 % salt and solution b is n1 % salt . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % salt solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n4 , #0 ) | multiply ( n4 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n4 , #7 ) | divide ( #7 , #8 )
solution y is n0 percent liquid x and n1 percent water . if n4 kilograms of water evaporate from n3 kilograms of solutions y and n4 kilograms of solution y are added to the remaining n5 kilograms of liquid , what percent of this new liquid solution is liquid x ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , n2 ) | add ( #4 , #7 ) | add ( #6 , #8 ) | divide ( #6 , #9 ) | multiply ( #10 , const_100 )
a truck driver starts with the speed of n0 kmph with the truck driver decreasing speed every two hours by n1 kmph . the truck driver ' s speed does not drop below n2 kmph . in how many hours will it take the truck driver to travel n3 kms ?	divide ( n1 , const_2 ) | divide ( #0 , const_2 ) | divide ( n0 , #1 ) | power ( #2 , const_2 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
a man loses n3 / n4 rd of his money , then wins rs . n2 loses n3 / n4 rd of what he has and wins rs . n5 and finds that he has exactly what be had at the beginning . what was the amount he originally bad ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #1 , #1 ) | add ( n5 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #5 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
an artist wishes to paint a circular region on a square poster that is n0 feet on a side . if the area of the circular region is to be n1 / n2 the area of the poster , what must be the radius of the circular region in feet ?	square_area ( n0 ) | divide ( #0 , n2 ) | divide ( #1 , const_pi ) | sqrt ( #2 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
marginal cost is the cost of increasing the quantity produced ( or purchased ) by one unit . if the fixed cost for n products is $ n0 and the marginal cost is $ n1 , and the total cost is $ n2 , what is the value of n ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
in a certain brick wall , each row of bricks above the bottom row contains one less brick than the row just below it . if there are n0 rows in all and a total of n1 bricks in the wall , how many bricks does the bottom row contain ?	subtract ( n1 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #1 , const_3 ) | subtract ( #2 , const_4 ) | divide ( #3 , n0 )
according to the directions on the can of frozen orange juice concentrate , n0 can of concentrate is to be mixed with n1 cans of water to make orange juice . how many n2 ounces cans of the concentrate are required to prepare n3 n4 ounces servings of orange juice ?	multiply ( n3 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , const_4 )
free notebooks were distributed equally among children of a class . the number of notebooks each child got was one - eighth of the number of children . had the number of children been half , each child would have got n0 notebooks . total how many notebooks were distributed ?	divide ( n0 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 )
an seller earns an income of re n0 on the first day of his business . on every subsequent day , he earns an income which is just thrice of that made on the previous day . on the n1 th day of business , he earns an income of :	subtract ( n1 , n0 ) | multiply ( n0 , #0 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , n1 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
n0 drainage pipes , each draining water from a pool at the same constant rate , together can drain a certain pool in n1 days . how many additional pipes , each draining water at the same constant rate , will be needed to drain the pool in n2 days ?	multiply ( n0 , n2 ) | subtract ( #0 , n0 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days total will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
there were n0 students in a hostel . due to the admission of n1 new students , ; he expenses of the mess were increased by rs . n2 per day while the average expenditure per head diminished by rs n3 . wbat was the original expenditure of the mess ?	add ( n2 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n2 , #2 ) | subtract ( #4 , #2 ) | add ( #5 , const_2 ) | subtract ( #3 , #6 )
a certain basketball team that has played n0 / n4 of its games has a record of n2 wins and n3 losses . what is the greatest number of the remaining games that the team can lose and still win at least n4 / n5 of all of its games ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | divide ( n1 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_1 ) | subtract ( #3 , #6 )
a dealer offers a cash discount of n0 % and still makes a profit of n1 % when he further allows n2 articles to be sold at the cost price of n3 articles to a particular sticky bargainer . how much percent above the cost price were his articles listed ?	add ( n1 , const_100 ) | subtract ( n2 , n3 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , n2 ) | divide ( #2 , const_100 ) | subtract ( const_1 , #4 ) | divide ( #3 , #6 ) | divide ( #7 , #5 ) | subtract ( #8 , const_1 ) | multiply ( #9 , const_100 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n1 feet n2 inches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a train sets off at n0 : n1 am at the speed of n2 km / h . another train starts at n3 : n4 am in the same direction at the rate of n5 km / h . at what time will the second train catch the first train ?	divide ( const_1 , const_2 ) | subtract ( n5 , n2 ) | multiply ( n2 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
a dealer offers a cash discount of n0 % and still makes a profit of n1 % when he further allows n2 articles to be sold at the cost price of n3 articles to a particular sticky bargainer . how much percent above the cost price were his articles listed ?	add ( n1 , const_100 ) | subtract ( n2 , n3 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , n2 ) | divide ( #2 , const_100 ) | subtract ( const_1 , #4 ) | divide ( #3 , #6 ) | divide ( #7 , #5 ) | subtract ( #8 , const_1 ) | multiply ( #9 , const_100 )
beginning in town a , biker bob rides his bike n0 miles west , n1 miles north , n2 miles east , and then n3 miles north , to town b . how far apart are town a and town b ? ( ignore the curvature of the earth . )	add ( n1 , n3 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
the average of n0 consecutive integers is n1 . then , n2 is deducted from the first consecutive number , n3 is deducted from the second , n4 is deducted form the third , and so on until the last number which remains unchanged . what is the new average ?	add ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and a quits n2 days before the project is completed , in how many days total will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
a dishonest dealer claims to sell a product at its cost price . he uses a counterfeit weight which is n0 % less than the real weight . further greed overtook him and he added n1 % impurities to the product . find the net profit percentage of the dealer ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
according to a recent student poll , n0 / n1 out of n2 members of the finance club are interested in a career in investment banking . if two students are chosen at random , what is the probability that at least one of them is interested in investment banking ?	choose ( n2 , const_2 ) | divide ( n0 , n1 ) | multiply ( n2 , #1 ) | subtract ( n2 , #2 ) | choose ( #3 , const_2 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 )
a dishonest dealer claims to sell a product at its cost price . he uses a counterfeit weight which is n0 % less than the real weight . further greed overtook him and he added n1 % impurities to the product . find the net profit percentage of the dealer ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
an seller earns an income of re n0 on the first day of his business . on every subsequent day , he earns an income which is just thrice of that made on the previous day . on the n1 th day of business , he earns an income of :	subtract ( n1 , n0 ) | multiply ( n0 , #0 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , n1 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
moli buys n0 ribbons , n1 clips and n2 soap for rs . n3 exactly . at the same place it would cost rs . n4 for n5 ribbons , n6 clips and one soap . how much would it cost for one ribbon , one clip and one soap ?	add ( n6 , const_2 ) | subtract ( n4 , n3 ) | subtract ( #1 , #0 )
pr is tangent to a circle at point p . q is another point on circle such that pq is diameter of circle and rq cuts circle at m . if radius of circle is n0 units and pr = n1 units . find ratio of triangle pmr to pqr .	multiply ( n0 , const_2 ) | multiply ( n1 , n1 ) | power ( n1 , const_2 ) | divide ( #1 , #0 ) | multiply ( n1 , #0 ) | power ( #0 , const_2 ) | add ( #5 , #2 ) | sqrt ( #6 ) | divide ( #4 , #7 ) | triangle_perimeter ( n1 , #0 , #7 ) | triangle_perimeter ( n1 , #8 , #3 ) | divide ( #10 , #9 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
beginning in town a , biker bob rides his bike n3 miles west , n1 miles north , n2 miles east , and then n3 miles north , to town b . how far apart are town a and town b ? ( ignore the curvature of the earth . )	add ( n1 , n3 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a man bought an article and sold it at a gain of n1 % . if he had bought it at n1 % less and sold it for re n2 less , he would have made a profit of n3 % . the c . p . of the article was	multiply ( n0 , const_4.0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
if a certain coin is flipped , the probability that the coin will land heads is n0 / n1 . if the coin is flipped n2 times , what is the probability that it will land heads up on the first n4 flips but not on the last n4 flips ?	divide ( n0 , n1 ) | power ( #0 , n2 )
according to the directions on the can of frozen orange juice concentrate , n0 can of concentrate is to be mixed with n1 cans of water to make orange juice . how many n2 ounces cans of the concentrate are required to prepare n3 n4 ounces servings of orange juice ?	multiply ( n3 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , const_4 )
at joel no_ascii_32 s bookstore , the current inventory is n1 % historical fiction . of the historical fiction books , n1 % are new releases , while n2 % of the other books are new releases . what fraction of all new releases are the historical fiction new releases ?	multiply ( n0 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | divide ( #2 , #5 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
one ball will drop from a certain height . the height it will reach after rebounding from the floor is n0 percent of the previous height . the total travel is n1 cm when it touches the floor on third time . what is the value of the original height ?	divide ( n0 , const_100 ) | add ( #0 , const_2 ) | divide ( n1 , #1 )
on a certain road n1 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
jayant opened a shop investing rs . n0 , n6 . madhu joined him n2 months later , investing rs . n3 , n6 . they earned a profit of rs . n5 , n6 after completion of one year . what will be madhu ' s share of profit ?	add ( n1 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #3 , n1 ) | multiply ( #1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 ) | add ( #9 , #7 ) | multiply ( #10 , #8 )
n3 cups of water are to be poured into a n1 - cup bottle and a n3 - cup bottle . if each bottle is to be filled to the same fraction of its capacity , how many cups of water should be poured into the n3 - cup bottle ?	add ( n1 , const_2 ) | multiply ( n0 , const_2 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
a dishonest dealer claims to sell a product at its cost price . he uses a counterfeit weight which is n0 % less than the real weight . further greed overtook him and he added n1 % impurities to the product . find the net profit percentage of the dealer ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a gain ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
a container holding n3 ounces of a solution that is n4 part alcohol to n2 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
n4 cylinders are built successively , the first is n2 meters tall and the following cylinders are each n2 meters taller than the previous . if the perimeter is n3 pi m , what is the total surface area of the n4 cylinders , excluding the bases of each cylinder ?	divide ( n3 , const_2 ) | multiply ( n1 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( n1 , const_4 ) | add ( n1 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | add ( #6 , #5 ) | surface_cylinder ( #0 , #7 )
diana took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
in a room filled with n0 people , n1 people have exactly n2 sibling in the room and n3 people have exactly n4 siblings in the room . if two individuals are selected from the room at random , what is the probability that those two individuals are not siblings ?	divide ( n1 , n0 ) | subtract ( n0 , n4 ) | subtract ( n0 , const_1 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | divide ( #3 , #2 ) | multiply ( #0 , #4 ) | multiply ( #0 , #5 ) | add ( #6 , #7 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrement of n5 % and in n8 there is an increment of n7 % , then find the population of city at theend of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
pat , kate and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much times as mark , how many more hours did mark charge to the project than kate .	add ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #1 , n1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 )
a car averages n0 miles per hour for the first n1 hours of a trip and averages n2 miles per hour for each additional hour of travel time . if the average speed for the entire trip is n3 miles per hour , how many hours long is the trip ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
a train sets off at n3 : n1 am at the speed of n2 km / h . another train starts at n3 : n4 am in the same direction at the rate of n5 km / h . at what time will the second train catch the first train ?	divide ( const_1 , const_2 ) | subtract ( n5 , n2 ) | multiply ( n2 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n1 feet n2 nches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
on day one , a store sold n0 pens . on each of the next d days , the company sold n1 pens . if the average daily sales of pens over this time period ( including day one ) is n2 pens , what is the value of d ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
there are n2 slots around a circle , numbered n1 to n2 . a man starts fromthe first slot and jumps to the n3 th slot . from there he jumps to the n4 th slot andso on . in which slot will he land in his n5 th jump ?	divide ( n5 , n0 ) | floor ( #0 ) | subtract ( #0 , #1 ) | multiply ( n0 , #2 )
according to a recent student poll , n0 / n1 out of n2 members of the finance club are interested in a career in investment banking . if two students are chosen at random , what is the probability that at least one of them is interested in investment banking ?	choose ( n2 , const_2 ) | divide ( n0 , n1 ) | multiply ( n2 , #1 ) | subtract ( n2 , #2 ) | choose ( #3 , const_2 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is from mixture x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a sports retailer ordered white and yellow tennis balls in equal number but the dispatch clerk of the tennis ball company erred and dispatched n0 extra yellow balls and making ratio of white balls to yellow balls n1 / n2 . how many tennis balls did the retailer order originally .	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n2 feet n2 nches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n2 feet n2 nches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train catches and completely passes the slower train in n2 seconds . what is the length of each train ( in meters ) ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
beginning in town a , biker bob rides his bike n0 miles west , n2 miles north , n2 miles east , and then n3 miles north , to town b . how far apart are town a and town b ? ( ignore the curvature of the earth . )	add ( n1 , n3 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
a computer wholesaler sells n0 different computers and each is priced differently . if the wholesaler chooses n2 computers for display at a trade show , what is the probability ( all things being equal ) that the two most expensive computers will be among the n2 chosen for display ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | divide ( const_1 , #1 ) | multiply ( #2 , #3 ) | multiply ( n1 , #4 )
during n8 , a company produced an average of n1 , n2 products per month . how many products will the company need to produce from n3 through n6 in order to increase its monthly average for the period from n8 through n6 by n7 % over its n8 average ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | multiply ( n6 , #1 )
if a certain coin is flipped , the probability that the coin will land heads is n0 / n3 . if the coin is flipped n2 times , what is the probability that it will land heads up on the first n3 flips but not on the last n4 flips ?	divide ( n0 , n1 ) | power ( #0 , n2 )
pat , kate and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much times as mark , how many more hours did mark charge to the project than kate .	add ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #1 , n1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n4 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
in how many ways can an answer key for a quiz be written if the quiz contains n0 true - false questions followed by n1 multiple - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , n1 ) | multiply ( #0 , #2 )
machine a and machine g are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine g . machine g produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , #4 ) | divide ( n0 , #5 )
machine x and machine b are each used to manufacture n2 sprockets . it takes machine x n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine x . how many sprockets per hour does machine x produces ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #1 , const_100 ) | divide ( n0 , #2 )
a certain electric - company plan offers customers reduced rates for electricity used between n1 p . m . and n1 a . m . weekdays and n2 hours a day saturdays and sundays . under this plan , the reduced rates q apply to what fraction of a week ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n2 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n2 , #1 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
at joel no_ascii_32 s bookstore , the current inventory is n1 % historical fiction . of the historical fiction books , n1 % are new releases , while n2 % of the other books are new releases . what fraction of all new releases are the historical fiction new releases ?	multiply ( n0 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | divide ( #2 , #5 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
we have a rectangular metallic piece of paper that covers exactly the area of a cube . the length of the piece of paper is n0 inches and the width is n1 inches . what is the volume of the cube in cubic feet is n2 feet is n3 inches ?	cube_edge_by_volume ( n0 ) | add ( n0 , #0 )
a car averages n0 miles per hour for the first n1 hours of a trip and averages n2 miles per hour for each additional hour of travel time . if the average speed for the entire trip is n3 miles per hour , how many hours long is the trip ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
a certain electric - company plan offers customers reduced rates for electricity used between n1 p . m . and n1 a . m . weekdays and n2 hours a day saturdays and sundays . under this plan , the reduced rates w apply to what fraction of a week ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n2 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n2 , #1 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a student completes a n0 part exam as follows . the student completes sections a in n1 minutes and takes an equal time to complete the two remaining sections . what is the ratio of time spent on section c to section a if the total duration is n2 hour ?	divide ( const_3 , const_4 )
a cistern is filled by a tap in n0 n1 / n2 hours . due to leak in the bottom of the cistern , it takes half an hour longer to fill the cistern . if the cistern is full how long will it take the leak to empty it ?	divide ( n1 , n2 ) | divide ( n1 , const_4 ) | add ( n0 , #0 ) | divide ( const_1 , #2 ) | subtract ( #3 , #1 ) | divide ( const_1 , #4 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a train sets off at n0 : n4 pm at the speed of n2 km / h . another train starts at n3 : n4 pm in the same direction at the rate of n5 km / h . at what time will the second train catch the first train ?	subtract ( n5 , n2 ) | divide ( n2 , #0 ) | add ( n3 , #1 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , const_4.0 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
in how many ways can an answer key for a quiz be written if the quiz contains n2 true - false questions followed by n1 multiples - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , n1 ) | multiply ( #0 , #2 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , n1 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
solution p is n0 percent lemonade and n1 percent carbonated water by volume ; solution q is n2 percent lemonade and n3 percent carbonated water by volume . if a mixture of pq contains n4 % percent carbonated water , what percent of the volume of the mixture is p ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #0 ) | add ( #3 , #4 ) | divide ( #3 , #5 ) | multiply ( #6 , const_100 )
n0 years ago , the average age of a family of n1 members was n2 years . two children having been born ( with age diference of n3 years ) , the present average age of the family is the same . the present age of the youngest child is :	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #0 ) | subtract ( #4 , #3 ) | subtract ( #5 , n3 ) | divide ( #6 , n3 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and b quits n2 days before the project is completed , in how many days total will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is from mixture x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
in a room filled with n0 people , n1 people have exactly n2 sibling in the room and n3 people have exactly n4 siblings in the room . if two individuals are selected from the room at random , what is the probability that those two individuals are not siblings ?	divide ( n1 , n0 ) | subtract ( n0 , n4 ) | subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | divide ( #3 , #2 ) | multiply ( #0 , #4 ) | multiply ( #0 , #5 ) | add ( #6 , #7 )
the set x = { n0 , n1 } . the set y = { n2 , n3 } . we will randomly choose one element x from set x and one element y from set y . what is the probability that x / y will be an integer ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_2 ) | subtract ( #3 , #2 ) | subtract ( #5 , const_1 ) | divide ( #4 , #6 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , n1 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
diana took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
bombay express left delhi for bombay at n0 hrs , travelling at a speed of n1 kmph and rajdhani express left delhi for bombay on the same day at n2 hrs , travelling at a speed of n3 kmph . how far away from delhi will the two trains meet ?	multiply ( n1 , const_2 ) | subtract ( n3 , n1 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 )
solution a is n0 % sugar and solution b is n1 % sugar . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % sugar solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_2 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
a rectangular parking space is marked out by painting three of its sides . if the length of the unpainted side is n0 feet , and the sum of the lengths of the painted sides is n1 feet , find out the area of the parking space in square feet ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( #1 , const_10 ) | add ( #2 , const_4 )
solution a is n0 % salt and solution b is n1 % salt . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % salt solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n4 , #0 ) | multiply ( n4 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n4 , #7 ) | divide ( #7 , #8 )
a n5 - digit code can consist of the digits n1 ~ n2 except that it does not contain the digits n3 , n4 , n5 , and n6 at all . if repeated digits are allowed , what is the probability that it has at least one even digit ?	power ( const_4 , n0 ) | subtract ( const_10 , const_4 ) | power ( #1 , n0 ) | subtract ( #2 , #0 ) | divide ( #3 , #2 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a certain electric - company plan offers customers reduced rates for electricity used between n1 p . m . and n1 a . m . weekdays and n2 hours a day saturdays and sundays . under this plan , the reduced rates c apply to what fraction of a week ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n2 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n2 , #1 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
a jogger is running at n0 kmph alongside a railway track in n1 meters ahead of the engine of a n2 meters long train . the train is running at n3 kmph in the same direction . how much time does it take for the train to pass the jogger ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_1000 ) | divide ( #2 , const_3600 ) | divide ( #0 , #3 )
two dogsled teams raced across a n0 mile course in wyoming . team a finished the course in n1 fewer hours than team e . if team a ' s average speed was n2 mph greater than team e ' s , what was team e ' s average mph ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
a sports retailer ordered white and yellow tennis balls in equal number but the dispatch clerk of the tennis ball company erred and dispatched n0 extra yellow balls and making ratio of white balls to yellow balls n1 / n2 . how many tennis balls did the retailer order originally .	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
during n8 , a company produced an average of n1 , n2 products per month . how many products will the company need to produce from n3 through n6 in order to increase its monthly average for the period from n8 through n6 by n7 % over its n8 average ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | multiply ( n6 , #1 )
in n0 bags , there are to be put together n1 red and n2 white balls , neither bag being empty . how must the balls be divided so as to give a person who draws n3 ball from either bag - the greatest chance of drawing a red ball ?	add ( n1 , n2 ) | multiply ( n0 , n0 ) | subtract ( #0 , n3 ) | divide ( n1 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , n1 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
solution a is n0 % salt and solution b is n3 % salt . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % salt solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n4 , #0 ) | multiply ( n4 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n4 , #7 ) | divide ( #7 , #8 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
in a room filled with n0 people , n1 people have exactly n2 sibling in the room and n4 people have exactly n4 siblings in the room . if two individuals are selected from the room at random , what is the probability that those two individuals are not siblings ?	divide ( n1 , n0 ) | subtract ( n0 , n4 ) | subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | divide ( #3 , #2 ) | multiply ( #0 , #4 ) | multiply ( #0 , #5 ) | add ( #6 , #7 )
a certain basketball team that has played n0 / n4 of its games has a record of n2 wins and n5 losses . what is the greatest number of the remaining games that the team can lose and still win at least n4 / n5 of all of its games ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | divide ( n1 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_1 ) | subtract ( #3 , #6 )
a worker can load one truck in n0 hours . a second worker can load the same truck in n1 hours . if both workers load one truck simultaneously while maintaining their constant rates , approximately how long , in hours , will it take them to fill one truck ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
noelle walks from point a to point b at an average speed of n0 kilometers per hour . at what speed , in kilometers per hour , must noelle walk from point b to point a so that her average speed for the entire trip is n1 kilometers per hour ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #1 , n1 ) | divide ( #0 , #2 )
a certain electric - company plan offers customers reduced rates for electricity used between n1 p . m . and n1 a . m . weekdays and n2 hours a day saturdays and sundays . under this plan , the reduced rates x apply to what fraction of a week ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | divide ( n2 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #2 ) | multiply ( n2 , #1 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
a sports retailer ordered white and yellow tennis balls in equal number but the dispatch clerk of the tennis ball company erred and dispatched n0 extra yellow balls and making ratio of white balls to yellow balls n1 / n2 . how many tennis balls did the retailer order originally .	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
in how many ways can an answer key for a quiz be written if the quiz contains n2 true - false questions followed by n1 multiple - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , n1 ) | multiply ( #0 , #2 )
during n8 , a company produced an average of n1 , n2 products per month . how many products will the company need to produce from n3 through n6 in order to increase its monthly average for the period from n8 through n6 by n7 % over its n8 average ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | multiply ( n6 , #1 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
an artist wishes to paint a circular region on a square poster that is n0 feet on a side . if the area of the circular region is to be n1 / n2 the area of the poster , what must be the radius of the circular region in feet ?	square_area ( n0 ) | divide ( #0 , n2 ) | divide ( #1 , const_pi ) | sqrt ( #2 )
the average of n0 consecutive integers is n1 . then , n2 is deducted from the first consecutive number , n3 is deducted from the second , n4 is deducted form the third , and so on until the last number which remains unchanged . what is the new average ?	add ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
on day one , a store sold n0 cups . on each of the next d days , the company sold n1 cups . if the average daily sales of cups over this time period ( including day one ) is n2 cups , what is the value of d ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_3 ) | add ( #2 , const_1 ) | subtract ( #3 , n2 )
a worker can load one truck in n0 hours . a second worker can load the same truck in n1 hours . if both workers load one truck simultaneously while maintaining their constant rates , approximately how long , in hours , will it take them to fill one truck ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
we have a rectangular metallic piece of paper that covers exactly the area of a cube . the length of the piece of paper is n0 inches and the width is n1 inches . what is the volume of the cube in cubic feet is n2 feet is n3 inches ?	cube_edge_by_volume ( n0 ) | add ( n0 , #0 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train catches and completely passes the slower train in n2 seconds . what is the length of each train ( in meters ) ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
at joel no_ascii_32 s bookstore , the current inventory is n1 % historical fiction . of the historical fiction books , n1 % are new releases , while n2 % of the other books are new releases . what fraction of all new releases are the historical fiction new releases ?	multiply ( n0 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | divide ( #2 , #5 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n2 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the wholesale price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
there are two bags a and b . a contains n0 red flowers and n1 pink flowers . where as bag b contains n2 red flowers and n3 pink flowers . one flower is chosen from a bag randomly . what is the probability that the flower chosen is pink ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( const_1 , const_2 ) | divide ( const_3 , #0 ) | divide ( n3 , #1 ) | add ( #3 , #4 ) | multiply ( #5 , #2 )
a , b and c start a business each investing n0 , n1 . after n2 months a withdrew n5 , b withdrew n5 and c invests n5 more . at the end of the year , a total profit of n6 was recorded . find the share of b .	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #1 )
a and b undertake to do a piece of work for $ n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of b ?	inverse ( n1 ) | inverse ( n3 ) | inverse ( n2 ) | multiply ( n2 , n3 ) | add ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( #2 , #3 ) | subtract ( #1 , #4 ) | multiply ( #3 , #7 ) | add ( #8 , #5 ) | add ( #9 , #6 ) | divide ( #5 , #10 ) | multiply ( n0 , #11 )
noelle walks from point a to point b at an average speed of n0 kilometers per hour . at what speed , in kilometers per hour , must noelle walk from point b to point a so that her average speed for the entire trip is n1 kilometers per hour ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #1 , n1 ) | divide ( #0 , #2 )
noelle walks from point a to point b at an average speed of n0 kilometers per hour . at what speed , in kilometers per hour , must noelle walk from point b to point a so that her average speed for the entire trip is n1 kilometers per hour ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #1 , n1 ) | divide ( #0 , #2 )
the delhi express runs @ n0 kilometers per hours and it reaches destination n1 minute ahead of schedule . if it averages n2 km / hour , it reaches n3 minute behind schedule . what is the average speed it should maintain in order to reach the destination on schedule ?	multiply ( n2 , n3 ) | divide ( #0 , const_10 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
according to a recent student poll , n0 / n1 out of n2 members of the finance club are interested in a career in investment banking . if two students are chosen at random , what is the probability that at least one of them is interested in investment banking ?	choose ( n2 , const_2 ) | divide ( n0 , n1 ) | multiply ( n2 , #1 ) | subtract ( n2 , #2 ) | choose ( #3 , const_2 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 )
a man leaves a point p at n0 a . m . and reaches the point q at n1 a . m . another man leaves the point give at n2 a . m . and reaches the point p at n3 noon . at what time do they meet ?	subtract ( const_4 , const_1 ) | add ( n0 , #0 )
solution a is n0 % salt and solution b is n1 % salt . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % salt solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n4 , #0 ) | multiply ( n4 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n4 , #7 ) | divide ( #7 , #8 )
a welder received an order to make a n3 million liter cube - shaped tank . if he has only n1 x n2 meter sheets of metal that can be cut , how many metal sheets will be required for this ordert ? ( n3 cubic meter = n4 liters )	divide ( const_1 , const_3 ) | multiply ( n1 , n2 ) | power ( n4 , #0 ) | power ( #2 , const_2 ) | multiply ( #3 , const_4 ) | add ( #4 , #3 ) | add ( #5 , #3 ) | divide ( #6 , #1 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
each of the positive integers a , b , and c is a n3 - digit integer . if each of the digits n1 through n2 appears in one of these n3 integers , what is the maximum possible value of the sum of a , b , and c ?	add ( const_2 , const_3 ) | add ( const_3 , const_3 ) | multiply ( n2 , const_3 ) | multiply ( #0 , const_3 ) | subtract ( #2 , const_3 ) | multiply ( #3 , const_10 ) | multiply ( #4 , const_100 ) | add ( #5 , #6 ) | add ( #7 , #1 ) | subtract ( #8 , const_100 ) | subtract ( #9 , const_100 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n2 feet n2 nches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
the average age of a group of persons going for picnic is n0 years . n1 new persons with an average age of n2 years join the group on the spot due to which their average age becomes n3 years . the number of persons initially going for picnic is ?	multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how many ounces of chocolate are left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
the price of food in the area where the sims family lives is scheduled to increase by n0 % next year . since the sims family can not afford an increase in their food bill , how much will they have to reduce consumption to keep their cost the same ?	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how many ounces of chocolate are left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
a plant manager must assign n0 new workers to one of five shifts . she needs a first , second , and third shift , and two alternate shifts . each of the shifts will receive n1 new workers . how many different ways can she assign the new workers ?	divide ( n0 , n1 ) | factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #0 ) | factorial ( #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #2 ) | divide ( #1 , #7 ) | multiply ( #6 , #8 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
during n8 , a company produced an average of n1 , n2 products per month . how many products will the company need to produce from n3 through n6 in order to increase its monthly average for the period from n8 through n6 by n7 % over its n8 average ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | multiply ( n6 , #1 )
laura took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is from mixture x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , const_4.0 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is from mixture x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a student completes a n0 part exam as follows . the student completes sections a in n1 minutes and takes an equal time to complete the two remaining sections . what is the ratio of time spent on section c to section a if the total duration is n2 hour ?	divide ( n0 , const_4 )
a policeman noticed a criminal from a distance of n0 km . the criminal starts running and the policeman chases him . the criminal and the policeman run at the rate of n1 km and n2 km per hour respectively . what is the distance between them after n3 minutes ?	divide ( n3 , const_60 ) | multiply ( #0 , const_1000 ) | subtract ( n0 , #1 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
if x is to be chosen at random from the set { n0 , n1 , n2 , n3 } and y is to be chosen at random from the set { n4 , n5 , n6 , n7 } , what is the probability that xy will be even ?	choose ( n3 , n1 ) | choose ( n1 , n0 ) | power ( n1 , n1 ) | multiply ( #0 , #1 ) | divide ( #2 , #3 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
seed mixture x is n0 % ryegrass and n1 % bluegrass by weight ; seed mixture y is n2 % ryegrass and n3 % fescue . if a mixture of x and y contains n4 % ryegrass , what percent of the weight of the mixture is from mixture x ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | subtract ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
noelle walks from point a to point b at an average speed of n0 kilometers per hour . at what speed , in kilometers per hour , must noelle walk from point b to point a so that her average speed for the entire trip is n1 kilometers per hour ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( #1 , n1 ) | divide ( #0 , #2 )
a sports retailer ordered white and yellow tennis balls in equal number but the dispatch clerk of the tennis ball company erred and dispatched n0 extra yellow balls and making ratio of white balls to yellow balls n1 / n2 . how many tennis balls did the retailer order originally .	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 )
laura took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
in a room filled with n0 people , n1 people have exactly n4 sibling in the room and n3 people have exactly n4 siblings in the room . if two individuals are selected from the room at random , what is the probability that those two individuals are not siblings ?	divide ( n1 , n0 ) | subtract ( n0 , n4 ) | subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | divide ( #3 , #2 ) | multiply ( #0 , #4 ) | multiply ( #0 , #5 ) | add ( #6 , #7 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a policeman noticed a criminal from a distance of n0 km . the criminal starts running and the policeman chases him . the criminal and the policeman run at the rate of n1 km and n2 km per hour respectively . what is the distance between them after n3 minutes ?	divide ( n3 , const_60 ) | multiply ( #0 , const_1000 ) | subtract ( n0 , #1 )
n3 men can complete a work in n5 days . n2 women can complete the same work in n3 days . n5 men and n5 women started working and worked for n6 days . how many more men are to be added to complete the remaining work in n7 days ?	multiply ( n0 , n7 ) | subtract ( #0 , n0 )
in how many ways can an answer key for a quiz be written if the quiz contains n0 true - false questions followed by n1 multiples - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( n2 , n2 ) | power ( const_2 , n0 ) | subtract ( #1 , n1 ) | multiply ( #0 , #2 )
a man bought an article and sold it at a gain of n1 % . if he had bought it at n1 % less and sold it for re n2 less , he would have made a profit of n3 % . the c . p . of the article was	multiply ( n0 , const_4.0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how many ounces of chocolate are left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
the average speed of a car is n0 n1 / n2 times the avg speed of a bike . a tractor covers n3 km in n4 hrs . how much distance will the car cover in n5 hrs if the speed of the bike is twice speed of the tractor ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #3 ) | multiply ( n5 , #4 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train catches and completely passes the slower train in n2 seconds . what is the length of each train ( in meters ) ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
beginning in town a , biker bob rides his bike n0 miles west , n1 miles north , n2 miles east , and then n3 miles north , to town b . how far apart are town a and town b ? ( ignore the curvature of the earth . )	add ( n1 , n3 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
it costs $ n0 for the first n1 / n4 hour to use the copier at kinkos . after the first no_ascii_26 hour it costs $ n3 per hour . if a certain customer uses the copier for n4 hours and n5 minutes , how much will it cost him ?	add ( n3 , n5 ) | add ( n0 , #0 ) | divide ( #0 , const_100 ) | add ( #1 , #2 )
a bag making machine can make n0 bags per hour . if the company adjusts the machine to produce twice the amount per hour to satisfy expected rise in demand . how many bags can the machine make in the next n1 days if it works n2 hours a day ?	divide ( n0 , n2 )
one ball will drop from a certain height . the height it will reach after rebounding from the floor is n0 percent of the previous height . the total travel is n1 cm when it touches the floor on third time . what is the value of the original height ?	divide ( n0 , const_100 ) | add ( #0 , const_2 ) | divide ( n1 , #1 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
the average of n0 consecutive integers is n1 . then , n2 is deducted from the first consecutive number , n3 is deducted from the second , n4 is deducted form the third , and so on until the last number which remains unchanged . what is the new average ?	add ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 )
the average speed of a car is n0 n1 / n2 times the avg speed of a bike . a tractor covers n3 km in n4 hrs . how much distance will the car cover in n5 hrs if the speed of the bike is twice speed of the tractor ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #3 ) | multiply ( n5 , #4 )
a little girl went to the farm to buy fruits . she bought a bag of apples and grabbed a bag of oranges which was n0 times as heavy as the apples . she brought home a total of n1 pounds of fruits . how many pounds was the oranges ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a certain basketball team that has played n0 / n4 of its games has a record of n2 wins and n3 losses . what is the greatest number of the remaining games that the team can lose and still win at least n4 / n5 of all of its games ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | divide ( n1 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_1 ) | subtract ( #3 , #6 )
the majority owner of a business received n2 % of the profit , with each of n1 partners receiving n2 % of the remaining profit . if the majority owner and two of the owners combined to receive $ n3 , n4 , how much profit did the business make ?	add ( const_1 , const_4 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #5 , const_2 ) | add ( #1 , #6 ) | divide ( #4 , #7 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
pat , kate and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much times as mark , how many more hours did mark charge to the project than kate .	add ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #1 , n1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 )
a container holding n0 ounces of a solution that is n4 part alcohol to n2 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
jack , jill , and sandy each have one try to make a basket from half court . if their individual probabilities of making the basket are n4 / n1 , n4 / n3 , and n4 / n5 respectively , what is the probability that all three will miss ?	divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
the average speed of a car is n0 n1 / n5 times the avg speed of a bike . a tractor covers n3 km in n4 hrs . how much distance will the car cover in n5 hrs if the speed of the bike is twice speed of the tractor ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #3 ) | multiply ( n5 , #4 )
in a coconut grove , ( x + n3 ) trees yield n1 nuts per year , x trees yield n2 nuts per year and ( x no_ascii_77 n3 ) trees yield n4 nuts per year . if the average yield per year per tree be n5 , find x .	add ( n1 , n2 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , const_3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | subtract ( #4 , #3 ) | divide ( #5 , #6 )
solution a is n0 % salt and solution b is n1 % salt . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % salt solution ?	divide ( n1 , const_100 ) | divide ( n4 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n4 , #0 ) | multiply ( n4 , #1 ) | subtract ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n4 , #7 ) | divide ( #7 , #8 )
machine a and machine b are each used to manufacture n2 sprockets . it takes machine a n3 hours longer to produce n2 sprockets than machine b . machine b produces n3 percent more sprockets per hour than machine a . how many sprockets per hour does machine a produces ?	add ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , n0 ) | divide ( #3 , #5 ) | divide ( n0 , #6 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
two boys started running simultaneously around a circular track of length n0 m from the same point at speeds of n1 km / hr and n2 km / hr . when will they meet for the first time any where on the track if they are moving in opposite directions ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , const_0_2778 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
a sum of rs . n0 is lent into two parts so that the interest on the first part for n1 years at n3 % per annum may be equal to the interest on the second part for n3 years at n4 % per annum . find the second sum ?	multiply ( n2 , n4 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 ) | subtract ( n0 , #4 )
a plant manager must assign n0 new workers to one of five shifts . she needs a first , second , and third shift , and two alternate shifts . each of the shifts will receive n1 new workers . how many different ways can she assign the new workers ?	divide ( n0 , n1 ) | factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #0 ) | factorial ( #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #2 ) | divide ( #1 , #7 ) | multiply ( #6 , #8 )
two dogsled teams raced across a n0 mile course in wyoming . team a finished the course in n1 fewer hours than team t . if team a ' s average speed was n2 mph greater than team t ' s , what was team t ' s average mph ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
pat , kate and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much times as mark , how many more hours did mark charge to the project than kate .	add ( n1 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | subtract ( #1 , n1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 )
a train sets off at n3 : n1 am at the speed of n2 km / h . another train starts at n3 : n4 am in the same direction at the rate of n5 km / h . at what time will the second train catch the first train ?	divide ( const_1 , const_2 ) | subtract ( n5 , n2 ) | multiply ( n2 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a man bought an article and sold it at a gain of n1 % . if he had bought it at n1 % less and sold it for re n2 less , he would have made a profit of n3 % . the c . p . of the article was	multiply ( n0 , const_4.0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
one ball will drop from a certain height . the height it will reach after rebounding from the floor is n0 percent of the previous height . the total travel is n1 cm when it touches the floor on third time . what is the value of the original height ?	divide ( n0 , const_100 ) | add ( #0 , const_2 ) | divide ( n1 , #1 )
a plant manager must assign n0 new workers to one of five shifts . she needs a first , second , and third shift , and two alternate shifts . each of the shifts will receive n1 new workers . how many different ways can she assign the new workers ?	divide ( n0 , n1 ) | factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #0 ) | factorial ( #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #2 ) | divide ( #1 , #7 ) | multiply ( #6 , #8 )
a certain basketball team that has played n0 / n4 of its games has a record of n2 wins and n3 losses . what is the greatest number of the remaining games that the team can lose and still win at least n4 / n5 of all of its games ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | divide ( n1 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_1 ) | subtract ( #3 , #6 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
a man bought an article and sold it at a gain of n1 % . if he had bought it at n1 % less and sold it for re n2 less , he would have made a profit of n3 % . the c . p . of the article was	multiply ( n0 , const_4.0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
on a certain road n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on the road exceed the posted speed limit ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | divide ( const_100 , #3 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
a container holding n0 ounces of a solution that is n4 part alcohol to n2 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
n0 years ago , the average age of a family of n1 members was n2 years . two children having been born ( with age diference of n3 years ) , the present average age of the family is the same . the present age of the youngest child is ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | add ( #1 , #2 ) | multiply ( n2 , #0 ) | subtract ( #4 , #3 ) | subtract ( #5 , n3 ) | divide ( #6 , const_2 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a container holding n0 ounces of a solution that is n4 part alcohol to n2 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and b quits n2 days before the project is completed , in how many days total will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
in a certain brick wall , each row of bricks above the bottom row contains one less brick than the row just below it . if there are n0 rows in all and a total of n1 bricks in the wall , how many bricks does the bottom row contain ?	subtract ( n1 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #1 , const_3 ) | subtract ( #2 , const_4 ) | divide ( #3 , n0 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
jayant opened a shop investing rs . n0 , n6 . madhu joined him n2 months later , investing rs . n3 , n6 . they earned a profit of rs . n5 , n6 after completion of one year . what will be madhu ' s share of profit ?	add ( n1 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #3 , n1 ) | multiply ( #1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 ) | add ( #9 , #7 ) | multiply ( #10 , #8 )
a person distributed n0 % of his income to his n1 children each . he deposited n2 % of his income to his wife ' s account . he donated n3 % of remaining amount to an orphan house . finally he has $ n4 . find his total income ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | subtract ( const_100 , #2 ) | divide ( n4 , #3 ) | multiply ( #4 , const_100 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
jayant opened a shop investing rs . n0 , n6 . madhu joined him n2 months later , investing rs . n3 , n6 . they earned a profit of rs . n5 , n6 after completion of one year . what will be madhu ' s share of profit ?	add ( const_2 , const_3 ) | multiply ( n1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | divide ( #3 , const_2 ) | multiply ( #1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #2 ) | multiply ( #6 , const_100 ) | add ( #9 , #7 ) | multiply ( #10 , #8 )
a rectangular tank measuring n0 m no_ascii_62 n1 m no_ascii_62 n2 m is dug in the centre of the field measuring n3 m no_ascii_62 n4 . the earth dug out is spread evenly over the remaining portion of a field . how much is the level of the field raised ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
uncle bruce is baking chocolate chip cookies . he has n0 ounces of dough ( with no chocolate ) and n1 ounces of chocolate . how many ounces of chocolate are left over if he uses all the dough but only wants the cookies to consist of n2 % chocolate ?	divide ( n2 , const_100 ) | multiply ( n2 , #0 )
a box has exactly n0 balls , and each ball is either red , blue , or white . if the box has n1 more blue balls than white balls , and six times as many red balls as blue balls , how many white balls does the box has ?	multiply ( n1 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , const_4 )
find unit digit of n when n = n3 ^ n9 ! + n10 ! + . . . + n3 ! + n7 ^ n9 ! + n10 ! + . . . + n7 ! + n11 ^ n9 ! + n10 ! + . . . n11 !	add ( n0 , n4 ) | add ( n8 , #0 ) | subtract ( #1 , const_100 ) | subtract ( #2 , const_10 )
a rectangular parking space is marked out by painting three of its sides . if the length of the unpainted side is n0 feet , and the sum of the lengths of the painted sides is n1 feet , find out the area of the parking space in square feet ?	multiply ( const_3 , const_3 ) | subtract ( n1 , #0 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 )
a , b and c start a business each investing n0 , n1 . after n2 months a withdrew n3 , b withdrew n4 and c invests n5 more . at the end of the year , a total profit of n6 was recorded . find the share of b .	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #1 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
if a child walks at the rate of n0 m / min from his home , he is n1 minutes late for school , if he walks at the rate of n2 m / min he reaches half an hour earlier . how far is his school from his home ?	divide ( const_1 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | multiply ( #0 , const_60 ) | subtract ( #1 , #2 ) | add ( n1 , #3 ) | divide ( #5 , #4 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n7 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a container holding n0 ounces of a solution that is n4 part alcohol to n5 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
according to the directions on a can of frozen orange juice concentrate , n0 can of concentrate is to be mixed with n1 cans of water to make orange juice . how many n2 ounce cans of concentrate are required to prepare n3 n4 - ounce servings of orange juice ?	add ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #1 , #0 ) | divide ( #2 , n2 )
a survey was taken among n0 brainiacs . of those surveyed , twice as many brainiacs likerebus teasers as math teasers . if n1 brainiacs like both rebus teasers and math teasers and n2 like neither kind of teaser , how many brainiacs like math teasers but not rebus teasers ?	add ( const_1 , const_2 ) | subtract ( n0 , n2 ) | add ( n1 , #1 ) | divide ( #2 , #0 ) | subtract ( #3 , n1 )
laura took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city atthe end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
a , b and c invested rs . n2 , rs . n1 and rs . n2 respectively in a business . a left after six months . if after eight months , there was a gain of rs . n3 , then what will be the share of b ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | multiply ( n3 , #2 )
there are n0 guys who have equal number of bullets . all of them shoot n1 bullets . the remaining bullets are equal to the total number of bullets remaining is equal to the bullets each had after division . what was the original number of bullets each one had ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of a	add ( n3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a dishonest dealer claims to sell a product at its cost price . he uses a counterfeit weight which is n0 % less than the real weight . further greed overtook him and he added n1 % impurities to the product . find the net profit percentage of the dealer ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
pipe a usually fills a tank in n0 hours . on account of a leak at the bottom of the tank , it takes pipe a n1 more minutes to fill the tank . how long will the leak take to empty a full tank if pipe a is shut ?	divide ( const_1 , n0 ) | add ( n0 , #0 ) | divide ( const_1 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_100 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
a can complete a project in n0 days and b can complete the same project in n1 days . if a and b start working on the project together and b quits n2 days before the project is completed , in how many days total will the project be completed ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | add ( n2 , #5 )
during n8 , a company produced an average of n1 , n2 products per month . how many products will the company need to produce from n3 through n6 in order to increase its monthly average for the period from n8 through n6 by n7 % over its n8 average ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | multiply ( n6 , #1 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
of n0 players on a football team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
n3 cups of milk are to be poured into a n1 - cup bottle and a n3 - cup bottle . if each bottle is to be filled to the same fraction of its capacity , how many cups of milk should be poured into the n3 - cup bottle ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
beginning in town a , biker bob rides his bike n0 miles west , n1 miles north , n2 miles east , and then n3 miles north , to town b . how far apart are town a and town b ? ( ignore the curvature of the earth . )	add ( n1 , n3 ) | power ( n2 , const_2 ) | power ( #0 , const_2 ) | add ( #2 , #1 ) | sqrt ( #3 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
according to a recent student poll , n0 / n1 out of n2 members of the finance club are interested in a career in investment banking . if two students are chosen at random , what is the probability that at least one of them is interested in investment banking ?	choose ( n2 , const_2 ) | divide ( n0 , n1 ) | multiply ( n2 , #1 ) | subtract ( n2 , #2 ) | choose ( #3 , const_2 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 )
an artist wishes to paint a circular region on a square poster that is n0 feet on a side . if the area of the circular region is to be n1 / n2 the area of the poster , what must be the radius of the circular region in feet ?	square_area ( n0 ) | divide ( #0 , n2 ) | divide ( #1 , const_pi ) | sqrt ( #2 )
a worker can load one truck in n0 hours . a second worker can load the same truck in n1 hours . if both workers load one truck simultaneously while maintaining their constant rates , approximately how long , in hours , will it take them to fill one truck ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a car averages n0 miles per hour for the first n1 hours of a trip and averages n2 miles per hour for each additional hour of travel time . if the average speed for the entire trip is n3 miles per hour , how many hours long is the trip ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | add ( n1 , #4 )
a plant manager must assign n0 new workers to one of five shifts . she needs a first , second , and third shift , and two alternate shifts . each of the shifts will receive n1 new workers . how many different ways can she assign the new workers ?	divide ( n0 , n1 ) | factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #0 ) | factorial ( #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , #2 ) | divide ( #1 , #7 ) | multiply ( #6 , #8 )
two women started running simultaneously around a circular track of length n0 m from the same point at speeds of n1 km / hr and n2 km / hr . when will they meet for the first time any where on the track if they are moving in opposite directions ?	multiply ( n1 , const_0_2778 ) | multiply ( n2 , const_0_2778 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , const_3 )
two trains of equal length are running on parallel lines in the same direction at n0 km / hr and n1 km / hr . the faster train catches and completely passes the slower train in n2 seconds . what is the length of each train ( in meters ) ?	subtract ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | multiply ( n2 , #2 ) | divide ( #3 , const_2 )
cara took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 )
in a certain game , each player scores either n2 points or n3 points . if n players score n2 points and m players score n3 points , and the total number of points scored is n4 , what is the least possible positive difference q between n and m ?	subtract ( n1 , n0 )
rani bought more apples than oranges . she sells apples at no_ascii_45 n0 apiece and makes n1 % profit . she sells oranges at no_ascii_45 n2 apiece and makes n3 % profit . if she gets no_ascii_45 n4 after selling all the apples and oranges , find her profit percentage .	add ( n1 , const_2 ) | divide ( n3 , const_100 ) | multiply ( n2 , const_2 ) | add ( #2 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | add ( #6 , #7 ) | subtract ( n4 , #8 ) | divide ( #9 , #8 ) | multiply ( #10 , const_100 )
in a room filled with n0 people , n2 people have exactly n2 sibling in the room and n3 people have exactly n4 siblings in the room . if two individuals are selected from the room at random , what is the probability that those two individuals are not siblings ?	divide ( n1 , n0 ) | subtract ( n0 , n4 ) | subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | divide ( #3 , #2 ) | multiply ( #0 , #4 ) | multiply ( #0 , #5 ) | add ( #6 , #7 )
a sum of rs . n0 is to be divided among a , b and c in such a way that n1 times a no_ascii_32 s share , n2 times b no_ascii_32 s share and n3 times c no_ascii_32 s share are all equal . the share of c is ?	divide ( n3 , n1 ) | divide ( n3 , n2 ) | divide ( n3 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 )
laura took out a charge account at the general store and agreed to pay n0 % simple annual interest . if she charges $ n1 on her account in january , how much will she owe a year later , assuming she does not make any additional charges or payments ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
a dealer offers a cash discount of n1 % and still makes a profit of n1 % when he further allows n2 articles to be sold at the cost price of n3 articles to a particular sticky bargainer . how much percent above the cost price were his articles listed ?	add ( n1 , const_100 ) | subtract ( n2 , n3 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , n2 ) | divide ( #2 , const_100 ) | subtract ( const_1 , #4 ) | divide ( #3 , #6 ) | divide ( #7 , #5 ) | subtract ( #8 , const_1 ) | multiply ( #9 , const_100 )
solution a is n0 % barium and solution b is n1 % barium . if you have n2 ounces of solution a and n3 ounces of solution b , in what ratio could you mix solution a with solution b to produce n5 ounces of a n5 % barium solution ?	divide ( n1 , n0 ) | divide ( #0 , #0 )
of n0 players on a cricket team , n1 are throwers . the rest of the team is divided so one third are left - handed and the rest are right handed . assuming that all throwers are right handed , how many right - handed players are there total ?	divide ( const_1 , const_3 ) | subtract ( n0 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #1 ) | add ( n1 , #3 )
nhai employs n0 men to build a highway of n1 km in n2 days working n3 hours a day . if in n4 days they completed n5 / n6 part of work . than how many more emploies should nhai hire to finish it in time working n7 hours a day	multiply ( n0 , n4 ) | multiply ( n4 , n7 ) | multiply ( n3 , #0 ) | multiply ( n1 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n0 )
there are some birds in cage , n0 / n5 rd fly away . then n4 / n3 th of the remaining left the cage , then n4 / n5 rd of the remaining left the cage . at last n6 were remaining . how many birds were in total ?	divide ( n1 , n3 ) | divide ( n2 , n1 ) | divide ( n0 , n1 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n6 , #4 )
in a certain brick wall , each row of bricks above the bottom row contains one less brick than the row just below it . if there are n0 rows in all and a total of n1 bricks in the wall , how many bricks does the bottom row contain ?	subtract ( n1 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( #1 , const_3 ) | subtract ( #2 , const_4 ) | divide ( #3 , n0 )
there is a n0 % chance jen will visit chile this year , while there is a n1 % chance that she will visit madagascar this year . what is the probability that jen will visit either chile or madagascar this year , but not both ? [ / b ]	multiply ( const_2 , const_5 ) | power ( #0 , const_2 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( #1 , n0 ) | divide ( #4 , #1 ) | multiply ( #3 , #2 ) | multiply ( #5 , #2 ) | add ( #7 , #6 ) | multiply ( #8 , #1 )
the cross - section of a river bank is a trapezium in shape . if the river bank is n0 m wide at the top and n1 m wide at the bottom and the area of cross - section is n2 sq m , the depth of river bank is ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
a container holding n0 ounces of a solution that is n4 part alcohol to n2 parts water is added to a container holding n3 ounces of a solution that is n4 part alcohol to n5 parts water . what is the ratio of alcohol to water in the resulting solution ?	add ( n1 , n2 ) | add ( n1 , n5 ) | add ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n0 , #3 ) | multiply ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #2 , #7 ) | divide ( #7 , #8 )
a worker can load one truck in n0 hours . a second worker can load the same truck in n1 hours . if both workers load one truck simultaneously while maintaining their constant rates , approximately how long , in hours , will it take them to fill one truck ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
in a school n0 % of the students are younger than n11 , n5 / n3 are n11 years old and n5 / n11 are older than n11 but younger than n10 , the remaining n9 students are n10 years or older . how many students are n11 years old ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | divide ( n2 , n1 ) | subtract ( const_1 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( n9 , #5 ) | divide ( #6 , n3 )
a , b and c enter into partnership . a invests some money at the beginning , b invests double the amount after n0 months , and c invests thrice the amount after n1 months . if the annual gain be rs . n2 . a ' s share is ?	multiply ( const_1 , const_12 ) | subtract ( const_12 , n0 ) | subtract ( const_12 , n1 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_3 ) | add ( #0 , #3 ) | add ( #5 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #0 )
there were n0 students in a hostel . due to the admission of n1 new students , ; he expenses of the mess were increased by rs . n2 per day while the average expenditure per head diminished by rs n3 . what was the original expenditure of the mess ?	add ( n2 , n2 ) | subtract ( n2 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n2 , #2 ) | subtract ( #4 , #2 ) | add ( #5 , const_2 ) | subtract ( #3 , #6 )
there is a n2 km long wire placed on some number of poles which are in equal distance . if the number of poles is reduced by n2 then the distance of wire between each poles increases n2 ( n3 / n4 ) . how many poles are there initially .	add ( n0 , n0 ) | divide ( n3 , n4 ) | multiply ( #0 , #1 ) | multiply ( n4 , #2 ) | multiply ( #3 , const_12 ) | divide ( #4 , n3 ) | add ( n3 , #5 )
according to the directions on the can of frozen orange juice concentrate , n0 can of concentrate is to be mixed with n1 cans of water to make orange juice . how many n2 ounces cans of the concentrate are required to prepare n3 n4 ounces servings of orange juice ?	multiply ( n3 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , const_4 )
a train sets off at n0 : n1 am at the speed of n2 km / h . another train starts at n3 : n4 am in the same direction at the rate of n5 km / h . at what time will the second train catch the first train ?	divide ( const_1 , const_2 ) | subtract ( n5 , n2 ) | multiply ( n2 , #0 ) | add ( n2 , #2 ) | divide ( #3 , #1 )
an artist wishes to paint a circular region on a square poster that is n0 feet on a side . if the area of the circular region is to be n1 / n2 the area of the poster , what must be the radius of the circular region in feet ?	square_area ( n0 ) | divide ( #0 , n2 ) | divide ( #1 , const_pi ) | sqrt ( #2 )
in how many ways can an answer key for a quiz be written if the quiz contains n1 true - false questions followed by n1 multiple - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( n2 , n2 ) | power ( n1 , n0 ) | subtract ( #1 , n1 ) | multiply ( #0 , #2 )
two men amar and bhuvan have the ratio of their monthly incomes as n0 : n5 . the ratio of their monthly expenditures is n4 : n3 . if bhuvan saves one - fourth of his income , find the ratio of their monthly savings ? a . n4 : n5	divide ( n2 , n3 ) | divide ( n1 , const_4 ) | divide ( #0 , const_4 ) | divide ( #2 , #1 )
solution p is n0 percent lemonade and n1 percent carbonated water by volume ; solution q is n2 percent lemonade and n3 percent carbonated water by volume . if a mixture of pq contains n4 % percent carbonated water , what percent of the volume of the mixture is p ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( #2 , #0 ) | add ( #3 , #4 ) | divide ( #3 , #5 ) | multiply ( #6 , const_100 )
a student completes a n0 part exam as follows . the student completes section a in n1 minutes and takes an equal time to complete the two remaining sections . what is the ratio of time spent on section c to section a if the total duration is n2 hour ?	multiply ( n2 , const_60 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | divide ( #2 , n1 )
in n4 , the property tax of a community is increased by n1 % over the n6 tax . an additional surcharge of $ n3 is also added for a special project . if the petersons ' n4 tax totals $ n5 , find their property tax for the year n6	divide ( n1 , const_100 ) | subtract ( n5 , n3 ) | add ( #0 , const_1 ) | divide ( #1 , #2 )
a special municipal payroll tax charges not tax on a payroll less than $ n2 and only n1 % on a company no_ascii_32 s payroll above $ n2 . if belfried industries paid $ n3 in this special municipal payroll tax , then they must have had a payroll of ?	divide ( n1 , const_100 ) | divide ( n3 , #0 ) | add ( n0 , #1 )
a man bought an article and sold it at a gain of n1 % . if he had bought it at n1 % less and sold it for re n2 less , he would have made a profit of n3 % . the c . p . of the article was	multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
a university cafeteria offers n0 flavors of pizza - pepperoni , chicken , hawaiian and vegetarian . if a customer has an option ( but not the obligation ) to add extra cheese , mushrooms or both to any kind of pizza , how many different pizza varieties are available ?	multiply ( n0 , const_4 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a gain of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
in a certificate by mistake a candidate gave his height as n0 % more than actual height . in the interview panel , he clarified that his height was n1 feet n2 nches . find the % correction made by the candidate from his stated height to his actual height ?	add ( const_0_25 , const_0_25 ) | add ( n0 , #0 ) | subtract ( #1 , n1 ) | add ( #2 , const_100 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a policeman noticed a criminal from a distance of n0 km . the criminal starts running and the policeman chases him . the criminal and the policeman run at the rate of n1 km and n2 km per hour respectively . what is the distance between them after n3 minutes ?	divide ( n3 , const_60 ) | multiply ( #0 , const_1000 ) | subtract ( n0 , #1 )
a trader purchased two colour televisions for a total of rs . n0 . he sold one colour television at n1 % profit and the other n2 % profit . find the difference in the cost prices of the two televisions if he made an overall profit of n3 % ?	add ( n3 , const_100 ) | add ( n1 , const_100 ) | add ( n2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( n0 , #3 ) | multiply ( n0 , #4 ) | subtract ( #5 , #4 ) | subtract ( #6 , #7 ) | divide ( #9 , #8 ) | subtract ( n0 , #10 ) | subtract ( #11 , #10 )
according to the directions on the can of frozen orange juice concentrate , n0 can of concentrate is to be mixed with n1 cans of water to make orange juice . how many n2 ounces cans of the concentrate are required to prepare n3 n4 ounces servings of orange juice ?	multiply ( n3 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , const_4 )
cereal a is n0 % sugar by weight , whereas healthier but less delicious cereal b is n1 % sugar by weight . to make a delicious and healthy mixture that is n2 % sugar , what should be the ratio of cereal a to cereal b , by weight ?	subtract ( n2 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 )
two dogsled teams raced across a n0 mile course in wyoming . team a finished the course in n1 fewer hours than team w . if team a ' s average speed was n2 mph greater than team w ' s , what was team w ' s average mph ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
at joel no_ascii_32 s bookstore , the current inventory is n2 % historical fiction . of the historical fiction books , n2 % are new releases , while n2 % of the other books are new releases . what fraction of all new releases are the historical fiction new releases ?	multiply ( n0 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #3 , const_100 ) | add ( #2 , #4 ) | divide ( #2 , #5 )
machine p and machine q are each used to manufacture n2 sprockets . it takes machine p n3 hours longer to produce n2 sprockets than machine q . machine q produces n3 % more sprockets per hour than machine a . how many sprockets per hour does machine a produce ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , n1 )
a certain basketball team that has played n3 / n4 of its games has a record of n2 wins and n3 losses . what is the greatest number of the remaining games that the team can lose and still win at least n4 / n5 of all of its games ?	add ( n2 , n3 ) | divide ( n1 , n0 ) | divide ( n1 , n5 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | floor ( #4 ) | add ( #5 , const_1 ) | subtract ( #3 , #6 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
a rectangular floor that measures n0 meters by n1 meters is to be covered with carpet squares that each measure n3 meters by n3 meters . if the carpet squares cost $ n4 apiece , what is the total cost for the number of carpet squares needed to cover the floor ?	multiply ( n0 , n0 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
a rectangular floor that measures n4 meters by n1 meters is to be covered with carpet squares that each measure n3 meters by n3 meters . if the carpet squares cost $ n4 apiece , what is the total cost for the number of carpet squares needed to cover the floor ?	multiply ( n0 , n0 )
a cistern is filled by a tap in n0 n1 / n2 hours . due to leak in the bottom of the cistern , it takes half an hour longer to fill the cistern . if the cistern is full how many hours will it take the leak to empty it ?	divide ( n1 , n2 ) | divide ( n1 , const_4 ) | add ( n0 , #0 ) | divide ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( n1 , #4 )
a can do a work in n3 days , b can do a work in n1 days and c can do it in n2 days . b left work after n3 days . for how many number of days should a and c should work together to complete the remaining work ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 )
in a group of n0 engineers , n2 engineers have a phd degree ; the others have only an ms or bs degree . a team of n2 engineers is to be chosen which must have at least n3 engineer with a phd , how many different teams can be chosen ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
after working for n0 days , david was joined by moore . together they completed the remaining job in n1 days . how many days will it take both of them to complete the entire job , given that it would have taken david n2 days to complete the job alone ?	divide ( n2 , n0 ) | multiply ( n1 , #0 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
n0 . triangle a no_ascii_32 s base is n2 % greater than the base of triangle b , and a no_ascii_32 s height is n2 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( const_100 , #4 )
in a graduating class , the difference between the highest and lowest salaries is $ n0 . the median salary is $ n1 higher than the lowest salary and the average salary is $ n2 higher than the median . what is the minimum number of students e in the class ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( #1 , const_3 ) | add ( #0 , #2 ) | add ( #3 , #1 )
a rectangular box n0 m long and n1 m wide has two concrete crossroads running in the middle of the box and rest of the box has been used as a lawn . the area of the lawn is n2 sq . m . what is the width of the road ?	multiply ( n0 , n1 ) | power ( const_100 , const_2 ) | subtract ( #0 , n2 ) | multiply ( #2 , const_4 ) | subtract ( #1 , #3 ) | sqrt ( #4 ) | subtract ( const_100 , #5 ) | divide ( #6 , const_2 )
erik ' s mother gave him $ n0 to go to the store . erik bought n3 loaves of bread and n3 cartons of orange juice . each loaf of bread cost $ n3 and each carton of orange juice cost $ n4 . how much money does erik have left ?	multiply ( n1 , n1 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
p alone can complete a job in n0 days . the work done by q alone in one day is equal to one - fourth of the work done by p alone in one day . in how many days can the work be completed if p and q work together ?	divide ( const_1 , n0 ) | divide ( #0 , const_3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
at a certain bowling alley , it costs $ n0 to rent bowling shoes for the day and $ n1 to bowl n2 game . if a person has $ n3 and must rent shoes , what is the greatest number of complete games that person can bowl in one day ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
solution x is n0 % chemical a and n1 % chemical b by volume . solution y is n3 % chemical a and n3 % chemical b by volume . if a mixture of x and y is n4 % chemical a , what percent of the mixture is solution x ?	subtract ( n2 , n4 ) | subtract ( n4 , n0 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 , n4 % of which was in the first mortgage , what is her approximate monthly interest payment ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 )
jerry travels n0 miles at an average speed of n1 miles per hour , stops for n2 minutes , and then travels another n3 miles at an average speed of n4 miles per hour . what is jerry no_ascii_32 s average speed , in miles per hour , for this trip ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n2 , n4 ) | divide ( n3 , n4 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 )
n0 litres of diesel is required to travel n1 km using a n3 cc engine . if the volume of diesel required to cover a distance varies directly as the capacity of the engine , then how many litres of diesel is required to travel n3 km using n4 cc engine ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a cement mixture is composed of n2 elements . by weight , n3 / n2 of the mixture is sand , n3 / n4 of the mixture is water , and the remaining n5 pounds of the mixture is gravel . what is the weight of the entire mixture in pounds ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 ) | divide ( n5 , #3 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
a certain psychologist charges $ n0 more for the first hour of therapy than for each additional hour . if the total charge to a patient who receives n1 hours of therapy is $ n2 , what is the total charge to a patient who receives only n3 hours of therapy ?	subtract ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 ) | add ( n0 , #2 )
the first year , two cows produced n0 litres of milk . the second year their production increased by n1 % and n2 % respectively , and the total amount of milk increased to n3 litres a year . how many litres were milked the second cow in the second year ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | subtract ( #3 , #2 ) | subtract ( n3 , #4 ) | divide ( #6 , #5 ) | subtract ( n0 , #7 )
henrikh lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bicycle to work . if it takes him exactly n2 minutes more to walk to work than to ride his bicycle , then x equals	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | subtract ( #1 , n1 ) | divide ( #0 , #2 )
from the salary of rahul , n0 % is deducted as house rent , n2 % of the rest he spends on children no_ascii_32 s education and n2 % of the balance , he spends on clothes . after this expenditure he is left with rs n3 . his salary is ?	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | subtract ( #1 , #3 ) | multiply ( n1 , #4 ) | divide ( #5 , const_100 ) | subtract ( #4 , #6 ) | divide ( #0 , #7 )
car a runs at the speed of n0 km / hr and reaches its destination in n1 hours . car b runs at the speed of n2 km / h and reaches its destination in n3 hours . what is the ratio of distances covered by car a and car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
a certain bacteria colony doubles in size every day for n0 days , at which point it reaches the limit of its habitat and can no longer grow . if two bacteria colonies start growing simultaneously , how many days will it take them to reach the habitat no_ascii_32 s limit ?	divide ( n0 , n0 ) | subtract ( n0 , #0 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
p alone can complete a job in n0 days . the work done by q alone in one day is equal to one - half of the work done by p alone in one day . in how many days can the work be completed if p and q work together ?	divide ( const_1 , n0 ) | divide ( #0 , const_3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
the size of a television screen is given as the length of the screen ' s diagonal . if the screens were flat , then the area of a square n0 - inch screen would be how many square inches greater than the area of a square n1 - inch screen ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
village x has a population of n0 , which is decreasing at the rate of n1 per year . village y has a population of n2 , which is increasing at the rate of n3 per year . in how many years will the population of the two villages be equal ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 )
a can do a work in n0 days , b can do a work in n1 days and c can do it in n2 days . b left work after n3 days . for how many number of days should a and c should work together to complete the remaining work ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 )
n0 / n2 rd of the boys and n2 / n3 th of the girls of a school participate in a function . if the no . of participating students is n4 , out of which n5 are girls , what is the total no . of students in the school ?	multiply ( n3 , n5 ) | subtract ( n4 , n5 ) | divide ( #0 , n1 ) | multiply ( n1 , #1 ) | divide ( #3 , n0 ) | add ( #4 , #2 )
the output of a factory was increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price e of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
village x has a population of n0 , which is decreasing at the rate of n1 per year . village y has a population of n2 , which is increasing at the rate of n3 per year . in how many years will the population of the two villages be equal ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
on a certain road , n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on that road exceed the posted speed limit ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
in a garden , there are yellow and green flowers which are straight and curved . if the probability of picking a green flower is n2 / n1 and picking a straight flower is n2 / n3 , then what is the probability of picking a flower which is yellow and straight	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
a vendor sells n0 percent of the apples he had and throws away n1 percent of the remainder . the next day , the vendor sells n2 percent of the remaining apples and throws away the rest . in total , what percent of his apples does the vendor throw away ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 ) | add ( #4 , #2 )
a vendor sells n2 percent of the pears he had and throws away n1 percent of the remainder . the next day , the vendor sells n2 percent of the remaining pears and throws away the rest . in total , what percent of his pears does the vendor throw away ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | multiply ( #1 , #4 ) | subtract ( #4 , #5 ) | add ( #3 , #6 ) | multiply ( #7 , const_100 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
there are n0 executives , including the ceo and cfo , that are asked to form a small team of n1 members . however , the ceo and cfo may not both be assigned to the team . given this constraint , how many ways are there to form the team ?	multiply ( n1 , const_3 ) | subtract ( n0 , n1 ) | add ( #0 , const_3 ) | factorial ( #1 ) | subtract ( #3 , #2 )
a person decided to build a house in n2 days . he employed n2 men in the beginning and n2 more after n3 days and completed the construction in stipulated time . if he had not employed the additional men , how many days behind schedule would it have been finished ?	subtract ( n0 , n3 )
village x has a population of n0 , which is decreasing at the rate of n1 per year . village y has a population of n2 , which is increasing at the rate of n3 per year . in how many years will the population of the two villages be equal ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price w of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
according to the directions on a packet of smoothie mix , n0 n3 - ounce packet of smoothie mix is to be combined with n2 ounces of water to make a smoothie . how many n3 - ounce packets of smoothie mix are required to prepare n4 n5 - ounce smoothies ?	multiply ( n1 , const_10 ) | add ( n4 , #0 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers :	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
if n0 years are subtracted from the present age of arun and the remainder is divided by n1 , then the present age of his grandson gokul is obtained . if gokul is n2 years younger to madan whose age is n3 years , then what is the age of arun ?	subtract ( n3 , n2 ) | multiply ( n1 , #0 ) | add ( n0 , #1 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
car a runs at the speed of n0 km / hr and reaches its destination in n1 hours . car b runs at the speed of n2 km / h and reaches its destination in n3 hours . what is the ratio of distances covered by car a and car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
at a certain bowling alley , it costs $ n0 to rent bowling shoes for the day and $ n1 to bowl n2 game . if a person has $ n3 and must rent shoes , what is the greatest number of complete games that person can bowl in one day ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 , n4 % of which was in the first mortgage , what is her approximate monthly interest payment ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 )
at a supermarket , john spent n4 / n1 of his money on fresh fruits and vegetables , n4 / n3 on meat products , and n4 / n5 on bakery products . if he spent the remaining $ n6 on candy , how much did john spend at the supermarket ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a major airplane manufacturer announced the sale of n0 small airliners at $ n1 million each , n2 medium sized airliners at $ n3 million each , and n4 large airliners at $ n5 million each . what percentage of the company ' s income came from large and medium airliners ?	multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
pat , kate , and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much time as mark , how many more hours did mark charge to the project than kate ?	divide ( n1 , n2 ) | multiply ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n1 , #1 ) | add ( #2 , #3 ) | divide ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #5 , #6 )
johnny travels a total of one hour to and from school . on the way there he jogs at n0 miles per hour and on the return trip he gets picked up by the bus and returns home at n1 miles per hour . how far is it to the school ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_1_6 )
at a certain bowling alley , it costs $ n0 to rent bowling shoes for the day and $ n1 to bowl n2 game . if a person has $ n3 and must rent shoes , what is the greatest number of complete games that person can bowl in one day ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
two pots are in side - by - side . one pot , which is n0 inches tall , casts a shadow that is n1 inches long . the other pot is n2 inches tall . compute , in inches , the length of the shadow that the taller pot casts .	divide ( n1 , n0 ) | multiply ( n2 , #0 )
working alone , a can complete a certain kind of job in n0 hours . a and d , working together at their respective rates , can complete one of these jobs in n1 hours . in how many hours can d , working alone , complete one of these jobs ?	inverse ( n1 ) | inverse ( n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a man received a cheque . the amount in rs . has been transposed for paise and vice versa . after spending rs . n0 and n1 paise , he discovered he now had exactly n2 times the value of the correct cheque amount . what amount he should have received ?	divide ( n1 , n0 ) | divide ( #0 , n2 ) | multiply ( n0 , #1 ) | subtract ( #2 , const_1 ) | add ( #3 , const_0_25 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a and b began business with rs . n0 and rs . n1 after n2 months , a advances rs . n3 and b withdraws rs . n4 . at the end of the year , their profits amounted to rs . n5 find the share of a and b respectively .	add ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( const_12 , n2 ) | multiply ( #3 , #4 ) | multiply ( #0 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #7 , #8 ) | divide ( n5 , #9 ) | multiply ( #7 , #10 )
a student finds the sum n0 + n1 + n2 + . . . as his patience runs out . he found the sum as n3 . when the teacher declared the result wrong , the student realized that he missed a number . what was the number the student missed ?	multiply ( n1 , n3 ) | multiply ( #0 , const_4 ) | add ( n0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_2 ) | floor ( #5 ) | add ( n0 , #6 ) | add ( n0 , #7 ) | multiply ( #7 , #8 ) | divide ( #9 , n1 ) | subtract ( #10 , n3 )
in a bus left side are n0 seats available , n2 few seats in right side because in rear exit door . each seat hold n2 people . in addition , there is a seat back can sit n3 people all together . how many people can sit in a bus ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
a person decided to build a house in n2 days . he employed n2 men in the beginning and n2 more after n3 days and completed the construction in stipulated time . if he had not employed the additional men , how many days behind schedule would it have been finished ?	subtract ( n0 , n3 )
a car salesman earns a base salary of $ n0 per month plus a commission of $ n1 for each car he sells . if the car salesman earned $ n2 in january , how many cars does he need to sell in february in order to double his january earnings ?	multiply ( n2 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 )
working alone , a can complete a certain kind of job in n0 hours . a and d , working together at their respective rates , can complete one of these jobs in n1 hours . in how many hours can d , working alone , complete one of these jobs ?	inverse ( n1 ) | inverse ( n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
an enterprising businessman earns an income of re n0 on the first day of his business . on every subsequent day , he earns an income which is just double of that made on the previous day . on the n1 th day of business , he earns an income of :	multiply ( n0 , n1 ) | subtract ( #0 , n0 )
a tour group of n0 people paid a total of $ n1 for entrance to a museum . if this price included a n2 % sales tax , and all the tickets cost the same amount , what was the face value of each ticket price without the sales tax ? choices	divide ( n1 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , #1 ) | divide ( #2 , const_100 )
a person decided to build a house in n2 days . he employed n2 men in the beginning and n2 more after n3 days and completed the construction in stipulated time . if he had not employed the additional men , how many days behind schedule would it have been finished ?	subtract ( n0 , n3 )
the size of a television screen is given as the length of the screen ' s diagonal . if the screens were flat , then the area of a square n0 - inch screen would be how many square inches greater than the area of a square n1 - inch screen ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
rs . n0 were divided among punith , michael , suresh in such a way that if punith gets rs . n4 , then michael gets rs . n2 and if michael gets rs . n3 then suresh gets rs . n4 . the share of michael exceeds that of suresh by	multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n0 , #4 ) | multiply ( #5 , #1 ) | multiply ( #5 , #2 ) | subtract ( #6 , #7 )
car a runs at the speed of n0 km / hr and reaches its destination in n1 hours . car b runs at the speed of n2 km / h and reaches its destination in n3 hours . what is the ratio of distances covered by car a and car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
a technician makes a round - trip to and from a certain service center by the same route . if the technician completes the drive to the center and then completes n0 percent of the drive from the center , what percent of the round - trip has the technician completed ?	divide ( const_100 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its ave n2 rage daily production for that year ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_10 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #8 , #0 ) | multiply ( #7 , const_12 ) | divide ( #10 , const_2 ) | divide ( #11 , #9 )
a grocer has a sale of rs . n4 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
n0 litres of diesel is required to travel n1 km using a n3 cc engine . if the volume of diesel required to cover a distance varies directly as the capacity of the engine , then how many litres of diesel is required to travel n3 km using n4 cc engine ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
johnny travels a total of one hour to and from school . on the way there he jogs at n0 miles per hour and on the return trip he gets picked up by the bus and returns home at n1 miles per hour . how far is it to the school ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_1_6 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a n0 meter long wire is cut into two pieces . if the longer piece is then used to form a perimeter of a square , what is the probability that the area of the square will be more than n1 if the original wire was cut at an arbitrary point ?	divide ( const_2 , n0 ) | multiply ( #0 , const_2 )
on a certain road , n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on that road exceed the posted speed limit ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
the end of a blade on an airplane propeller is n0 feet from the center . if the propeller spins at the rate of n1 revolutions per second , how many miles will the tip of the blade travel in one minute ? ( n2 mile = n3 , n4 feet )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( const_10 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #2 , const_2 ) | multiply ( #1 , const_1000 ) | add ( #3 , #5 ) | divide ( #4 , #0 ) | divide ( n0 , #6 ) | multiply ( #8 , const_2 ) | multiply ( #7 , #9 ) | multiply ( n1 , #10 ) | multiply ( #11 , const_60 )
if a and b run on a circular path in opposite directions of constant speeds with different velocities from p and q . first time they meet n0 mts away from p and second time they meet n1 mts away from p , what is the lenght of the circular path .	multiply ( n0 , const_2 ) | add ( n1 , #0 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
in a bus left side are n0 seats available , n2 few seats in right side because in rear exit door . each seat hold n2 people . in addition , there is a seat back can sit n3 people all together . how many people can sit in a bus ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
car a runs at the speed of n0 km / hr and reaches its destination in n1 hours . car b runs at the speed of n2 km / h and reaches its destination in n3 hours . what is the ratio of distances covered by car a and car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
there are n0 executives , including the ceo and cfo , that are asked to form a small team of n1 members . however , the ceo and cfo may not both be assigned to the team . given this constraint , how many ways are there to form the team ?	multiply ( n1 , const_3 ) | subtract ( n0 , n1 ) | add ( #0 , const_3 ) | factorial ( #1 ) | subtract ( #3 , #2 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
donovan and michael are racing around a circular n0 - meter track . if donovan runs each lap in n1 seconds and michael runs each lap in n2 seconds , how many laps will michael have to complete in order to pass donovan , assuming they start at the same time ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
village x has a population of n0 , which is decreasing at the rate of n1 per year . village y has a population of n2 , which is increasing at the rate of n3 per year . in how many years will the population of the two villages be equal ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applications whose age is within one standard deviation of the average age . what is the maximum number of different ages of the applicants ?	multiply ( n1 , const_2 ) | add ( #0 , const_1 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applications whose age is within one standard deviation of the average age . what is the maximum number of different ages of the applicants ?	multiply ( n1 , const_2 ) | add ( #0 , const_1 )
in a recent election , geoff received n0 percent of the n1 votes cast . to win the election , a candidate needed to receive more than x % of the vote . if geoff needed exactly n2 more votes to win the election , what is the value of x ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n2 , #1 ) | divide ( #2 , n1 ) | multiply ( #3 , const_100 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price t of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
on a certain road , n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on that road exceed the posted speed limit ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
jerry travels n0 miles at an average speed of n1 miles per hour , stops for n2 minutes , and then travels another n3 miles at an average speed of n4 miles per hour . what is jerry no_ascii_32 s average speed , in miles per hour , for this trip ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n2 , const_60 ) | divide ( n3 , n4 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n2 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
the sum of the first n positive perfect squares , where n is a positive integer , is given by the formula n n1 / n1 + cn n2 + n / n3 , where c is a constant . what is the sum of the first n4 positive perfect squares ?	add ( n4 , const_1 ) | multiply ( n4 , n2 ) | add ( #1 , const_1 ) | multiply ( n4 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | divide ( #5 , #5 )
donovan and michael are racing around a circular n0 - meter track . if donovan runs each lap in n1 seconds and michael runs each lap in n2 seconds , how many laps will michael have to complete in order to pass donovan , assuming they start at the same time ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 )
a guy was asked to specify his age in years . he said , no_ascii_30 take my age n3 years hence , multiply it by n3 and subtract n3 times of my age n3 years ago and you will know my age . no_ascii_79 what was the age of that guy ?	multiply ( n0 , n0 ) | add ( #0 , #0 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of b .	add ( n3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of c ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
solution x is n0 % chemical a and n1 % chemical b by volume . solution y is n2 % chemical a and n3 % chemical b by volume . if a mixture of x and y is n4 % chemical a , what percent of the mixture is solution x ?	subtract ( n2 , n4 ) | subtract ( n4 , n0 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
the citizens of planet nigiet are n5 fingered and have thus developed their decimal system in base n5 . a certain street in nigiet contains n4 buildings numbered n3 to n4 in base n5 . how many n6 s are used in numbering these buildings ? express your answer in base n7	power ( n0 , const_2 ) | multiply ( #0 , n6 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a , b and c started a business with capitals of rs . n0 , rs . n1 , and rs . n2 respectively . at the end of the year , the profit share of b is rs n3 . the difference between the profit shares of a and c is	subtract ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 )
a can do a work in n0 days , b can do a work in n1 days and c can do it in n2 days . b left work after n3 days . for how many number of days should a and c should work together to complete the remaining work ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 )
a vendor sells n2 percent of the pears he had and throws away n1 percent of the remainder . the next day , the vendor sells n2 percent of the remaining pears and throws away the rest . in total , what percent of his pears does the vendor throw away ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | multiply ( #1 , #4 ) | subtract ( #4 , #5 ) | add ( #3 , #6 ) | multiply ( #7 , const_100 )
on teacher ' s day , sweets were to be equally distributed among n0 children in a school . actually , on the teacher ' s day , n1 children were absent and therefore each child got n2 sweets extra . how many sweets did each child get on that day ?	multiply ( n0 , n2 ) | divide ( #0 , n1 )
working together , tim and tom can type n0 pages in one hour . if they would be able to type n1 pages in one hour if tom increases his typing speed by n2 % , what is the ratio of tom ' s normal typing speed to that of tim ?	multiply ( const_1 , const_100 ) | subtract ( n1 , n0 ) | divide ( n2 , #0 ) | divide ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #3 , #4 )
in a bus left side are n0 seats available , n2 few seats in right side because in rear exit door . each seat hold n2 people . in addition , there is a seat back can sit n3 people all together . how many people can sit in a bus ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
the ratio of the adjacent angles of a parallelogram is n0 : n1 . also , the ratio of the angles of quadrilateral is n2 : n3 : n4 : n5 . what is the sum of the smaller angle of the parallelogram and the second largest angle of the quadrilateral ?	add ( n2 , n3 ) | multiply ( const_2 , const_4 ) | add ( n4 , #0 ) | multiply ( #1 , const_10 ) | add ( #3 , const_100 ) | add ( n5 , #2 ) | multiply ( #4 , const_2 ) | divide ( #6 , #5 ) | multiply ( n1 , #7 )
the ratio of the adjacent angles of a parallelogram is n0 : n1 . also , the ratio of the angles of quadrilateral is n2 : n3 : n4 : n5 . what is the sum of the smaller angle of the parallelogram and the second largest angle of the quadrilateral ?	add ( n2 , n3 ) | multiply ( const_2 , n0 ) | add ( n4 , #0 ) | multiply ( #1 , const_10 ) | add ( #3 , const_100 ) | add ( n5 , #2 ) | multiply ( #4 , const_2 ) | divide ( #6 , #5 ) | multiply ( n1 , #7 )
a is twice efficient as b and together they do the same work in as much time as c and d together . if c and d can complete the work in n0 and n1 daysrespectively , working alone , then in how many days a can complete the work individually :	subtract ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( #1 , #0 ) | multiply ( n0 , #2 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction w of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
the average salary of n0 people in the shipping department at a certain firm is $ n1 . the salary of n2 of the employees is $ n3 each and the salary of n4 of the employees is $ n5 each . what is the average salary of the remaining employees ?	add ( n2 , n4 ) | subtract ( n5 , n1 ) | subtract ( n3 , n1 ) | multiply ( n4 , #1 ) | multiply ( n2 , #2 ) | subtract ( n0 , #0 ) | add ( #3 , #4 ) | divide ( #6 , #5 ) | subtract ( n1 , #7 ) | divide ( #8 , const_1000 )
two trains from opposite directions are to cross each other . the length of two trains are n2 meter and n3 meter respectively . the speed of first train is n2 km / hour and second train n3 km / hour . in how much time will they cross each other ?	add ( n0 , n1 ) | multiply ( #0 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #0 , #2 )
working alone , a can complete a certain kind of job in n0 hours . a and d , working together at their respective rates , can complete one of these jobs in n1 hours . in how many hours can d , working alone , complete one of these jobs ?	inverse ( n1 ) | inverse ( n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
dan can do a job alone in n0 hours . annie , working alone , can do the same job in just n1 hours . if dan works alone for n2 hours and then stops , how many hours will it take annie , working alone , to complete the job ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
n0 litres of diesel is required to travel n1 km using a n3 cc engine . if the volume of diesel required to cover a distance varies directly as the capacity of the engine , then how many litres of diesel is required to travel n3 km using n4 cc engine ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 )
a technician makes a round - trip to and from a certain service center by the same route . if the technician completes the drive to the center and then completes n0 percent of the drive from the center , what percent of the round - trip has the technician completed ?	divide ( const_100 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 )
in a garden , there are yellow and green flowers which are straight and curved . if the probability of picking a green flower is n0 / n1 and picking a straight flower is n2 / n3 , then what is the probability of picking a flower which is yellow and curved	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 )
n0 pie square inches of material of negligible thickness are required to construct a n1 / n2 scale model of a cylindrical barrel . if the diameter of the base of the barrel is n3 inches , then what is the volume of the barrel , to the nearest cubic foot ?	add ( const_10 , const_2 ) | divide ( n3 , const_2 ) | divide ( n0 , const_2 ) | divide ( n0 , n2 ) | divide ( #2 , #3 ) | power ( #0 , const_3 ) | subtract ( #4 , #3 ) | multiply ( n2 , #6 ) | volume_cylinder ( #1 , #7 ) | divide ( #8 , #5 ) | floor ( #9 )
trapezoid jklm in the x - y plane has coordinates j = ( no_ascii_77 n2 , no_ascii_77 n7 ) , k = ( no_ascii_77 n2 , n7 ) , l = ( n6 , n5 ) , and m = ( n6 , no_ascii_77 n7 ) . what is its perimeter ?	add ( n1 , n3 ) | add ( n0 , n4 ) | add ( n1 , n5 ) | add ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , #2 )
trapezoid jklm in the x - y plane has coordinates j = ( no_ascii_77 n2 , no_ascii_77 n7 ) , k = ( no_ascii_77 n2 , n3 ) , l = ( n6 , n5 ) , and m = ( n6 , no_ascii_77 n7 ) . what is its perimeter ?	add ( n1 , n3 ) | add ( n0 , n4 ) | add ( n1 , n5 ) | add ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , #2 )
a can do a work in n0 days , b can do a work in n1 days and c can do it in n2 days . b left work after n3 day . for how many number of days should a and c should work together to complete the remaining work ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 )
a rectangular lawn n0 m no_ascii_62 n1 m has two roads each n2 metres wide , running in the middle of it , one parallel to the length and the other parallel to the breadth . find the cost of gravelling the road at the rate of n3 per square metre .	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | multiply ( n3 , #4 )
in a bus left side are n0 seats available , n2 few seats in right side because in rear exit door . each seat hold n2 people . in addition , there is a seat back can sit n3 people all together . how many people can sit in a bus ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a certain psychologist charges $ n0 more for the first hour of therapy than for each additional hour . if the total charge to a patient who receives n1 hours of therapy is $ n2 , what is the total charge to a patient who receives only n3 hours of therapy ?	subtract ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 ) | add ( n0 , #2 )
a and b can do a piece of work in n0 days and n1 days respectively . they began to do the work together but a leaves after some days and then b completed the remaining work in n2 days . the number of days after which a left the work was	divide ( n2 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 )
a cistern is filled by a tap in n0 n1 / n2 hours . due to leak in the bottom of the cistern , it takes half an hour longer to fill the cistern . if the cistern is full how many hours will it take the leak to empty it ?	divide ( n1 , n2 ) | divide ( n1 , const_4 ) | add ( n0 , #0 ) | divide ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( n1 , #4 )
ajay bought n4 kg of dal at the rate of rs n1 per kg and n2 kg at the rate of rs n3 per kg . he mixed the two and sold the mixture at the rate of rs n4 per kg . what was his total gain in this transaction ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | multiply ( n0 , #0 ) | subtract ( #4 , #3 )
the ratio of the adjacent angles of a parallelogram is n2 : n1 . also , the ratio of the angles of quadrilateral is n2 : n3 : n4 : n5 . what is the sum of the smaller angle of the parallelogram and the second largest angle of the quadrilateral ?	add ( n2 , n3 ) | multiply ( const_2 , n0 ) | add ( n4 , #0 ) | multiply ( #1 , const_10 ) | add ( #3 , const_100 ) | add ( n5 , #2 ) | multiply ( #4 , const_2 ) | divide ( #6 , #5 ) | multiply ( n1 , #7 )
n0 . triangle a no_ascii_32 s base is n2 % greater than the base of triangle b , and a no_ascii_32 s height is n2 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( const_100 , #4 )
a rectangular parking space is marked out by painting three of its sides . if the length of the unpainted side is n0 feet , and the sum of the lengths of the painted sides is n1 feet , then what is the area of the parking space in square feet ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( #1 , const_10 ) | add ( #2 , const_4 )
n0 litres of diesel is required to travel n1 km using a n3 cc engine . if the volume of diesel required to cover a distance varies directly as the capacity of the engine , then how many litres of diesel is required to travel n3 km using n4 cc engine ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 )
tough and tricky questions : percents . over the course of a year , a certain microbrewery increased its beer output by n0 percent . at the same time , it decreased its total working hours by n1 percent . by what percent did this factory increase its output per hour ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
rani bought more apples than oranges . she sells apples at no_ascii_45 n0 apiece and makes n1 % profit . she sells oranges at no_ascii_45 n2 apiece and makes n3 % profit . if she gets no_ascii_45 n4 after selling all the apples and oranges , find her profit percentage w .	add ( n1 , const_2 ) | divide ( n3 , const_100 ) | multiply ( n2 , const_2 ) | add ( #2 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | add ( #6 , #7 ) | subtract ( n4 , #8 ) | divide ( #9 , #8 ) | multiply ( #10 , const_100 )
on a certain road , n0 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on that road exceed the posted speed limit ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
circular gears p and q start rotating at the same time at constant speeds . gear p makes n0 revolutions per minute and gear q makes n1 revolutions per minute . how many seconds after the gears start rotating will gear q have made exactly n2 more revolutions than gear p ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
donovan and michael are racing around a circular n0 - meter track . if donovan runs each lap in n1 seconds and michael runs each lap in n2 seconds , how many laps will michael have to complete in order to pass donovan , assuming they start at the same time ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
at a monthly meeting , n0 / n2 of the attendees were males and n2 / n3 of the male attendees arrived on time . if n4 / n5 of the female attendees arrived on time , what fraction of the attendees at the monthly meeting did not arrive on time ?	divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #1 , #5 ) | add ( #6 , #7 )
in a graduating class , the difference between the highest and lowest salaries is $ n0 . the median salary is $ n1 higher than the lowest salary and the average salary is $ n2 higher than the median . what is the minimum number of students r in the class ?	divide ( n0 , n2 ) | multiply ( #0 , const_3 )
andrea wants to fill in two sections of her backyard with sod that must be purchased in n1 - x - n1 - foot squares . if the two sections measure n2 x n3 feet and n4 x n5 feet , how many squares of sod does she need to buy ?	multiply ( n2 , n3 ) | multiply ( n0 , n0 ) | multiply ( n4 , n5 ) | divide ( #0 , #1 ) | divide ( #2 , #1 ) | add ( #3 , #4 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a cement mixture is composed of n2 elements . by weight , n3 / n2 of the mixture is sand , n3 / n4 of the mixture is water , and the remaining n5 pounds of the mixture is gravel . what is the weight of the entire mixture in pounds ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 ) | divide ( n5 , #3 )
rani bought more apples than oranges . she sells apples at no_ascii_45 n0 apiece and makes n1 % profit . she sells oranges at no_ascii_45 n2 apiece and makes n3 % profit . if she gets no_ascii_45 n4 after selling all the apples and oranges , find her profit percentage c .	add ( n1 , const_2 ) | divide ( n3 , const_100 ) | multiply ( n2 , const_2 ) | add ( #2 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | add ( #6 , #7 ) | subtract ( n4 , #8 ) | divide ( #9 , #8 ) | multiply ( #10 , const_100 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
car a runs at the speed of n0 km / hr and reaches its destination in n1 hours . car b runs at the speed of n2 km / h and reaches its destination in n3 hours . what is the ratio of distances covered by car a and car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
johnny travels a total of one hour to and from school . on the way there he jogs at n0 miles per hour and on the return trip he gets picked up by the bus and returns home at n1 miles per hour . how far is it to the school ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_1_6 )
a large tanker can be filled by two pipes a and b in n0 and n1 minutes respectively . how many minutes will it take to fill the tanker from empty state if b is used for half the time and a and b fill it together for the other half ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | divide ( const_1 , #3 ) | multiply ( #4 , const_2 )
working alone , a can complete a certain kind of job in n0 hours . a and d , working together at their respective rates , can complete one of these jobs in n1 hours . in how many hours can d , working alone , complete one of these jobs ?	inverse ( n1 ) | inverse ( n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
at a supermarket , john spent n4 / n1 of his money on fresh fruits and vegetables , n4 / n3 on meat products , and n4 / n6 on bakery products . if he spent the remaining $ n6 on candy , how much did john spend at the supermarket ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
n0 litres of diesel is required to travel n1 km using a n3 cc engine . if the volume of diesel required to cover a distance varies directly as the capacity of the engine , then how many litres of diesel is required to travel n3 km using n4 cc engine ?	multiply ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 )
n0 . triangle a no_ascii_32 s base is n2 % greater than the base of triangle b , and a no_ascii_32 s height is n2 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( const_100 , #4 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
according to the directions on a packet of smoothie mix , n0 n1 - ounce packet of smoothie mix is to be combined with n5 ounces of water to make a smoothie . how many n3 - ounce packets of smoothie mix are required to prepare n4 n5 - ounce smoothies ?	multiply ( n1 , const_10 ) | add ( n4 , #0 )
at a certain bowling alley , it costs $ n2 to rent bowling shoes for the day and $ n1 to bowl n2 game . if a person has $ n3 and must rent shoes , what is the greatest number of complete games that person can bowl in one day ?	subtract ( n3 , n0 ) | divide ( #0 , n1 )
the output of a factory was increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a welder received an order to make a n3 million liter cube - shaped tank . if he has only n1 x n2 meter sheets of metal that can be cut , how many metal sheets will be required for this order r ? ( n3 cubic meter = n4 liters )	add ( const_2 , const_4 ) | divide ( const_1 , const_3 ) | multiply ( const_2 , const_4 ) | power ( n4 , #1 ) | power ( #3 , const_2 ) | multiply ( #0 , #4 ) | divide ( #5 , #2 )
a certain bacteria colony doubles in size every day for n0 days , at which point it reaches the limit of its habitat and can no longer grow . if two bacteria colonies start growing simultaneously , how many days will it take them to reach the habitat no_ascii_32 s limit ?	divide ( n0 , n0 ) | subtract ( n0 , #0 )
circular gears p and q start rotating at the same time at constant speeds . gear p makes n2 revolutions per minute and gear q makes n1 revolutions per minute . how many seconds after the gears start rotating will gear q have made exactly n2 more revolutions than gear p ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
a cement mixture is composed of n0 elements . by weight , n1 / n2 of the mixture is sand , n3 / n4 of the mixture is water , and the remaining n5 pounds of the mixture is gravel . what is the weight of the entire mixture in pounds ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( n5 , #3 )
dan can do a job alone in n0 hours . annie , working alone , can do the same job in just n1 hours . if dan works alone for n2 hours and then stops , how many hours will it take annie , working alone , to complete the job ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
free notebooks were distributed equally among children of a class . the number of notebooks each child got was one - eighth of the number of children . had the number of children been half , each child would have got n0 notebooks . how many notebooks were distributed in all ?	divide ( n0 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 )
a person decided to build a house in n2 days . he employed n2 men in the beginning and n2 more after n3 days and completed the construction in stipulated time . if he had not employed the additional men , how many days behind schedule would it have been finished ?	subtract ( n0 , n3 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n3 of income , plus n2 percent of all income in excess of $ n3 . if a citizen of country x is taxed a total of $ n4 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n4 , #2 ) | divide ( #3 , #1 ) | add ( n1 , #4 )
johnny travels a total of one hour to and from school . on the way there he jogs at n0 miles per hour and on the return trip he gets picked up by the bus and returns home at n1 miles per hour . how far is it to the school ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | multiply ( #3 , const_1_6 )
a cement mixture is composed of n3 elements . by weight , n1 / n2 of the mixture is sand , n3 / n4 of the mixture is water , and the remaining n5 pounds of the mixture is gravel . what is the weight of the entire mixture in pounds ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 ) | divide ( n5 , #3 )
a person deposits n2 / n1 of his income as provident fund and n2 / n3 of the remaining as insurance premium . if he spends n4 / n5 of the balance on domestic needs and deposits an amount of rs . n6 in the bank , his total income would be	divide ( n0 , n1 ) | divide ( n4 , n5 ) | subtract ( n0 , #0 ) | divide ( #2 , n3 ) | subtract ( #2 , #3 ) | multiply ( #1 , #4 ) | subtract ( #4 , #5 ) | divide ( n6 , #6 )
the output of a factory was increased by n1 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
in a certain company , the ratio of the number of managers to the number of non - managers in any department must always be greater than n0 : n1 . in the company , what is the maximum number of non - managers in a department that has n2 managers ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | floor ( #1 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city at the end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
there are n0 executives , including the ceo and cfo , that are asked to form a small team of n1 members . however , the ceo and cfo may not both be assigned to the team . given this constraint , how many ways are there to form the team ?	multiply ( n1 , const_3 ) | subtract ( n0 , n1 ) | add ( #0 , const_3 ) | factorial ( #1 ) | subtract ( #3 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive days . how much sale must he have in the sixth day so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
in a garden , there are yellow and green flowers which are straight and curved . if the probability of picking a green flower is n3 / n1 and picking a straight flower is n2 / n3 , then what is the probability of picking a flower which is yellow and straight	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
on a certain road , n1 % of the motorists exceed the posted speed limit and receive speeding tickets , but n1 % of the motorists who exceed the posted speed limit do not receive speeding tickets . what percent of the motorists on that road exceed the posted speed limit ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
dan can do a job alone in n0 hours . annie , working alone , can do the same job in just n1 hours . if dan works alone for n2 hours and then stops , how many hours will it take annie , working alone , to complete the job ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( n1 , #1 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of a ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
circular gears p and q start rotating at the same time at constant speeds . gear p makes n0 revolutions per minute and gear q makes n1 revolutions per minute . how many seconds after the gears start rotating will gear q have made exactly n2 more revolutions than gear p ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
circular gears p and q start rotating at the same time at constant speeds . gear p makes n0 revolutions per minute and gear q makes n1 revolutions per minute . how many seconds after the gears start rotating will gear q have made exactly n2 more revolutions than gear p ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
there are some people in party , n0 / n5 rd left the party . then n4 / n3 th of the remaining left the party , then n4 / n5 rd of the remaining left the party . at last n6 were remaining . how many people were in total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n2 , n1 ) | subtract ( n0 , #0 ) | subtract ( n0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 ) | multiply ( #6 , #5 ) | divide ( n6 , #7 )
the output of a factory was increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
kyle , david , and catherine each try independently to solve a problem . if their individual probabilities for success are n0 / n1 , n2 / n3 and n4 / n5 , respectively , what is the probability that kyle and catherine , but not david will solve the problem ?	multiply ( n4 , n4 ) | multiply ( const_3 , const_60 ) | multiply ( const_3 , const_3 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
the average salary of the employees in a office is rs . n0 / month . the avg salary of officers is rs . n1 and of non officers is rs n2 . if the no . of officers is n3 , then find the no of nonofficers in the office .	multiply ( n1 , n3 ) | multiply ( n0 , n3 ) | subtract ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
at a supermarket , john spent n4 / n1 of his money on fresh fruits and vegetables , n4 / n3 on meat products , and n4 / n5 on bakery products . if he spent the remaining $ n6 on candy , how much did john spend at the supermarket ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
p alone can complete a job in n0 days . the work done by q alone in one day is equal to one - sixth of the work done by p alone in one day . in how many days can the work be completed if p and q work together ?	divide ( const_1 , n0 ) | divide ( #0 , const_3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 , n4 % of which was in the first mortgage , what is her approximate monthly interest payment ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 )
the ratio of the adjacent angles of a parallelogram is n2 : n1 . also , the ratio of the angles of quadrilateral is n2 : n3 : n4 : n5 . what is the sum of the smaller angle of the parallelogram and the second largest angle of the quadrilateral ?	add ( n2 , n3 ) | multiply ( const_2 , n0 ) | add ( n4 , #0 ) | multiply ( #1 , const_10 ) | add ( #3 , const_100 ) | add ( n5 , #2 ) | multiply ( #4 , const_2 ) | divide ( #6 , #5 ) | multiply ( n1 , #7 )
a vendor sells n2 percent of the apples he had and throws away n1 percent of the remainder . the next day , the vendor sells n2 percent of the remaining apples and throws away the rest . in total , what percent of his apples does the vendor throw away ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 ) | add ( #4 , #2 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
there are two tanks a & b with same capacity of n0 litres . if the water inflow rate ( speed ) in tank a is n1 litres per hour & in tank b is n2 litres per hour . how much longer tank a takes to fill than tank b ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | subtract ( #0 , #1 )
in n0 football games thus far this season , barry has run for n1 , n2 , n3 , n4 , and n5 yards . at a minimum , how many yards n will he need to gain this sunday if he wants to keep his season average above n6 yards ?	add ( n0 , const_1 ) | add ( n1 , n2 ) | add ( n3 , #1 ) | multiply ( n6 , #0 ) | add ( n4 , #2 ) | add ( n5 , #4 ) | subtract ( #3 , #5 )
nitin ' s age was equal to square of some number last year and the following year it would be cube of a number . if again nitin ' s age has to be equal to the cube of some number , then for how long he will have to wait ?	divide ( const_3 , const_3 )
x alone can do a piece of work in n0 days and y alone can do it in n1 days . x and y undertook to do it for rs . n2 . with the help of z they finished it in n3 days . how much is paid to z ?	divide ( const_1 , n3 ) | divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( #4 , #0 ) | multiply ( n2 , #5 )
in a bus left side are n0 seats available , n2 few seats in right side because in rear exit door . each seat hold n2 people . in addition , there is a seat back can sit n3 people all together . how many people can sit in a bus ?	subtract ( n0 , n1 ) | add ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
village x has a population of n0 , which is decreasing at the rate of n1 per year . village y has a population of n2 , which is increasing at the rate of n3 per year . in how many years will the population of the two villages be equal ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 )
the output of a factory was increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its ave n2 rage daily production for that year ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_10 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #8 , #0 ) | multiply ( #7 , const_12 ) | divide ( #10 , const_2 ) | divide ( #11 , #9 )
of the n0 students at a certain university , n1 percent are seniors . if x seniors were to graduate early and leave the university and no additional students entered or left the university , what value of x would reduce the number of seniors at the university to n2 percent ?	divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_4 ) | subtract ( #2 , const_10 )
according to the directions on a packet of smoothie mix , n0 n3 - ounce packet of smoothie mix is to be combined with n5 ounces of water to make a smoothie . how many n3 - ounce packets of smoothie mix are required to prepare n4 n5 - ounce smoothies ?	multiply ( n1 , const_10 ) | add ( n4 , #0 )
rani bought more apples than oranges . she sells apples at no_ascii_45 n0 apiece and makes n1 % profit . she sells oranges at no_ascii_45 n2 apiece and makes n3 % profit . if she gets no_ascii_45 n4 after selling all the apples and oranges , find her profit percentage x .	add ( n1 , const_2 ) | divide ( n3 , const_100 ) | multiply ( n2 , const_2 ) | add ( #2 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | add ( #6 , #7 ) | subtract ( n4 , #8 ) | divide ( #9 , #8 ) | multiply ( #10 , const_100 )
the ratio of the adjacent angles of a parallelogram is n3 : n1 . also , the ratio of the angles of quadrilateral is n2 : n3 : n4 : n5 . what is the sum of the smaller angle of the parallelogram and the second largest angle of the quadrilateral ?	add ( n2 , n3 ) | multiply ( const_2 , n0 ) | add ( n4 , #0 ) | multiply ( #1 , const_10 ) | add ( #3 , const_100 ) | add ( n5 , #2 ) | multiply ( #4 , const_2 ) | divide ( #6 , #5 ) | multiply ( n1 , #7 )
in a graduating class , the difference between the highest and lowest salaries is $ n0 . the median salary is $ n1 higher than the lowest salary and the average salary is $ n2 higher than the median . what is the minimum number of students t in the class ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | subtract ( #1 , n2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 ) | add ( #4 , const_1 )
the output of a factory was increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output was increased by n1 % . by approximately what percent would the output now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , const_100 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
p alone can complete a job in n0 days . the work done by q alone in one day is equal to one - third of the work done by p alone in one day . in how many days can the work be completed if p and q work together ?	divide ( const_1 , n0 ) | divide ( #0 , const_3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
according to the directions on a packet of smoothie mix , n0 n3 - ounce packet of smoothie mix is to be combined with n2 ounces of water to make a smoothie . how many n3 - ounce packets of smoothie mix are required to prepare n4 n5 - ounce smoothies ?	multiply ( n1 , const_10 ) | add ( n4 , #0 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a cistern is filled by a tap in n0 n1 / n2 hours . due to leak in the bottom of the cistern , it takes half an hour longer to fill the cistern . if the cistern is full how many hours will it take the leak to empty it ?	divide ( n1 , n2 ) | divide ( n1 , const_4 ) | add ( n0 , #0 ) | divide ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( n1 , #4 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its ave n2 rage daily production for that year ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_10 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #8 , #0 ) | multiply ( #7 , const_12 ) | divide ( #10 , const_2 ) | divide ( #11 , #9 )
at a monthly meeting , n0 / n1 of the attendees were males and n2 / n3 of the male attendees arrived on time . if n4 / n5 of the female attendees arrived on time , what fraction of the attendees at the monthly meeting did not arrive on time ?	divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #1 , #5 ) | add ( #6 , #7 )
the average salary of the employees in a office is rs . n0 / month . the avg salary of officers is rs . n1 and of non officers is rs n2 . if the no . of officers is n3 , then find the no of nonofficers in the office .	multiply ( n1 , n3 ) | multiply ( n0 , n3 ) | subtract ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 , n4 % of which was in the first mortgage , what is her approximate monthly interest payment ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 )
at a monthly meeting , n0 / n4 of the attendees were males and n2 / n4 of the male attendees arrived on time . if n4 / n5 of the female attendees arrived on time , what fraction of the attendees at the monthly meeting did not arrive on time ?	divide ( n4 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #1 , #5 ) | add ( #6 , #7 )
a man ' s basic pay for a n0 hour week is rs . n1 . overtime is paid for at n3 % above the basic rate . in a certain week he worked overtime and his total wage was rs . n3 . he therefore worked for a total of :	add ( n2 , const_100 ) | divide ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( #0 , const_100 ) | multiply ( #1 , #3 ) | divide ( #2 , #4 ) | add ( n0 , #5 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of a .	add ( n3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applications whose age is within one standard deviation of the average age . what is the maximum number of different ages of the applicants ?	multiply ( n1 , const_2 ) | add ( #0 , const_1 )
a boats man can row in still water at speed of n0 km / hr . it takes n1 hours more to travel the same distance in upstream than in downstream if the speed of the river is n2 km / hr . what is the distance between the two destinations ?	multiply ( n1 , const_4 ) | divide ( #0 , n1 ) | multiply ( #1 , const_10 )
a train leaves mumabai at n0 am at a speed of n1 kmph . after one hour , another train leaves mumbai in the same direction as that of the first train at a speed of n2 kmph . when and at what distance from mumbai do the two trains meet ?	multiply ( n1 , const_1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a new home buyer pays n0 % annual interest on her first mortgage and n1 % annual interest on her second mortgage . if she borrowed a total of $ n2 , n3 , n4 % of which was in the first mortgage , what is her approximate monthly interest payment ?	multiply ( n0 , const_2 ) | subtract ( n1 , #0 )
a , b and c start a business each investing n0 , n1 . after n2 months a withdrew n3 , b withdrew n4 and c invests n5 more . at the end of the year , a total profit of n6 , n7 was recorded . find the share of b	multiply ( const_100 , const_100 ) | multiply ( const_10 , const_100 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( n1 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #1 )
working together , tim and tom can type n0 pages in one hour . if they would be able to type n1 pages in one hour if tom increases his typing speed by n2 % , what is the ratio of tom ' s normal typing speed to that of tim ?	multiply ( const_1 , const_100 ) | subtract ( n1 , n0 ) | divide ( n2 , #0 ) | divide ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #3 , #4 )
a retailer bought a machine at a wholesale price of $ n0 and later on sold it after a n1 % discount of the retail price . if the retailer made a profit equivalent to n2 % of the whole price , what is the retail price q of the machine ?	multiply ( n0 , n2 ) | multiply ( const_3 , const_3 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | multiply ( #4 , const_100 ) | divide ( #5 , #3 )
a rectangular floor that measures n0 meters by n1 meters is to be covered with carpet squares that each measure n3 meters by n3 meters . if the carpet squares cost $ n4 apiece , what is the total cost for the number of carpet squares needed to cover the floor ?	multiply ( n4 , n0 )
in a bag containing n0 balls , a white ball was placed and then n1 ball was taken out at random . what is the probability that the extracted ball would turnon to be white , if all possible hypothesis concerning thecolor of theballs that initiallyin the bag were equally possible ?	add ( n0 , n1 ) | divide ( const_1 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | add ( n1 , #5 ) | divide ( #6 , #0 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
pat , kate , and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much time as mark , how many more hours did mark charge to the project than kate ?	divide ( n1 , n2 ) | multiply ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n1 , #1 ) | add ( #2 , #3 ) | divide ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #5 , #6 )
a rectangular floor that measures n0 meters by n4 meters is to be covered with carpet squares that each measure n3 meters by n3 meters . if the carpet squares cost $ n4 apiece , what is the total cost for the number of carpet squares needed to cover the floor ?	multiply ( n0 , n0 )
the size of a television screen is given as the length of the screen ' s diagonal . if the screens were flat , then the area of a square n0 - inch screen would be how many square inches greater than the area of a square n1 - inch screen ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
in a group of n0 engineers , n2 engineers have a phd degree ; the others have only an ms or bs degree . a team of n2 engineers is to be chosen which must have at least n3 engineer with a phd , how many different teams can be chosen ?	subtract ( n0 , n1 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | add ( n3 , #2 )
a certain psychologist charges $ n0 more for the first hour of therapy than for each additional hour . if the total charge to a patient who receives n1 hours of therapy is $ n2 , what is the total charge to a patient who receives only n3 hours of therapy ?	subtract ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 ) | add ( n0 , #2 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a certain psychologist charges $ n0 more for the first hour of therapy than for each additional hour . if the total charge to a patient who receives n1 hours of therapy is $ n2 , what is the total charge to a patient who receives only n3 hours of therapy ?	subtract ( n2 , n0 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 ) | add ( n0 , #2 )
a certain list consists of n3 different numbers . if n is in the list and n is n1 times the average ( arithmetic mean ) of the other n2 numbers in the list , then n is what fraction u of the sum of the n3 numbers in the list ?	divide ( n2 , n1 ) | multiply ( const_1 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , n1 ) | multiply ( #3 , const_2 ) | subtract ( #4 , n1 ) | subtract ( #5 , const_3 ) | divide ( #1 , #6 )
because he no_ascii_32 s taxed by his home planet , mork pays a tax rate of n0 % on his income , while mindy pays a rate of only n1 % on hers . if mindy earned n2 times as much as mork did , what was their combined tax rate ?	add ( n2 , const_1 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_100 )
two twins sisters sita and geeta were standing back to back and suddenly they started running in opposite directions for n0 km each . then they turned left and ran for another n1 km . what is the distance ( in kilometers ) between the the two twins when they stop ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( #2 , #3 ) | sqrt ( #4 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of a ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
the size of a television screen is given as the length of the screen ' s diagonal . if the screens were flat , then the area of a square n0 - inch screen would be how many square inches greater than the area of a square n1 - inch screen ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
at a supermarket , john spent n4 / n1 of his money on fresh fruits and vegetables , n4 / n3 on meat products , and n4 / n6 on bakery products . if he spent the remaining $ n6 on candy , how much did john spend at the supermarket ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
i bought two books ; for rs . n0 . i sold one at a loss of n1 % and other at a loss of n2 % and then i found each book was sold at the same price . find the cost of the book sold at a lower loss ?	add ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | divide ( #3 , #2 )
working together , tim and tom can type n0 pages in one hour . if they would be able to type n1 pages in one hour if tom increases his typing speed by n2 % , what is the ratio of tom ' s normal typing speed to that of tim ?	multiply ( const_1 , const_100 ) | subtract ( n1 , n0 ) | divide ( n2 , #0 ) | divide ( #1 , #2 ) | subtract ( n0 , #3 ) | divide ( #3 , #4 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
there are n0 executives , including the ceo and cfo , that are asked to form a small team of n1 members . however , the ceo and cfo may not both be assigned to the team . given this constraint , how many ways are there to form the team ?	multiply ( n1 , const_3 ) | subtract ( n0 , n1 ) | add ( #0 , const_3 ) | factorial ( #1 ) | subtract ( #3 , #2 )
a can do a work in n0 days , b can do a work in n1 days and c can do it in n2 days . b left work after n3 days . for how many number of days should a and c should work together to complete the remaining work ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | add ( #0 , #1 )
the average salary of the employees in a office is rs . n0 / month . the avg salary of officers is rs . n1 and of non officers is rs n2 . if the no . of officers is n3 , then find the no of nonofficers in the office .	multiply ( n1 , n3 ) | multiply ( n0 , n3 ) | subtract ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
according to the directions on a packet of smoothie mix , n0 n3 - ounce packet of smoothie mix is to be combined with n2 ounces of water to make a smoothie . how many n3 - ounce packets of smoothie mix are required to prepare n4 n5 - ounce smoothies ?	multiply ( n1 , const_10 ) | add ( n4 , #0 )
jerry travels n0 miles at an average speed of n1 miles per hour , stops for n2 minutes , and then travels another n3 miles at an average speed of n4 miles per hour . what is jerry no_ascii_32 s average speed , in miles per hour , for this trip ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | divide ( n2 , n4 ) | divide ( n3 , n4 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 )
p alone can complete a job in n0 days . the work done by q alone in one day is equal to one - fifth of the work done by p alone in one day . in how many days can the work be completed if p and q work together ?	divide ( const_1 , n0 ) | divide ( #0 , const_3 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
there are some people in party , n0 / n5 rd left the party . then n4 / n3 th of the remaining left the party , then n4 / n5 rd of the remaining left the party . at last n6 were remaining . how many people were in total ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n2 , n1 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #6 , #5 ) | divide ( n6 , #7 )
n0 . triangle a no_ascii_32 s base is n2 % greater than the base of triangle b , and a no_ascii_32 s height is n2 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( const_100 , #4 )
in how many ways can a teacher write an answer key for a mini - quiz that contains n0 true - false questions followed by n1 multiples - choice questions with n2 answer choices each , if the correct answers to all true - false questions can not be the same ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n1 ) | multiply ( #1 , const_2 ) | subtract ( #2 , n1 ) | multiply ( #0 , #3 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its ave n2 rage daily production for that year ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_10 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #8 , #0 ) | multiply ( #7 , const_12 ) | divide ( #10 , const_2 ) | divide ( #11 , #9 )
tea worth rs . n0 per kg and rs . n1 per kg are mixed with a third variety of tea in the ratio n3 : n3 : n4 . if the mixture is worth rs . n5 per kg , what is the price of the third variety per kg ?	add ( n5 , const_10 ) | add ( const_0_25 , const_0_25 ) | add ( #0 , const_10 ) | add ( n4 , #2 ) | add ( #3 , #1 )
a technician makes a round - trip to and from a certain service center by the same route . if the technician completes the drive to the center and then completes n0 percent of the drive from the center , what percent of the round - trip has the technician completed ?	divide ( const_100 , const_2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_100 ) | add ( #0 , #2 )
n0 . triangle a no_ascii_32 s base is n2 % greater than the base of triangle b , and a no_ascii_32 s height is n2 % less than the height of triangle b . the area of triangle a is what percent less or more than the area of triangle b ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #1 , #3 ) | divide ( const_100 , #4 )
nhai employs n0 men to build a highway of n1 km in n2 days working n3 hours a day . if in n4 days they completed n5 / n6 part of work . than how many more employees should nhai hire to finish it in time working n7 hours a day ?	multiply ( n0 , n4 ) | multiply ( n4 , n7 ) | multiply ( n3 , #0 ) | multiply ( n1 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n0 )
two trains a and b start simultaneously in the opposite direction from two points p and q and arrive at their destinations n0 and n1 hours respectively after their meeting each other . at what speed does the second train b travel if the first train travels at n2 km / h	sqrt ( n0 ) | sqrt ( n1 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city at the end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a set of football matches is to be organized in a ` ` round - robin ' ' fashion , i . e . , every participating team plays a match against every other team once and only once . if n0 matches are totally played , how many teams participated ?	subtract ( n0 , const_10 ) | add ( #0 , const_1 )
the ratio of number of boys and girls in a class is n0 : n1 . in the n2 st semester exam n3 % of boys and n4 % of girls get more than or equal to n6 % marks . what percentage of students get less than n6 % marks ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n2 , #1 ) | subtract ( n2 , #2 ) | multiply ( n0 , #3 ) | multiply ( n1 , #4 ) | add ( #5 , #6 ) | divide ( #7 , #0 ) | multiply ( #8 , const_100 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
average age of students of an adult school is n0 years . n1 new students whose average age is n2 years joined the school . as a result the average age is decreased by n3 years . find the number of students of the school after joining of the new students .	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #0 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 ) | multiply ( n3 , #5 )
you have been given a physical balance and n0 weights of n1 , n2 , n3 , n4 , n5 , n6 , and n7 kgs . . keeping weights on one pan and object on the other , what is the maximum you can weigh less than n8 kgs . ?	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 )
rani bought more apples than oranges . she sells apples at no_ascii_45 n0 apiece and makes n1 % profit . she sells oranges at no_ascii_45 n2 apiece and makes n3 % profit . if she gets no_ascii_45 n4 after selling all the apples and oranges , find her profit percentage q .	add ( n1 , const_2 ) | divide ( n3 , const_100 ) | multiply ( n2 , const_2 ) | add ( #2 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #5 ) | add ( #6 , #7 ) | subtract ( n4 , #8 ) | divide ( #9 , #8 ) | multiply ( #10 , const_100 )
a certain bacteria colony doubles in size every day for n0 days , at which point it reaches the limit of its habitat and can no longer grow . if two bacteria colonies start growing simultaneously , how many days will it take them to reach the habitat no_ascii_32 s limit ?	divide ( n0 , n0 ) | subtract ( n0 , #0 )
the average salary of the employees in a office is rs . n0 / month . the avg salary of officers is rs . n1 and of non officers is rs n2 . if the no . of officers is n3 , then find the no of nonofficers in the office .	multiply ( n1 , n3 ) | multiply ( n0 , n3 ) | subtract ( n0 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a certain bacteria colony doubles in size every day for n0 days , at which point it reaches the limit of its habitat and can no longer grow . if two bacteria colonies start growing simultaneously , how many days will it take them to reach the habitat no_ascii_32 s limit ?	divide ( n0 , n0 ) | subtract ( n0 , #0 )
an amount of money is to be divided between p , q and r in the ratio of n0 : n1 : n2 . if the difference between the shares of p and q is rs . n3 , what will be the difference between q and r ' s share ?	subtract ( n1 , n0 ) | subtract ( n2 , n1 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a vendor sells n0 percent of the apples he had and throws away n1 percent of the remainder . the next day , the vendor sells n2 percent of the remaining apples and throws away the rest . in total , what percent of his apples does the vendor throw away ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 ) | add ( #4 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
ronald and elan are working on an assignment . ronald takes n0 hours to type n1 pages on a computer , while elan takes n2 hours to type n3 pages . how much time will they take , working together on two different computers to type an assignment of n4 pages ?	divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #0 , #1 ) | divide ( n4 , #2 )
pat , kate , and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much time as mark , how many more hours did mark charge to the project than kate ?	divide ( n1 , n2 ) | multiply ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n1 , #1 ) | add ( #2 , #3 ) | divide ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #5 , #6 )
pat , kate , and mark charged a total of n0 hours to a certain project . if pat charged twice as much time to the project as kate and n1 / n2 as much time as mark , how many more hours did mark charge to the project than kate ?	divide ( n1 , n2 ) | multiply ( n2 , const_2 ) | add ( n1 , #0 ) | divide ( n1 , #1 ) | add ( #2 , #3 ) | divide ( n0 , #4 ) | divide ( #5 , #1 ) | subtract ( #5 , #6 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applications whose age is within one standard deviation of the average age . what is the maximum number of different ages of the applicants ?	multiply ( n1 , const_2 ) | add ( #0 , const_1 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . find the share of c .	add ( n3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
two brother x and y appeared for an exam . let a be the event that x is selected and b is the event that y is selected . the probability of a is n0 and that of b is n1 . find the probability that both of them are selected .	reminder ( n0 , const_10 ) | reminder ( n1 , const_10 ) | divide ( const_1 , #0 ) | divide ( const_2 , #1 ) | multiply ( #2 , #3 )
chloe has $ n0 dollars to go to the fair . she is bringing n1 other friends along . admission to the fair is $ n2 . each ride costs $ n3 . how many rides can she and her friends go on and how much money will be left over ?	multiply ( n1 , n2 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n3 ) | floor ( #3 ) | multiply ( n3 , #4 ) | subtract ( #2 , #5 )
n0 percent of ram ' s monthly salary is equal to n1 percent of shyam ' s monthly salary . shyam ' s monthly salary is twice abhinav ' s monthly salary . if abhinav ' s annual salary is rs . n2 lakhs , find ram ' s monthly salary ?	divide ( n2 , const_12 ) | multiply ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 ) | multiply ( #6 , const_1000 )
if a father said to his elder son , ` ` i was as old as you are at the present at the time of your birth ' ' . if the father ' s age is n0 years now , what was the son ' s age n1 years back ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
donovan and michael are racing around a circular n0 - meter track . if donovan runs each lap in n1 seconds and michael runs each lap in n2 seconds , how many laps will michael have to complete in order to pass donovan , assuming they start at the same time ?	divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 ) | divide ( #3 , n2 )
trapezoid jklm in the x - y plane has coordinates j = ( no_ascii_77 n2 , no_ascii_77 n7 ) , k = ( no_ascii_77 n2 , n3 ) , l = ( n6 , n5 ) , and m = ( n6 , no_ascii_77 n7 ) . what is its perimeter ?	add ( n1 , n3 ) | add ( n0 , n4 ) | add ( n1 , n5 ) | add ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , #2 )
if all of the telephone extensions in a certain company must be even numbers , and if each of the extensions uses all n5 of the digits n1 , n2 , n3 , and n4 , what is the greatest number of n5 - digit extensions that the company can have ?	multiply ( n0 , const_3 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n6 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
at a supermarket , john spent n4 / n1 of his money on fresh fruits and vegetables , n4 / n3 on meat products , and n4 / n5 on bakery products . if he spent the remaining $ n6 on candy , how much did john spend at the supermarket ?	divide ( n0 , n5 ) | divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
solution x is n0 % chemical a and n1 % chemical b by volume . solution y is n2 % chemical a and n3 % chemical b by volume . if a mixture of x and y is n4 % chemical a , what percent of the mixture is solution x ?	subtract ( n2 , n4 ) | subtract ( n4 , n0 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
trapezoid jklm in the x - y plane has coordinates j = ( no_ascii_77 n3 , no_ascii_77 n7 ) , k = ( no_ascii_77 n3 , n3 ) , l = ( n6 , n5 ) , and m = ( n6 , no_ascii_77 n7 ) . what is its perimeter ?	add ( n1 , n3 ) | add ( n0 , n4 ) | add ( n1 , n5 ) | add ( #0 , const_10 ) | add ( #3 , #1 ) | add ( #4 , #2 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a rectangular floor that measures n0 meters by n1 meters is to be covered with carpet squares that each measure n3 meters by n3 meters . if the carpet squares cost $ n4 apiece , what is the total cost for the number of carpet squares needed to cover the floor ?	multiply ( n4 , n4 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
a rectangular park n0 m long and n1 m wide has two concrete crossroads running in the middle of the park and rest of the park has been used as a lawn . the area of the lawn is n2 sq . m . what is the width of the road ?	add ( n0 , n1 ) | multiply ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( const_1 , const_2 ) | power ( const_100 , const_2 ) | negate ( #0 ) | subtract ( #2 , n2 ) | multiply ( #1 , #6 ) | negate ( #5 ) | subtract ( #4 , #7 ) | sqrt ( #9 ) | subtract ( #8 , #10 ) | divide ( #11 , #3 )
population of a city in n0 was n1 . if in n2 there isan increment of n3 % , in n4 there is a decrements of n5 % and in n8 there is an increment of n7 % , then find the population of city at the end of the year n8	divide ( n5 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #3 , #4 ) | multiply ( #2 , #5 ) | multiply ( n1 , #6 )
solution x is n0 % chemical a and n1 % chemical b by volume . solution y is n3 % chemical a and n3 % chemical b by volume . if a mixture of x and y is n4 % chemical a , what percent of the mixture is solution x ?	subtract ( n2 , n4 ) | subtract ( n4 , n0 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
of n0 applicants for a job , n1 had at least n6 years ' experience , n3 had degrees , and n4 had less than n6 years ' experience and did not have a degree . how many of the applicants had at least n6 years ' experience and a degree ?	add ( n1 , n3 ) | subtract ( n0 , n4 ) | subtract ( n3 , n1 ) | subtract ( #0 , #1 ) | add ( #3 , #2 )
a , b and c are partners . a receives n0 / n1 of profits , b and c dividing the remainder equally . a ' s income is increased by rs . n2 when the rate to profit rises from n3 to n4 percent . find the capital of b ?	multiply ( n2 , const_100 ) | divide ( #0 , n0 )
a person decided to build a house in n2 days . he employed n2 men in the beginning and n2 more after n3 days and completed the construction in stipulated time . if he had not employed the additional men , how many days behind schedule would it have been finished ?	subtract ( n0 , n3 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n6 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a salt manufacturing company produced a total of n0 tonnes of salt in january of a particular year . starting from february its production increased by n1 tonnes every month over the previous months until the end of the year . find its ave n2 rage daily production for that year ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( const_100 , const_3 ) | multiply ( const_2 , const_3 ) | subtract ( const_12 , const_1 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_10 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | add ( #8 , #0 ) | multiply ( #7 , const_12 ) | divide ( #10 , const_2 ) | divide ( #11 , #9 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
of the female students at barkely university , n0 / n4 are on the honor roll . of the male students , n2 / n4 are on the honor roll . if n4 / n5 of the students are female , what fraction of all the students are on the honor roll ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a n0 kg metal bar made of alloy of tin and silver lost n4 kg of its weight in the water . n2 kg of tin loses n3 kg in the water ; n4 kg of silver loses n5 kg . what is the ratio of tin to silver in the bar ?	divide ( n5 , n4 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | subtract ( n0 , #5 ) | divide ( #5 , #6 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . ! find the share of each .	add ( const_3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
one type of liquid contains n0 % of water and the second type of liquid contains n1 % of water . a glass is filled with n2 parts of n3 st liquid and n4 parts of n5 nd liquid . the percentage of water in the new mixture in the glass is ?	add ( n2 , n4 ) | multiply ( n0 , n2 ) | multiply ( n1 , n4 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( const_100 , #0 ) | add ( #3 , #4 ) | multiply ( #6 , #5 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
the average weight of n3 persons sitting in a boat had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the persons decreased by n2 kg . find the average weight of first n3 persons ?	add ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( const_2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
last year , company x paid out a total of $ n0 , n1 , n2 in salaries to its n3 employees . if no employee earned a salary that is more than n4 % greater than any other employee , what is the lowest possible salary that any one employee earned ?	add ( const_1000 , const_60 ) | divide ( n3 , const_100 ) | multiply ( const_100 , const_2 ) | subtract ( n2 , n0 ) | add ( #2 , const_3 ) | add ( #1 , n0 ) | subtract ( #0 , const_10 ) | multiply ( #6 , const_1000 ) | multiply ( #5 , #3 ) | add ( n0 , #8 ) | multiply ( #5 , #7 ) | divide ( #10 , #9 ) | divide ( #11 , #5 ) | divide ( #12 , const_100 ) | add ( #4 , #13 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
in a weight - lifting competition , the total weight of joe ' s two lifts was n0 pounds . if twice the weight of his first lift was n1 pounds more than the weight of his second lift , what was the weight , in pounds , of his first lift ?	add ( n0 , n1 ) | divide ( #0 , const_3 )
in an election between two candidates - lange and sobel - n0 % of the voters voted for sobel . of the election ` s voters , n1 % were male . if n2 % of the female voters voted for lange , what percentage of the male voters voted for sobel ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | subtract ( #0 , #2 ) | subtract ( n0 , #3 )
n0 friends a , b , c and d decided to share a lot of apples . each of them had half of the total plus half an apple in order . after each of them took their share n1 time , no apples were left . how many apples were there ?	add ( const_2 , const_3 ) | multiply ( n0 , const_1000 ) | multiply ( const_10 , const_10 ) | add ( #1 , #2 ) | subtract ( #3 , #0 )
in may , the grounds keeper at spring lake golf club built a circular green with an area of n0 square feet . in august , he doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | circle_area ( #1 )
pipe a can fill a tank in n0 minutes . pipe b can fill the same tank n1 times faster than pipe a . if both the pipes are connected to the tank so that they fill the tank simultaneously , how long will it take for the empty tank to overflow ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | inverse ( #3 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
of the female students at barkely university , n0 / n1 are on the honor roll . of the male students , n2 / n5 are on the honor roll . if n4 / n5 of the students are female , what is ratio of male to female students on honor roll ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
there are two cars . one is n0 miles north of the other . simultaneously , the car to the north is driven westward at n1 miles per hour and the other car is driven eastward at n2 miles per hour . how many miles apart are the cars after n3 hours ?	multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | power ( #0 , const_2 ) | power ( #2 , const_2 ) | add ( #4 , #3 ) | sqrt ( #5 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
the ratio of two cow a , b milk is n0 : n1 kg milk of cow a get distributed and n2 kg milk of cow b get distributed . now , n3 kg milk of cow b left . now what is the ratio of cow a and b left milk ?	divide ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , n3 )
x and y began business with rs . n0 and rs . n1 after n2 months , x advances rs . n5 and y advances rs . n5 more . at the end of the year , their profits amounted to rs . n5 find the share of x and y respectively .	add ( n0 , n3 ) | add ( n3 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | add ( n1 , #1 ) | multiply ( n2 , #0 ) | add ( #2 , #5 ) | multiply ( n2 , #4 ) | add ( #3 , #7 ) | gcd ( #6 , #8 ) | divide ( #6 , #9 ) | divide ( #8 , #9 ) | add ( #10 , #11 ) | divide ( #10 , #12 ) | multiply ( n3 , #13 )
sakshi invests a part of rs . n0 in n6 % stock at rs . n7 and the remainder in n3 % stock at rs . n4 . if his total dividend per annum is rs . n5 , how much does he invest in n6 % stock at rs . n7 ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n5 , #2 ) | divide ( #4 , #3 )
xavier , yvonne , and zelda each try independently to solve a problem . if their individual probabilities for success are n2 / n4 , n2 / n3 and n4 / n5 , respectively , what is the probability that xavier and yvonne , but not zelda , will solve the problem ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
a dozen eggs and n3 pounds of oranges are currently at the same price . if the price of a dozen eggs rises by n1 percent and the price of oranges rises by n2 % . how much more will it cost to buy a dozen eggs and n3 pounds of oranges .	add ( n3 , n3 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #1 , n3 ) | multiply ( n3 , #2 ) | add ( n3 , #3 ) | add ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #0 ) | multiply ( #8 , const_100 ) | divide ( #9 , #0 ) | multiply ( #10 , const_2 )
john purchased some shirts and trousers for $ n0 . he paid $ n1 less for the shirts than he did for the trousers . if he bought n2 shirts and the cost of a shirt is $ n3 less than that of a trouser , how many trousers did he buy ?	add ( n3 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #0 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
a vessel of capacity n0 litres is fully filled with pure milk . nine litres of milk is removed from the vessel and replaced with water . nine litres of the solution thus formed is removed and replaced with water . find the quantity of pure milk in the final milk solution ?	multiply ( const_3 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 ) | subtract ( #1 , #3 )
a gardener wants to plant trees in his garden in such a way that the number of trees in each row should be the same . if there are n0 rows or n1 rows or n2 rows , then no tree will be left . find the least number of trees required .	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
the cost of one photocopy is $ n0 . however , a n1 % discount is offered on orders of more than n2 photocopies . if steve and dennison have to make n3 copies each , how much will each of them save if they submit a single order of n4 copies ?	multiply ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n4 , #2 ) | multiply ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , const_2 )
a copy machine , working at a constant rate , makes n0 copies per minute . a second copy machine , working at a constant rate , makes n1 copies per minute . working together at their respective rates , how many copies do the two machines make in half an hour ?	add ( n0 , n1 ) | multiply ( #0 , const_60 ) | divide ( #1 , const_2 )
a n0 - meter long wire is cut into two pieces . if the longer piece is then used to form a perimeter of a square , what is the probability that the area of the square will be more than n1 if the original wire was cut at an arbitrary point ?	square_perimeter ( n1 ) | divide ( #0 , n0 )
the racing magic takes n1 seconds to circle the racing track once . the charging bull makes n1 rounds of the track in an hour . if they left the starting point together , how many minutes will it take for them to meet at the starting point for the second time ?	divide ( n0 , n1 ) | multiply ( #0 , n0 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
there are two circles of different radii . the are of a square is n0 sq cm and its side is twice the radius of the larger circle . the radius of the larger circle is n1 - third that of the smaller circle . find the circumference of the smaller circle .	add ( const_10 , const_4 ) | divide ( n1 , const_3 ) | multiply ( const_100 , const_3 ) | sqrt ( n0 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | multiply ( #6 , #7 ) | multiply ( #8 , const_2 )
the distance between delhi and mathura is n0 kms . a starts from delhi with a speed of n1 kmph at n2 a . m . for mathura and b starts from mathura with a speed of n3 kmph at n4 a . m . from delhi . when will they meet ?	add ( n1 , n3 ) | divide ( n0 , #0 ) | add ( n4 , #1 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
the racing magic takes n0 seconds to circle the racing track once . the charging bull makes n1 rounds of the track in an hour . if they left the starting point together , how many minutes will it take for them to meet at the starting point for the second time ?	divide ( n0 , n1 ) | multiply ( #0 , n0 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 )
a grocer is storing soap boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each soap box is n3 inches by n4 inches by n5 inches , then what is the maximum number of soap boxes that can be placed in each carton ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
the point a and point b is n2 miles apart , the point b and point c is n1 miles apart . a car travels from point a to point b in n2 min and point b to point c in n3 min . what is the average speed of the car ?	divide ( n0 , n0 ) | divide ( n1 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | multiply ( #3 , const_60 )
a vessel of capacity n0 litres is fully filled with pure milk . nine litres of milk is removed from the vessel and replaced with water . nine litres of the solution thus formed is removed and replaced with water . find the quantity of pure milk in the final milk solution ?	multiply ( const_3 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 ) | subtract ( #1 , #3 )
bhatia , ashtikar and singh begin to play with rs n0 each . at the end the ratio of the amounts left with ashtikar and singh is n4 : n2 and of those with singh and bhatia is n3 : n4 . what is singh ' s gain ( in rs ) ?	add ( n1 , n3 ) | multiply ( n0 , const_3 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #3 , #2 ) | subtract ( #4 , n0 )
pipe a can fill a tank in n0 minutes . pipe b can fill the same tank n1 times faster than pipe a . if both the pipes are connected to the tank so that they fill the tank simultaneously , how long will it take for the empty tank to overflow ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | inverse ( #3 )
a contractor undertakes to do a piece of work in n0 days . he engages n2 men at the begining and n2 more after n3 days and completes the work in stipulated time . if he had not engaged the additional men , how many days behind schedule would it be finished ?	add ( const_2 , const_3 ) | multiply ( n1 , n3 ) | multiply ( n1 , const_2 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | divide ( #4 , const_100 ) | subtract ( #5 , n0 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
in a group of n0 people , n1 have an age of more n2 years , and the others have an age of less than n4 years . if a person is selected at random from this group , what is the probability the person ' s age is less than n4 ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a ' s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that b beats a by n2 % of the length of the race ?	divide ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n0 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
in a group of n0 people , n1 have an age of more n2 years , and the others have an age of less than n4 years . if a person is selected at random from this group , what is the probability the person ' s age is less than n4 ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
xavier , yvonne , and zelda each try independently to solve a problem . if their individual probabilities for success are n2 / n1 , n2 / n3 and n4 / n5 , respectively , what is the probability that xavier and yvonne , but not zelda , will solve the problem ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
a sum of rs . n0 was lent partly at n5 % and partly at n6 % p . a . simple interest . the total interest received after n3 years was rs . n4 . the ratio of the money lent at n5 % to that lent at n6 % is :	add ( n2 , n2 ) | add ( n1 , n1 ) | add ( n1 , #1 ) | divide ( #0 , #2 )
in a weight - lifting competition , the total weight of joe ' s two lifts was n0 pounds . if twice the weight of his first lift was n1 pounds more than the weight of his second lift , what was the weight , in pounds , of his first lift ?	add ( n0 , n1 ) | divide ( #0 , const_3 )
a vessel of capacity n0 litres is fully filled with pure milk . nine litres of milk is removed from the vessel and replaced with water . nine litres of the solution thus formed is removed and replaced with water . find the quantity of pure milk in the final milk solution ?	multiply ( const_3 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 ) | subtract ( #1 , #3 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
a grocer is storing soap boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each soap box is n3 inches by n4 inches by n5 inches , then what is the maximum number of soap boxes that can be placed in each carton ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
in a bag containing n0 balls , a white ball was placed and then n1 ball was taken out at random . what is theprobability that the extracted ball would turn onto be white , if all possible hypothesisconcerning the color of the balls that initially in the bag were equally possible ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | add ( n1 , #5 ) | divide ( #6 , #0 )
a river boat leaves silver town and travels upstream to gold town at an average speed of n0 kilometers per hour . it returns by the same route at an average speed of n1 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
on a race track a maximum of n0 horses can race together at a time . there are a total of n1 horses . there is no way of timing the races . what is the minimum number y of races we need to conduct to get the top n2 fastest horses ?	divide ( n1 , n0 ) | add ( #0 , const_2 )
on a race track a maximum of n0 horses can race together at a time . there are a total of n1 horses . there is no way of timing the races . what is the minimum number r of races we need to conduct to get the top n2 fastest horses ?	divide ( n1 , n0 ) | add ( #0 , const_2 )
car q and car y traveled the same n0 - mile route . if car q took n1 hours and car y traveled at an average speed that was n2 percent faster than the average speed of car q , how many hours did it take car y to travel the route ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , #0 ) | divide ( n0 , #3 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
two trains each n0 m in length each , are running on two parallel lines in opposite directions . if one goes at the speed of n1 km / h while the other travels at n2 km / h . how long will it take for them to pass each other completely .	add ( n0 , n0 ) | add ( n1 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
in a weight - lifting competition , the total weight of joe ' s two lifts was n0 pounds . if twice the weight of his first lift was n1 pounds more than the weight of his second lift , what was the weight , in pounds , of his first lift ?	add ( n0 , n1 ) | divide ( #0 , const_3 )
if a certain number of labours can dig earth n0 m deep , n1 m long , and n2 m broad in n3 days , then find the number of days the same number of labours will require to dig earth n4 m deep , n5 m long and n6 m broad .	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n6 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
n0 kg of an alloy a is mixed with n1 kg of alloy b . if alloy a has lead and tin in the ratio n5 : n3 and alloy b has tin and copper in the ratio n4 : n5 , then the amount of tin in the new alloy is ?	add ( n2 , n3 ) | add ( n4 , n5 ) | divide ( n0 , #0 ) | divide ( n1 , #1 ) | multiply ( n3 , #2 ) | multiply ( n4 , #3 ) | add ( #4 , #5 )
baker ram is storing cake boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each cake box is n3 inches by n4 inches by n5 inches , then what is the maximum number of cake boxes that can be placed in each carton ?	add ( const_2 , const_4 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
car a runs at the speed of n0 km / hr & reaches its destination in n3 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
a cargo ships engines failed n0 miles away from the port . due to the changing wind direction , it is moving n1 miles towards the port and n2 miles away from the port . if the wind pattern remains same , how many miles it will travel before reaching the port ?	add ( n0 , n1 ) | subtract ( #0 , n2 )
in a weight - lifting competition , the total weight of joe ' s two lifts was n0 pounds . if twice the weight of his first lift was n1 pounds more than the weight of his second lift , what was the weight , in pounds , of his first lift ?	add ( n0 , n1 ) | divide ( #0 , const_3 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
each of the integers from n0 to n1 is written on the a seperate index card and placed in a box . if the cards are drawn from the box at random without replecement , how many cards must be drawn to ensure that the product of all the integers drawn is even	divide ( n1 , const_2 ) | add ( n0 , #0 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
arun purchased n0 kg of wheat at the rate of rs . n1 per kg and n2 kg of wheat at the rate of n3 per kg . he mixed the two and sold the mixture . approximately what price per kg should be sell the mixture to make n4 % profit ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , const_100 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 )
a can do a piece of work in n0 days and b can do it in n1 days and c can do it n2 days . they started the work together and a leaves after n3 days and c leaves after n4 days from the beginning . how long will work lost ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | subtract ( n4 , n3 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | add ( #5 , #1 ) | multiply ( #4 , #3 ) | multiply ( n3 , #6 ) | add ( #7 , #8 ) | subtract ( const_1 , #9 ) | divide ( #10 , #0 ) | add ( n4 , #11 )
on a race track a maximum of n0 horses can race together at a time . there are a total of n1 horses . there is no way of timing the races . what is the minimum number w of races we need to conduct to get the top n2 fastest horses ?	divide ( n1 , n0 ) | add ( #0 , const_2 )
three interviewers , x , y , and z are interviewing n0 applicants . only with three interviewers ' admission can an applicant be admitted . if interviewer x admitted n1 applicants , y admitted n2 applicants , and z admitted n3 applicants , at least how many applicants get the admission ?	min ( n1 , n2 ) | min ( n3 , #0 )
a n0 kg metal bar made of alloy of tin and silver lost n1 kg of its weight in the water . n2 kg of tin loses n3 kg in the water ; n4 kg of silver loses n5 kg . what is the ratio of tin to silver in the bar ?	divide ( n5 , n4 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | subtract ( n0 , #5 ) | divide ( #5 , #6 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
a copy machine , working at a constant rate , makes n0 copies per minute . a second copy machine , working at a constant rate , makes n1 copies per minute . working together at their respective rates , how many copies do the two machines make in half an hour ?	add ( n0 , n1 ) | multiply ( #0 , const_60 ) | divide ( #1 , const_2 )
a math teacher has n0 cards , each of which is in the shape of a geometric figure . half of the cards are rectangles , and a third of the cards are rhombuses . if n1 cards are squares , what is the maximum possible number of cards that re circles .	multiply ( n0 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 )
a n0 kg metal bar made of alloy of tin and silver lost n1 kg of its weight in the water . n2 kg of tin loses n3 kg in the water ; n4 kg of silver loses n5 kg . what is the ratio of tin to silver in the bar ?	divide ( n5 , n4 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | subtract ( n0 , #5 ) | divide ( #5 , #6 )
the racing magic takes n0 seconds to circle the racing track once . the charging bull makes n1 rounds of the track in an hour . if they left the starting point together , how many minutes will it take for them to meet at the starting point for the second time ?	divide ( n0 , n1 ) | multiply ( #0 , n0 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 )
a alone can do a piece of work in n0 days and b alone in n1 days . a and b undertook to do it for rs . n2 . with the help of c , they completed the work in n3 days . how much is to be paid to c ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 )
three rugs have a combined area of n0 square meters . by overlapping the rugs to cover floor area of n1 square meters , the area that is covered by exactly two layers of rug is n2 square meters . what is the area that is covered with three layers of rug ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a alone can do a piece of work in n0 days and b alone in n1 days . a and b undertook to do it for rs . n2 . with the help of c , they completed the work in n3 days . how much is to be paid to c ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 )
a is the average ( arithmetic mean ) of the first n0 positive multiples of n1 and b is the median of the first n2 positive multiples of positive integer n . if the value of a ^ n4 no_ascii_77 b ^ n4 is zero , what is the value of n ?	multiply ( n1 , const_4 ) | divide ( #0 , n3 )
the distance between delhi and mathura is n0 kms . a starts from delhi with a speed of n1 kmph at n2 a . m . for mathura and b starts from mathura with a speed of n3 kmph at n4 p . m . from delhi . when will they meet ?	add ( n1 , n3 ) | divide ( n0 , #0 ) | add ( n4 , #1 )
xavier , yvonne , and zelda each try independently to solve a problem . if their individual probabilities for success are n2 / n1 , n2 / n3 and n4 / n5 , respectively , what is the probability that xavier and yvonne , but not zelda , will solve the problem ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
the racing magic takes n0 seconds to circle the racing track once . the charging bull makes n1 rounds of the track in an hour . if they left the starting point together , how many minutes will it take for them to meet at the starting point for the second time ?	divide ( n0 , n1 ) | multiply ( #0 , n0 ) | multiply ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 )
a copy machine , working at a constant rate , makes n0 copies per minute . a second copy machine , working at a constant rate , makes n1 copies per minute . working together at their respective rates , how many copies do the two machines make in half an hour ?	add ( n0 , n1 ) | multiply ( #0 , const_60 ) | divide ( #1 , const_2 )
a rectangular block has the dimensions n0 x n3 x n2 cm it is dropped into a cylindrical vessel of radius n3 cm and height n4 cm . if the level of the fluid in the cylinder rises by n5 cm , what portion of the block is immersed in the fluid ?	add ( n4 , n5 ) | multiply ( n0 , n1 ) | volume_cylinder ( n1 , n4 ) | multiply ( n2 , #1 ) | volume_cylinder ( n1 , #0 ) | subtract ( #4 , #2 ) | divide ( #5 , #3 )
of the female students at barkely university , n0 / n1 are on the honor roll . of the male students , n2 / n5 are on the honor roll . if n4 / n5 of the students are female , what fraction of all the students are on the honor roll ?	multiply ( n0 , n4 ) | multiply ( n5 , const_3.0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a luxury liner , queen marry ii , is transporting several cats as well as the crew ( sailors , a cook , and one - legged captain ) to a nearby port . altogether , these passengers have n0 heads and n1 legs . how many cats does the ship host ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_4 ) | subtract ( #0 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , #1 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
sandy walked n2 meters towards south . then sandy turned to her left and walked n1 meters . she then turned to her left and walked n2 meters . she then turned to her right and walked n3 meters . what distance is she from the starting point and in which direction ?	add ( n0 , n3 )
jack , jill , and sandy each have one try to make a basket from half court . if their individual probabilities of making the basket are n4 / n1 , n4 / n3 , and n4 / n5 respectively , what is the probability that all three will make a basket ?	divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
a ' s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that b beats a by n2 % of the length of the race ?	divide ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
p can do a work in the same time in which q and r together can do it . if p and q work together , the work can be completed in n0 days . r alone needs n1 days to complete the same work . then q alone can do it in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , #1 ) | divide ( const_1 , #4 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
p can do a work in the same time in which q and r together can do it . if p and q work together , the work can be completed in n0 days . r alone needs n1 days to complete the same work . then q alone can do it in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , #1 ) | divide ( const_1 , #4 )
the cost of one photocopy is $ n0 . however , a n1 % discount is offered on orders of more than n2 photocopies . if steve and dinley have to make n3 copies each , how much will each of them save if they submit a single order of n4 copies ?	multiply ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n4 , #2 ) | multiply ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , const_2 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
a water tank , having the shape of a rectangular prism of base n0 square centimeters , is being filled at the rate of n1 liter per minute . find the rate at which the height of the water in the water tank increases . express your answer in centimeters per minute .	divide ( const_1000 , n0 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a tank can be filled by two pipes a and b in n0 minutes and n1 minutes respectively . how many minutes will it take to fill the tank from empty state if b is used for the first half time and then a and b fill it together for the other half	add ( const_4 , const_4 ) | multiply ( n1 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
a river boat leaves silver town and travels upstream to gold town at an average speed of n0 kilometers per hour . it returns by the same route at an average speed of n1 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
on a race track a maximum of n0 horses can race together at a time . there are a total of n1 horses . there is no way of timing the races . what is the minimum number t of races we need to conduct to get the top n2 fastest horses ?	divide ( n1 , n0 ) | add ( #0 , const_2 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
a math teacher has n0 cards , each of which is in the shape of a geometric figure . half of the cards are rectangles , and a third of the cards are rhombuses . if n1 cards are squares , what is the maximum possible number of cards that re circles .	multiply ( n0 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n6 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
a monkey ascends a greased pole n0 meters high . he ascends n1 meters in the first minute and then slips down n2 meter in the alternate minute . if this pattern continues until he climbs the pole , in how many minutes would he reach at the top of the pole ?	multiply ( n1 , const_4 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
kiran has n0 currency notes in all , some of which were of rs . n1 denomination and the remaining of rs . n4 denomination . the total amount of all these currency notes was rs . n3 . how much amount did she have in the denomination of rs . n4 ?	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 ) | subtract ( n0 , #2 ) | multiply ( n2 , #3 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
a luxury liner , queen marry ii , is transporting several cats as well as the crew ( sailors , a cook , and one - legged captain ) to a nearby port . altogether , these passengers have n0 heads and n1 legs . how many cats does the ship host ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_4 ) | subtract ( #0 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , #1 )
the distance between delhi and mathura is n0 kms . a starts from delhi with a speed of n1 kmph at n2 a . m . for mathura and b starts from mathura with a speed of n3 kmph at n4 p . m . from delhi . when will they meet ?	add ( n1 , n3 ) | divide ( n0 , #0 ) | add ( n4 , #1 )
a river boat leaves silver town and travels upstream to gold town at an average speed of n0 kilometers per hour . it returns by the same route at an average speed of n1 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
the average weight of n3 persons sitting in a boat had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the persons decreased by n2 kg . find the average weight of first n3 persons ?	add ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
a company recently conducted a survey and found that n0 , n1 of its customers live in rural areas . if the number of customers who live in urban areas is n2 percent greater than the number of customers who live in rural areas , how many customers live in urban areas ?	multiply ( const_2 , const_4 ) | subtract ( const_100 , #0 )
the average weight of n3 persons sitting in a boat had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the persons decreased by n2 kg . find the average weight of first n3 persons ?	add ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
two trains each n0 m in length each , are running on two parallel lines in opposite directions . if one goes at the speed of n1 km / h while the other travels at n2 km / h . how long will it take for them to pass each other completely .	add ( n0 , n0 ) | add ( n1 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
in a group of n0 people , n1 have an age of more n2 years , and the others have an age of less than n4 years . if a person is selected at random from this group , what is the probability the person ' s age is less than n4 ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
two trains a and b are n0 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a grocer is storing soap boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each soap box is n3 inches by n5 inches by n5 inches , then what is the maximum number of soap boxes that can be placed in each carton ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
pascal has n0 miles remaining to complete his cycling trip . if he reduced his current speed by n1 miles per hour , the remainder of the trip would take him n2 hours longer than it would if he increased his speed by n3 % . what is his current speed t ?	divide ( n0 , n2 ) | divide ( n3 , const_100 ) | add ( #1 , const_1 ) | power ( #0 , const_2 ) | divide ( #0 , #2 ) | multiply ( n1 , #4 ) | multiply ( #5 , n1 ) | add ( #6 , #3 ) | sqrt ( #7 ) | add ( #0 , #8 ) | divide ( #9 , const_2 )
last year , company x paid out a total of $ n0 , n1 , n2 in salaries to its n3 employees . if no employee earned a salary that is more than n4 % greater than any other employee , what is the lowest possible salary that any one employee earned ?	add ( const_1000 , const_60 ) | divide ( n3 , const_100 ) | multiply ( const_100 , const_2 ) | subtract ( n2 , n0 ) | add ( #2 , const_3 ) | add ( #1 , n0 ) | subtract ( #0 , const_10 ) | multiply ( #6 , const_1000 ) | multiply ( #5 , #3 ) | add ( n0 , #8 ) | multiply ( #5 , #7 ) | divide ( #10 , #9 ) | divide ( #11 , #5 ) | divide ( #12 , const_100 ) | add ( #4 , #13 )
pascal has n0 miles remaining to complete his cycling trip . if he reduced his current speed by n1 miles per hour , the remainder of the trip would take him n2 hours longer than it would if he increased his speed by n3 % . what is his current speed o ?	divide ( n0 , n2 ) | divide ( n3 , const_100 ) | add ( #1 , const_1 ) | power ( #0 , const_2 ) | divide ( #0 , #2 ) | multiply ( n1 , #4 ) | multiply ( #5 , const_4 ) | add ( #6 , #3 ) | sqrt ( #7 ) | add ( #0 , #8 ) | divide ( #9 , const_2 )
on a race track a maximum of n0 horses can race together at a time . there are a total of n1 horses . there is no way of timing the races . what is the minimum number q of races we need to conduct to get the top n2 fastest horses ?	divide ( n1 , n0 ) | add ( #0 , const_2 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
sandy walked n2 meters towards south . then sandy turned to her left and walked n2 meters . she then turned to her left and walked n2 meters . she then turned to her right and walked n3 meters . what distance is she from the starting point and in which direction ?	add ( n0 , n3 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
of the female students at barkely university , n5 / n1 are on the honor roll . of the male students , n2 / n4 are on the honor roll . if n4 / n5 of the students are female , what is ratio of male to female students on honor roll ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
consider a right circular cone of base radius n0 and height n1 cm . a cylinder is to be placed inside the cone with one of the flat surface resting on the base of the cone . find the largest possible total surface area ( in sq cm ) of the cylinder .	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 ) | power ( #3 , const_2 ) | multiply ( #4 , const_3 ) | multiply ( #5 , const_pi )
in the johnsons ' monthly budget , the dollar amounts allocated to household expenses , food , and miscellaneous items are in the ratio n0 : n1 : n2 , respectively . if the total amount allocated to these n3 categories is $ n4 , what is the amount allocated to food ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n4 , #1 ) | multiply ( n1 , #2 )
of the female students at barkely university , n5 / n1 are on the honor roll . of the male students , n4 / n3 are on the honor roll . if n4 / n5 of the students are female , what fraction of all the students are on the honor roll ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
a monkey ascends a greased pole n0 meters high . he ascends n1 meters in the first minute and then slips down n2 meter in the alternate minute . if this pattern continues until he climbs the pole , in how many minutes would he reach at the top of the pole ?	multiply ( n1 , const_4 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
n0 kg of an alloy a is mixed with n1 kg of alloy b . if alloy a has lead and tin in the ratio n2 : n5 and alloy b has tin and copper in the ratio n4 : n5 , then the amount of tin in the new alloy is ?	add ( n2 , n3 ) | add ( n4 , n5 ) | divide ( n0 , #0 ) | divide ( n1 , #1 ) | multiply ( n3 , #2 ) | multiply ( n4 , #3 ) | add ( #4 , #5 )
n0 kg of an alloy a is mixed with n1 kg of alloy b . if alloy a has lead and tin in the ratio n2 : n4 and alloy b has tin and copper in the ratio n4 : n5 , then the amount of tin in the new alloy is ?	add ( n2 , n3 ) | add ( n4 , n5 ) | divide ( n0 , #0 ) | divide ( n1 , #1 ) | multiply ( n3 , #2 ) | multiply ( n4 , #3 ) | add ( #4 , #5 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n6 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . find the sale he should have in the sixth month , so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
sandy walked n2 meters towards south . then sandy turned to her left and walked n1 meters . she then turned to her left and walked n2 meters . she then turned to her right and walked n3 meters . what distance is she from the starting point and in which direction ?	add ( n0 , n3 )
three interviewers , a , b , and c are interviewing n0 applicants . only with three interviewers ' admission can an applicant be admitted . if interviewer a admitted n3 applicants , b admitted n2 applicants , and c admitted n3 applicants , at least how many applicants get the admission ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
a monkey ascends a greased pole n0 meters high . he ascends n1 meters in the first minute and then slips down n2 meter in the alternate minute . if this pattern continues until he climbs the pole , in how many minutes would he reach at the top of the pole ?	multiply ( n1 , const_4 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
a retailer sells n5 shirts . the first n1 he sells for $ n6 , $ n3 and $ n4 . if the retailer wishes to sell the n5 shirts for an overall average price of over $ n6 , what must be the minimum average price of the remaining n7 shirts ?	add ( n2 , n3 ) | multiply ( n0 , n6 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n7 )
a dozen eggs and n0 pounds of oranges are currently at the same price . if the price of a dozen eggs rises by n1 percent and the price of oranges rises by n2 % . how much more will it cost to buy a dozen eggs and n3 pounds of oranges .	add ( n3 , n3 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( n3 , #2 ) | add ( n3 , #3 ) | add ( n3 , #4 ) | add ( #5 , #6 ) | subtract ( #7 , #0 ) | multiply ( #8 , const_100 ) | divide ( #9 , #0 ) | multiply ( #10 , const_2 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
two trains each n0 m in length each , are running on two parallel lines in opposite directions . if one goes at the speed of n1 km / h while the other travels at n2 km / h . how long will it take for them to pass each other completely .	add ( n0 , n0 ) | add ( n1 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
a n0 kg metal bar made of alloy of tin and silver lost n1 kg of its weight in the water . n2 kg of tin loses n3 kg in the water ; n4 kg of silver loses n5 kg . what is the ratio of tin to silver in the bar ?	divide ( n5 , n4 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | subtract ( n0 , #5 ) | divide ( #5 , #6 )
a and b can do a piece of work in n0 days and n1 days respectively . they began to do the work together but a leaves after some days and then b completed the remaining work in n2 days . the number of days after which a left the work was ?	divide ( n2 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( const_1 , #0 ) | divide ( #4 , #3 )
two trains a and b are n0 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a retailer sells n5 shirts . the first n1 he sells for $ n2 , $ n6 and $ n4 . if the retailer wishes to sell the n5 shirts for an overall average price of over $ n6 , what must be the minimum average price of the remaining n7 shirts ?	add ( n2 , n3 ) | multiply ( n0 , n3 ) | add ( n4 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n7 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n0 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
sixteen percent of the programmers in a startup company weigh n6 pounds or more . n1 - n2 percent of the programmers that are under n6 pounds in that same company weigh n5 pounds or less . what percent of the programmers in the startup company weigh between n5 and n6 pounds ?	add ( n1 , n2 ) | subtract ( n1 , const_4 ) | subtract ( const_100 , #0 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_100 ) | multiply ( #4 , #3 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . find the sale he should have in the sixth month , so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a company decreased the price of its main product by n0 % . subsequently , the number of units sold increased such that the total revenue remained unchanged . what was the ratio of the percent increase in the units sold to the percent decrease of the original price for this product ?	divide ( const_100 , n0 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
the racing magic takes n0 seconds to circle the racing track once . the charging bull makes n1 rounds of the track in an hour . if they left the starting point together , how many minutes will it take for them to meet at the starting point for the second time ?	divide ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( #1 , const_2 ) | divide ( #2 , const_60 ) | multiply ( #3 , const_2 )
there are two cars . one is n0 miles north of the other . simultaneously , the car to the north is driven westward at n1 miles per hour and the other car is driven eastward at n2 miles per hour . how many miles apart are the cars after n3 hours ?	multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( #0 , #1 ) | power ( #0 , const_2 ) | power ( #2 , const_2 ) | add ( #4 , #3 ) | sqrt ( #5 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
two trains a and b are n1 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
two trains a and b are n0 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
a vessel of capacity n0 litres is fully filled with pure milk . nine litres of milk is removed from the vessel and replaced with water . nine litres of the solution thus formed is removed and replaced with water . find the quantity of pure milk in the final milk solution ?	multiply ( const_3 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 ) | subtract ( #1 , #3 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
fonzie , aunt bee and lapis paid $ n0 , $ n1 and $ n2 respectively to buy a map to capt . plaidstache ' s treasure . when they found it , the treasure turned out to be worth a cool $ n3 . how much of it should lapis get ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | multiply ( n2 , #2 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
pascal has n0 miles remaining to complete his cycling trip . if he reduced his current speed by n1 miles per hour , the remainder of the trip would take him n2 hours longer than it would if he increased his speed by n3 % . what is his current speed w ?	divide ( n0 , n2 ) | divide ( n3 , const_100 ) | add ( #1 , const_1 ) | power ( #0 , const_2 ) | divide ( #0 , #2 ) | multiply ( n1 , #4 ) | multiply ( #5 , n1 ) | add ( #6 , #3 ) | sqrt ( #7 ) | add ( #0 , #8 ) | divide ( #9 , const_2 )
pascal has n0 miles remaining to complete his cycling trip . if he reduced his current speed by n1 miles per hour , the remainder of the trip would take him n2 hours longer than it would if he increased his speed by n3 % . what is his current speed x ?	divide ( n0 , n2 ) | divide ( n3 , const_100 ) | add ( #1 , const_1 ) | power ( #0 , const_2 ) | divide ( #0 , #2 ) | multiply ( n1 , #4 ) | multiply ( #5 , n1 ) | add ( #6 , #3 ) | sqrt ( #7 ) | add ( #0 , #8 ) | divide ( #9 , const_2 )
when leo imported a certain item , he paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 . if the amount of the import tax that leo paid was $ n2 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( n1 , #1 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n6 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
sandy walked n3 meters towards south . then sandy turned to her left and walked n3 meters . she then turned to her left and walked n3 meters . she then turned to her right and walked n3 meters . what distance is she from the starting point and in which direction ?	add ( n0 , n3 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
a math teacher has n0 cards , each of which is in the shape of a geometric figure . half of the cards are rectangles , and a third of the cards are rhombuses . if n1 cards are squares , what is the maximum possible number of cards that re circles .	multiply ( n0 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 )
a luxury liner , queen marry ii , is transporting several cats as well as the crew ( sailors , a cook , and one - legged captain ) to a nearby port . altogether , these passengers have n0 heads and n1 legs . how many cats does the ship host ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_4 ) | subtract ( #0 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , #1 )
nhai employs n0 men to build a highway of n1 km in n2 days working n3 hours a day . if in n4 days , they completed n5 / n6 part of work . than how many more employees should nhai hire to finish it in time working n7 hours a day ?	multiply ( n0 , n4 ) | multiply ( n4 , n7 ) | multiply ( n3 , #0 ) | multiply ( n1 , #2 ) | divide ( #3 , #1 ) | subtract ( #4 , n0 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a math teacher has n0 cards , each of which is in the shape of a geometric figure . half of the cards are rectangles , and a third of the cards are rhombuses . if n1 cards are squares , what is the maximum possible number of cards that re circles .	multiply ( n0 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 )
a alone can do a piece of work in n0 days and b alone in n1 days . a and b undertook to do it for rs . n2 . with the help of c , they completed the work in n3 days . how much is to be paid to c ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 )
a company decreased the price of its main product by n0 % . subsequently , the number of units sold increased such that the total revenue remained unchanged . what was the ratio of the percent increase in the units sold to the percent decrease of the original price for this product ?	divide ( const_100 , n0 )
the two lines y = x and x = - n1 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
if a certain number of people can dig earth n0 m deep , n1 m long , and n2 m broad in n3 days , then find the number of days the same number of people will require to dig earth n4 m deep , n5 m long and n6 m broad .	multiply ( n0 , n1 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n6 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
a certain bag of gemstones is composed of two - thirds diamonds and one - third rubies . if the probability of randomly selecting two diamonds from the bag , without replacement , is n0 / n1 , what is the probability of selecting two rubies from the bag , without replacement ?	divide ( const_1 , const_2 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
the average weight of n3 persons sitting in a boat had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the persons decreased by n2 kg . find the average weight of first n3 persons ?	add ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
a is the average ( arithmetic mean ) of the first n1 positive multiples of n1 and b is the median of the first n2 positive multiples of positive integer n . if the value of a ^ n4 no_ascii_77 b ^ n4 is zero , what is the value of n ?	multiply ( n1 , const_4 ) | divide ( #0 , n3 )
two trains a and b are n0 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a company recently conducted a survey and found that n0 , n1 of its customers live in rural areas . if the number of customers who live in urban areas is n2 percent greater than the number of customers who live in rural areas , how many customers live in urban areas ?	multiply ( const_2 , const_4 ) | subtract ( const_100 , #0 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . find the sale he should have in the sixth month , so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
p can do a work in the same time in which q and r together can do it . if p and q work together , the work can be completed in n0 days . r alone needs n1 days to complete the same work . then q alone can do it in	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , #1 ) | divide ( const_1 , #4 )
in a recent head - to - head run - off election , n0 absentee ballets were cast . n1 / n2 of the absentee ballets were thrown out and n3 / n4 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n0 , n2 ) | multiply ( n4 , #0 ) | divide ( #1 , n4 ) | multiply ( n3 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , const_1000 ) | subtract ( #5 , n1 )
of the female students at barkely university , n5 / n1 are on the honor roll . of the male students , n2 / n4 are on the honor roll . if n4 / n5 of the students are female , what fraction of all the students are on the honor roll ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | divide ( #4 , #3 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n6 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
a company decreased the price of its main product by n0 % . subsequently , the number of units sold increased such that the total revenue remained unchanged . what was the ratio of the percent increase in the units sold to the percent decrease of the original price for this product ?	divide ( const_100 , n0 )
a alone can do a piece of work in n0 days and b alone in n1 days . a and b undertook to do it for rs . n2 . with the help of c , they completed the work in n3 days . how much is to be paid to c ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 )
the distance between delhi and mathura is n0 kms . a starts from delhi with a speed of n1 kmph at n2 a . m . for mathura and b starts from mathura with a speed of n3 kmph at n4 p . m . from delhi . when will they meet ?	add ( n1 , n3 ) | divide ( n0 , #0 ) | add ( n4 , #1 )
john purchased some shirts and trousers for $ n0 . he paid $ n1 less for the shirts than he did for the trousers . if he bought n2 shirts and the cost of a shirt is $ n3 less than that of a trouser , how many trousers did he buy ?	add ( n3 , n3 ) | add ( n3 , #0 ) | multiply ( n2 , #0 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
a ' s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that b beats a by n2 % of the length of the race ?	divide ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
three rugs have a combined area of n0 square meters . by overlapping the rugs to cover floor area of n1 square meters , the area that is covered by exactly two layers of rug is n2 square meters . what is the area that is covered with three layers of rug ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a company recently conducted a survey and found that n0 , n1 of its customers live in rural areas . if the number of customers who live in urban areas is n2 percent greater than the number of customers who live in rural areas , how many customers live in urban areas ?	multiply ( const_2 , const_4 ) | subtract ( const_100 , #0 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
arun purchased n0 kg of wheat at the rate of rs . n1 per kg and n2 kg of wheat at the rate of n3 per kg . he mixed the two and sold the mixture . approximately what price per kg should be sell the mixture to make n4 % profit ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , const_100 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
last year , company x paid out a total of $ n0 , n1 , n2 in salaries to its n3 employees . if no employee earned a salary that is more than n4 % greater than any other employee , what is the lowest possible salary that any one employee earned ?	add ( const_1000 , const_60 ) | divide ( n3 , const_100 ) | multiply ( const_100 , const_2 ) | subtract ( n2 , const_1 ) | add ( #2 , const_3 ) | add ( #1 , const_1 ) | subtract ( #0 , const_10 ) | multiply ( #6 , const_1000 ) | multiply ( #5 , #3 ) | add ( n0 , #8 ) | multiply ( #5 , #7 ) | divide ( #10 , #9 ) | divide ( #11 , #5 ) | divide ( #12 , const_100 ) | add ( #4 , #13 )
a luxury liner , queen marry ii , is transporting several cats as well as the crew ( sailors , a cook , and one - legged captain ) to a nearby port . altogether , these passengers have n0 heads and n1 legs . how many cats does the ship host ?	subtract ( n1 , const_1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_4 ) | subtract ( #0 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , #1 )
two trains a and b are n0 m and n1 m long and are moving at one another at n2 km / hr and n3 km / hr respectively . arun is sitting on coach b n4 of train a . calculate the time taken by arun to completely cross train b .	add ( n0 , n1 ) | multiply ( n2 , const_1000 ) | multiply ( n3 , const_1000 ) | divide ( #1 , const_3600 ) | divide ( #2 , const_3600 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
in an examination , a pupil no_ascii_32 s average marks were n0 per paper . if he had obtained n1 more marks for his geography paper and n2 more marks for his history paper , his average per paper would have been n3 . how many papers were there in the examination ?	add ( n1 , n2 ) | subtract ( n3 , n0 ) | divide ( #0 , #1 )
two trains start from p and q respectively and travel towards each other at a speed of n0 km / hr and n1 km / hr respectively . by the time they meet , the first train has travelled n2 ookm more than the second . the distance between p and q is	multiply ( n1 , const_100.0 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | add ( #3 , #2 )
a , b , c subscribe rs . n0 , n5 for a business . if a subscribes rs . n2 more than b and b rs . n3 more than c , out of a total profit of rs . n4 , n5 , what will be the amount a receives ?	add ( n1 , n2 ) | multiply ( n2 , const_10 ) | multiply ( const_12 , const_3 ) | add ( n2 , #0 ) | multiply ( #2 , const_1000 ) | divide ( #4 , #1 ) | subtract ( #1 , #3 ) | divide ( #6 , const_3 ) | add ( #0 , #7 ) | multiply ( #8 , #5 )
the cost of one photocopy is $ n0 . however , a n1 % discount is offered on orders of more than n2 photocopies . if steve and danny have to make n3 copies each , how much will each of them save if they submit a single order of n4 copies ?	multiply ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n4 , #2 ) | multiply ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , const_2 )
a math teacher has n0 cards , each of which is in the shape of a geometric figure . half of the cards are rectangles , and a third of the cards are rhombuses . if n1 cards are squares , what is the maximum possible number of cards that re circles .	multiply ( n0 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_0_25 ) | subtract ( #3 , const_0_25 )
raj invests a part of rs . n0 in n6 % stock at rs . n7 and the remainder in n3 % stock at rs . n4 . if his total dividend per annum is rs . n5 , how much does he invest in n6 % stock at rs . n7 ?	divide ( n3 , n4 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n5 ) | divide ( #4 , #3 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
there are two circles of different radii . the are of a square is n0 sq cm and its side is twice the radius of the larger circle . the radius of the larger circle is seven - third that of the smaller circle . find the circumference of the smaller circle ?	add ( const_3 , const_4 ) | square_edge_by_area ( n0 ) | divide ( #1 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , #3 ) | add ( #4 , const_2 )
n2 interviewers , x , y , and z are interviewing n1 applicants . only with n2 interviewers ' admission can an applicant be admitted . if interviewer x admitted n3 applicants , y admitted n4 applicants , and z admitted n5 applicants , at least how many applicants get the admission ?	subtract ( n3 , n3 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
the average weight of n3 persons sitting in a boat had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the persons decreased by n2 kg . find the average weight of first n3 persons ?	add ( n0 , const_1 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
a is the average ( arithmetic mean ) of the first n0 positive multiples of n1 and b is the median of the first n2 positive multiples of positive integer n . if the value of a ^ n4 no_ascii_77 b ^ n4 is zero , what is the value of n ?	multiply ( n1 , const_4 ) | divide ( #0 , const_2 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
three rugs have a combined area of n0 square meters . by overlapping the rugs to cover floor area of n1 square meters , the area that is covered by exactly two layers of rug is n2 square meters . what is the area that is covered with three layers of rug ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a city with a population of n0 is to be divided into n1 voting districts , and no district is to have a population that is more than n2 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	add ( const_10 , const_100 ) | subtract ( n1 , const_1 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | add ( #3 , const_1 ) | divide ( n0 , #4 ) | divide ( #5 , const_1000 )
a n0 kg metal bar made of alloy of tin and silver lost n1 kg of its weight in the water . n2 kg of tin loses n3 kg in the water ; n4 kg of silver loses n5 kg . what is the ratio of tin to silver in the bar ?	divide ( n5 , n4 ) | divide ( n3 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | subtract ( n0 , #5 ) | divide ( #5 , #6 )
arun purchased n0 kg of wheat at the rate of rs . n1 per kg and n2 kg of wheat at the rate of n3 per kg . he mixed the two and sold the mixture . approximately what price per kg should be sell the mixture to make n4 % profit ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , const_100 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 )
an n0 - meter long wire is cut into two pieces . if the longer piece is then used to form a perimeter of a square , what is the probability that the area of the square will be more than n1 if the original wire was cut at an arbitrary point ?	sqrt ( n1 ) | square_perimeter ( #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_2 )
n0 n1 n2 . . . . . . . . . + n3 the addition problem above shows n4 of the n8 different integers that can be formed by using each of the digits n6 , n7 exactly once in each integer . what is the sum of these n8 integers ?	divide ( n6 , const_10 ) | divide ( n7 , const_10 ) | divide ( n5 , n4 ) | reminder ( n6 , const_10 ) | reminder ( n7 , const_10 ) | floor ( #0 ) | floor ( #1 ) | add ( #5 , #3 ) | add ( #7 , #6 ) | add ( #8 , #4 ) | multiply ( #9 , #2 ) | multiply ( #10 , const_1000 ) | multiply ( #10 , const_100 ) | multiply ( #10 , const_10 ) | add ( #10 , #11 ) | add ( #14 , #12 ) | add ( #15 , #13 ) | divide ( #16 , const_1000 )
the revenue from sales items in n3 increases by x percent , compared in n6 and the revenue in n4 decreases by x percent , compared in n3 . if the revenue from sales items in n4 decreases by n5 percent , compared in n6 , what is the value of x ?	multiply ( n5 , const_100 ) | sqrt ( #0 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n0 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
a vessel of capacity n0 litres is fully filled with pure milk . nine litres of milk is removed from the vessel and replaced with water . nine litres of the solution thus formed is removed and replaced with water . find the quantity of pure milk in the final milk solution ?	multiply ( const_3 , const_3 ) | subtract ( n0 , #0 ) | divide ( #1 , n0 ) | multiply ( #2 , #0 ) | subtract ( #1 , #3 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
pascal has n0 miles remaining to complete his cycling trip . if he reduced his current speed by n1 miles per hour , the remainder of the trip would take him n2 hours longer than it would if he increased his speed by n3 % . what is his current speed z ?	divide ( n0 , n2 ) | divide ( n3 , const_100 ) | add ( #1 , const_1 ) | power ( #0 , const_2 ) | divide ( #0 , #2 ) | multiply ( n1 , #4 ) | multiply ( #5 , n1 ) | add ( #6 , #3 ) | sqrt ( #7 ) | add ( #0 , #8 ) | divide ( #9 , const_2 )
a n0 - meter long wire is cut into two pieces . if the longer piece is then used to form a perimeter of a square , what is the probability that the area of the square will be more than n1 if the original wire was cut at an arbitrary point ?	square_perimeter ( n1 ) | divide ( #0 , n0 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n0 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
n0 kg of an alloy a is mixed with n1 kg of alloy b . if alloy a has lead and tin in the ratio n2 : n3 and alloy b has tin and copper in the ratio n4 : n5 , then the amount of tin in the new alloy is ?	add ( n2 , n3 ) | add ( n4 , n5 ) | divide ( n0 , #0 ) | divide ( n1 , #1 ) | multiply ( n3 , #2 ) | multiply ( n4 , #3 ) | add ( #4 , #5 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
a river boat leaves silver town and travels upstream to gold town at an average speed of n0 kilometers per hour . it returns by the same route at an average speed of n1 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a , b and c started a business with capitals of rs . n0 , rs . n1 and rs . n2 respectively . at the end of the year , the profit share of b is rs . n3 . the difference between the profit shares of a and c is ?	divide ( n2 , n1 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n3 , #2 )
a is the average ( arithmetic mean ) of the first n0 positive multiples of n1 and b is the median of the first n2 positive multiples of positive integer n . if the value of a ^ n4 no_ascii_77 b ^ n4 is zero , what is the value of n ?	multiply ( n1 , const_4 ) | divide ( #0 , n3 )
three interviewers , a , b , and c are interviewing n0 applicants . only with three interviewers ' admission can an applicant be admitted . if interviewer b admitted n1 applicants , a admitted n2 applicants , and c admitted n3 applicants , at least how many applicants get the admission ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
two tests had the same maximum mark . the pass percentages in the first and the second test were n0 % and n1 % respectively . a candidate scored n2 marks in the second test and failed by n3 marks in that test . find the pass mark in the first test ?	add ( n2 , n3 )
pipe a can fill a tank in n0 minutes . pipe b can fill the same tank n1 times faster than pipe a . if both the pipes are connected to the tank so that they fill the tank simultaneously , how long will it take for the empty tank to overflow ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | inverse ( #3 )
in an ngo the daily average wages of n0 illiterate employees is decreased from rs . n1 to rs . n3 , thus the average salary of all the literate and illiterate employees is decreased rs . n3 per day . the no . of educated employees working in the ngo is :	subtract ( n0 , n2 )
abel can complete a work in n0 days , ben in n1 days and carla in n2 days . all of them began the work together , but abel had to leave after n3 days and ben n4 days before the completion of the work . how long did the work last ?	add ( n3 , const_4.0 ) | multiply ( n4 , #0 )
a company decreased the price of its main product by n0 % . subsequently , the number of units sold increased such that the total revenue remained unchanged . what was the ratio of the percent increase in the units sold to the percent decrease of the original price for this product ?	divide ( const_100 , n0 )
a car traveled n0 miles per tankful of gasoline on the highway and n1 miles per tankful of gasoline in the city . if the car traveled n2 fewer miles per gallon in the city than on the highway , how many miles per gallon did the car travel in the city ?	subtract ( n0 , n1 ) | divide ( #0 , n2 ) | divide ( n1 , #1 )
a $ n7 investment and a $ n6 , n7 investment have a combined yearly return of n3 percent of the total of the two investments . if the $ n7 investment has a yearly return of n5 percent , what percent yearly return does the $ n6 , n7 investment have ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_3 ) | add ( n0 , #2 ) | multiply ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #5 , #4 ) | divide ( #6 , #2 ) | multiply ( #7 , const_100 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
a river boat leaves silver town and travels upstream to gold town at an average speed of n0 kilometers per hour . it returns by the same route at an average speed of n1 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
arun purchased n0 kg of wheat at the rate of rs . n1 per kg and n4 kg of wheat at the rate of n3 per kg . he mixed the two and sold the mixture . approximately what price per kg should be sell the mixture to make n4 % profit ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , const_100 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 )
peter and tom shared the driving on a certain trip . if peter and tom both drove for the same amount of time , but peter only drove n0 / n1 of the total distance , what was the ratio of tom ' s average speed to peter ' s average speed ?	divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #0 )
a grocery shop has a sale of rs . n0 , rs . n1 , rs . n2 , rs . n3 and rs . n4 for n5 consecutive months . how much sale must he have in the sixth month so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
a can do a piece of work in n0 days and b can do it in n1 days and c can do it n2 days . they started the work together and a leaves after n3 days and b leaves after n4 days from the beginning . how long will work lost ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | subtract ( n4 , n3 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | add ( #5 , #1 ) | multiply ( #4 , #3 ) | multiply ( n3 , #6 ) | add ( #7 , #8 ) | subtract ( const_1 , #9 ) | divide ( #10 , #0 ) | add ( n4 , #11 )
a spider web consists of n4 concurrent lines forming radial support for n1 concentric regular hexagon . the hexagon vertices are n2 mm from their immidiate neighbour . if the innermost hexagon has a side length n4 mm how many meters is the length of the entire web including the n4 diagonals ?	divide ( n0 , const_1000 ) | divide ( n2 , const_1000 ) | multiply ( n0 , const_2 ) | add ( #0 , #1 ) | add ( #3 , #0 ) | add ( #3 , #1 ) | add ( #4 , #5 ) | add ( #5 , #1 ) | add ( #6 , #7 ) | add ( #7 , #1 ) | add ( #8 , #9 ) | add ( #9 , #1 ) | add ( #10 , #11 ) | add ( #11 , #1 ) | add ( #12 , #13 ) | add ( #13 , #1 ) | add ( #14 , #15 ) | add ( #15 , #1 ) | add ( #16 , #17 ) | add ( #17 , #1 ) | add ( #18 , #19 ) | add ( #19 , #1 ) | add ( #20 , #21 ) | add ( #21 , #1 ) | add ( #22 , #23 ) | add ( #23 , #1 ) | add ( #24 , #25 ) | add ( #25 , #1 ) | add ( #26 , #27 ) | add ( #27 , #1 ) | add ( #28 , #29 ) | add ( #29 , #1 ) | add ( #30 , #31 ) | add ( #31 , #1 ) | add ( #32 , #33 ) | add ( #33 , #1 ) | add ( #34 , #35 ) | add ( #35 , #1 ) | add ( #36 , #37 ) | add ( #37 , #1 ) | add ( #38 , #39 ) | multiply ( n0 , #39 ) | multiply ( #40 , #2 ) | add ( #42 , #41 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
two trains each n0 m in length each , are running on two parallel lines in opposite directions . if one goes at the speed of n1 km / h while the other travels at n2 km / h . how long will it take for them to pass each other completely .	add ( n0 , n0 ) | add ( n1 , n2 ) | divide ( #0 , const_1000 ) | divide ( #2 , #1 ) | multiply ( #3 , const_3600 )
car a runs at the speed of n0 km / hr & reaches its destination in n1 hr . car b runs at the speed of n2 km / h & reaches its destination in n3 h . what is the respective ratio of distances covered by car a & car b ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #0 , #1 )
what least fraction should be added to n9 / ( n1 no_ascii_62 n4 ) + n9 / ( n4 no_ascii_62 n7 ) + n9 / ( n7 no_ascii_62 n8 ) + . . . . . . . + n9 / ( n10 no_ascii_62 n11 ) so that the result is unity ?	add ( n1 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | divide ( #1 , #2 )
there are n0 departments having students n1 , n2 . in an exam they have to be seated in rooms such that each room has equal number of students and each room has students of one type only ( no mixing of departments ) . find the minimum number of rooms required ?	divide ( n1 , const_2 ) | add ( #0 , const_12 ) | add ( #1 , const_10 ) | divide ( #2 , const_2 ) | add ( #1 , #3 )
the average weight of n3 boys sitting in a bus had some value . a new person added to them whose weight was n1 kg only . due to his arrival , the average weight of all the boys decreased by n2 kg . find the average weight of first n3 boys ?	add ( n0 , n0 ) | add ( n1 , #0 ) | add ( n2 , #1 )
the distance between delhi and mathura is n0 kms . a starts from delhi with a speed of n1 kmph at n2 a . m . for mathura and b starts from mathura with a speed of n3 kmph at n4 p . m . from delhi . when will they meet ?	add ( n1 , n3 ) | divide ( n0 , #0 ) | add ( n4 , #1 )
a monkey ascends a greased pole n0 meters high . he ascends n1 meters in the first minute and then slips down n2 meter in the alternate minute . if this pattern continues until he climbs the pole , in how many minutes would he reach at the top of the pole ?	multiply ( n1 , const_4 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
a grocer is storing soap boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each soap box is n3 inches by n4 inches by n5 inches , then what is the maximum number of soap boxes that can be placed in each carton ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
a train travelling at a speed of n0 mph enters a tunnel n1 / n2 miles long . the train is n3 / n4 mile long . how long does it take for the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	add ( const_3 , const_4 ) | divide ( n3 , n4 ) | divide ( #0 , n2 ) | add ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_60 )
a n0 - meter long wire is cut into two pieces . if the longer piece is then used to form a perimeter of a square , what is the probability that the area of the square will be more than n1 if the original wire was cut at an arbitrary point ?	square_perimeter ( n1 ) | divide ( #0 , n0 )
you collect pens . suppose you start out with n0 . mike gives you another n1 pens . since her father makes pens , cindy decides to double your pens . since you ' re nice , you give sharon n2 pens . how many pens do you have at the end ?	add ( n0 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n2 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
an internet recently hired n0 new network , in addvertisement n3 network already employed . all new network cam from university a . in addition n2 % of computer addvertisement came from same university a . what fraction of original n3 network addvertisement came from same univerity a ? pls help to solve	add ( n0 , n1 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n1 )
in a group of n0 people , n1 have an age of more n2 years , and the others have an age of less than n4 years . if a person is selected at random from this group , what is the probability the person ' s age is less than n4 ?	subtract ( n0 , n1 ) | divide ( #0 , n0 )
abel can complete a work in n0 days , ben in n1 days and carla in n2 days . all of them began the work together , but abel had to leave after n3 days and ben n4 days before the completion of the work . how long did the work last ?	add ( n3 , n4 ) | multiply ( n4 , #0 )
for every x , the action [ x ] is defined : [ x ] is the greatest integer less than or equal to x . what is the value of [ n0 ] x [ n3 / n2 ] + [ n3 ] x n4 + [ n5 ] - n6 ?	divide ( const_4 , const_10 ) | multiply ( n1 , n4 ) | subtract ( n5 , #0 ) | add ( #1 , #2 ) | subtract ( #3 , n6 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
two tests had the same maximum mark . the pass percentages in the first and the second test were n0 % and n1 % respectively . a candidate scored n2 marks in the second test and failed by n3 marks in that test . find the pass mark in the first test ?	add ( n2 , n3 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
a copy machine , working at a constant rate , makes n0 copies per minute . a second copy machine , working at a constant rate , makes n1 copies per minute . working together at their respective rates , how many copies do the two machines make in half an hour ?	add ( n0 , n1 ) | multiply ( #0 , const_60 ) | divide ( #1 , const_2 )
pipe a can fill a tank in n0 minutes . pipe b can fill the same tank n1 times faster than pipe a . if both the pipes are connected to the tank so that they fill the tank simultaneously , how long will it take for the empty tank to overflow ?	divide ( const_1 , n0 ) | divide ( n1 , n0 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | inverse ( #3 )
n2 percent of the programmers in a startup company weigh n7 pounds or more . n2 - n3 percent of the programmers that are under n7 pounds in that same company weigh n6 pounds or less . what percent of the programmers in the startup company weigh between n6 and n7 pounds ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | divide ( #1 , n5 ) | add ( #2 , #2 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
a company decreased the price of its main product by n0 % . subsequently , the number of units sold increased such that the total revenue remained unchanged . what was the ratio of the percent increase in the units sold to the percent decrease of the original price for this product ?	divide ( const_100 , n0 )
a ' s speed is n0 / n1 times that of b . if a and b run a race , what part of the length of the race should a give b as a head start , so that b beats a by n2 % of the length of the race ?	divide ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
n0 business executives and n1 chairmen meet at a conference . if each business executive shakes the hand of every other business executive and every chairman once , and each chairman shakes the hand of each of the business executives but not the other chairmen , how many handshakes would take place ?	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 ) | add ( #3 , #0 )
three interviewers , a , b , and c are interviewing n0 applicants . only with three interviewers ' admission can an applicant be admitted . if interviewer a admitted n1 applicants , b admitted n2 applicants , and c admitted n3 applicants , at least how many applicants get the admission ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
a grocer has a sale of rs . n0 , rs . n1 , rs . n6 , rs . n3 and rs . n4 for n5 consecutive months . find the sale he should have in the sixth month , so that he gets an average sale of rs . n6 ?	add ( n5 , const_1 ) | add ( n0 , n1 ) | add ( n2 , #1 ) | multiply ( n6 , #0 ) | add ( n3 , #2 ) | add ( n4 , #4 ) | subtract ( #3 , #5 )
in an ngo the daily average wages of n0 illiterate employees is decreased from rs . n1 to rs . n3 , thus the average salary of all the literate and illiterate employees is decreased rs . n3 per day . the no . of educated employees working in the ngo is ?	subtract ( n0 , n2 )
when processing flower - nectar into honey bees ' extract , a considerable amount of water gets reduced . how much flower - nectar must be processed to yield n0 kg of honey , if nectar contains n1 % water , and the honey obtained from this nectar contains n2 % water ?	divide ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , #0 )
three rugs have a combined area of n0 square meters . by overlapping the rugs to cover floor area of n1 square meters , the area that is covered by exactly two layers of rug is n2 square meters . what is the area that is covered with three layers of rug ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
a grocer is storing soap boxes in cartons that measure n0 inches by n1 inches by n2 inches . if the measurement of each soap box is n3 inches by n4 inches by n5 inches , then what is the maximum number of soap boxes that can be placed in each carton ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | multiply ( n2 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 )
a can do a piece of work in n1 days and b can do it in n1 days and c can do it n2 days . they started the work together and a leaves after n3 days and b leaves after n4 days from the beginning . how long will work lost ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | subtract ( n4 , n3 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | add ( #5 , #1 ) | multiply ( #4 , #3 ) | multiply ( n3 , #6 ) | add ( #7 , #8 ) | subtract ( const_1 , #9 ) | divide ( #10 , #0 ) | add ( n4 , #11 )
a train leaves delhi at n0 a . m . at a speed of n1 kmph . another train leaves at n2 p . m . at a speed of n3 kmph on the same day and in the same direction . how far from delhi , will the two trains meet ?	add ( n2 , const_3 ) | subtract ( n3 , n1 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
a and b undertake to do a piece of work for rs . n0 . a alone can do it in n1 days while b alone can do it in n2 days . with the help of c , they finish it in n3 days . ! find the share of b .	add ( n3 , const_4 ) | add ( #0 , const_1 ) | divide ( const_1 , #1 ) | multiply ( n0 , #2 )
mysoon collects glass ornaments . n0 more than n5 / n2 of the ornaments in her collection are handmade , and n5 / n4 of the handmade ornaments are antiques . if n5 / n6 of the ornaments in her collection are handmade antiques , how many ornaments are in her collection ?	divide ( n6 , n2 ) | multiply ( n0 , n6 ) | subtract ( n4 , #0 ) | divide ( #1 , #2 )
peter and tom shared the driving on a certain trip . if peter and tom both drove for the same amount of time , but peter only drove n0 / n1 of the total distance , what was the ratio of peter ' s average speed to tom ' s average speed ?	divide ( const_2.0 , n1 ) | subtract ( const_1 , #0 ) | divide ( #1 , #0 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
at the wholesale store you can buy an n0 - pack of hot dogs for $ n1 , a n2 - pack for $ n3 , and a n4 - pack for $ n5 . what is the greatest number of hot dogs you can buy at this store with $ n6 ?	divide ( n6 , n5 ) | multiply ( n4 , #0 )
the cost of one photocopy is $ n0 . however , a n1 % discount is offered on orders of more than n2 photocopies . if steve and david have to make n3 copies each , how much will each of them save if they submit a single order of n4 copies ?	multiply ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #1 , n2 ) | multiply ( #0 , const_2 ) | multiply ( n4 , #2 ) | multiply ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , const_2 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that a company owns n2 cars and that every fuel tank contains n3 liters and they are all empty , how much money total will it cost to fuel all cars ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
a alone can do a piece of work in n0 days and b alone in n1 days . a and b undertook to do it for rs . n2 . with the help of c , they completed the work in n3 days . how much is to be paid to c ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 ) | multiply ( n3 , #5 )
two tests had the same maximum mark . the pass percentages in the first and the second test were n0 % and n1 % respectively . a candidate scored n2 marks in the second test and failed by n3 marks in that test . find the pass mark in the first test ?	add ( n2 , n3 )
n3 machines at a certain factory operate at the same constant rate . if n1 of these machines , operating simultaneously , take n2 hours to fill a certain production order , how many fewer hours does it take all n3 machines , operating simultaneously , to fill the same production order ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | subtract ( n2 , #1 )
arun purchased n4 kg of wheat at the rate of rs . n1 per kg and n2 kg of wheat at the rate of n3 per kg . he mixed the two and sold the mixture . approximately what price per kg should be sell the mixture to make n4 % profit ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , const_100 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , #0 )
there are two circles of different radii . the are of a square is n0 sq cm and its side is twice the radius of the larger circle . the radius of the larger circle is seven - third that of the smaller circle . find the circumference of the smaller circle .	add ( const_3 , const_4 ) | square_edge_by_area ( n0 ) | divide ( #1 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , #3 ) | add ( #4 , const_2 )
a can do a piece of work in n0 days and b can do it in n1 days and c can do it n2 days . they started the work together and a leaves after n3 days and b leaves after n4 days from the beginning . how long will work lost ?	inverse ( n1 ) | inverse ( n2 ) | inverse ( n0 ) | subtract ( n4 , n3 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | add ( #5 , #1 ) | multiply ( #4 , #3 ) | multiply ( n3 , #6 ) | add ( #7 , #8 ) | subtract ( const_1 , #9 ) | divide ( #10 , #0 ) | add ( n4 , #11 )
if n0 engines consume n1 metric tonnes of coal , when each is working n3 hoursday , bow much coal will be required for n3 engines , each running n4 hours a day , it being given that n5 engines of former type consume as much as n6 engines of latter type ?	multiply ( n1 , n5 ) | multiply ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( n4 , #3 )
d and e are two points respectively on sides ab and ac of triangle abc such that de is parallel to bc . if the ratio of area of triangle ade to that of the trapezium decb is n0 : n1 and bc = n2 cm , then find the length of de .	add ( n0 , n1 ) | divide ( n1 , #0 ) | sqrt ( #1 ) | multiply ( n2 , #2 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n2 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
there are n0 available positions and n1 candidates , one half of whom are democrats and another half are republicans . if it was decided that the positions would be filled at random , then what is the probability e that the both positions will be taken by members of just one party ?	divide ( n1 , const_2 ) | subtract ( n1 , const_1 ) | divide ( #0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , #2 ) | multiply ( n0 , #5 )
a car travels from point a to point b . the average speed of the car is n0 km / hr and it travels the first half of the trip at a speed of n1 km / hr . what is the speed of the car in the second half of the trip ?	divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #0 )
a and b invests rs . n0 and rs . n1 in a business . after n2 months , a withdraws half of his capital and n3 months later , b withdraws one - third of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
a tank can supply water to a village for n3 days . if a leak at the bottom of the tank drains out n1 liters per day , the supply lasts for n2 days only . for how many days will the supply last if the leak drains out n3 liters per day ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
a certain class of students is being divided into teams . the class can either be divided into n0 teams with an equal number of players on each team or n1 teams with an equal number of players on each team . what is the lowest possible number of students in the class ?	lcm ( n0 , n1 )
if x and y are integers such that ( x + n3 ) ^ n4 is less than or equal to n2 and ( y - n3 ) ^ n4 is less than n5 , what is the sum of the maximum possible value of xy and the minimum possible value of xy ?	sqrt ( n2 ) | sqrt ( n5 ) | add ( #0 , #1 )
working individually , emma can wrap presents for n0 hours and troy can wrap presents in n1 hours . if emma and troy work together but independently at the task for n2 hours , at which point troy leaves , how many remaining hours will it take emma to complete the task alone ?	inverse ( n0 ) | inverse ( n1 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | subtract ( const_1 , #4 ) | divide ( #5 , #0 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
a certain class of students is being divided into teams . the class can either be divided into n0 teams with an equal number of players on each team or n1 teams with an equal number of players on each team . what is the lowest possible number of students in the class ?	lcm ( n0 , n1 )
tourist purchased a total of n0 travelers checks in $ n4 and $ n2 denominations . the total worth of the travelers checks is $ n3 . how many checks of $ n4 denominations can he spend so that average amount ( arithmetic mean ) of the remaining travelers checks is $ n5 ?	multiply ( n0 , n5 ) | subtract ( n5 , n1 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 )
a ladder n0 feet long is leaning against a wall that is perpendicular to level ground . the bottom of the ladder is n1 feet from the base of the wall . if the top of the ladder slips down n2 feet , how many feet will the bottom of the ladder slip ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , n2 ) | power ( #4 , const_2 ) | subtract ( #0 , #5 ) | sqrt ( #6 )
a ladder n0 feet long is leaning against a wall that is perpendicular to level ground . the bottom of the ladder is n1 feet from the base of the wall . if the top of the ladder slips down n2 feet , how many feet will the bottom of the ladder slip ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , n2 ) | power ( #4 , const_2 ) | subtract ( #0 , #5 ) | sqrt ( #6 )
a and b put in rs . n0 and rs . n1 respectively into a business . a reinvests into the business his share of the first year ' s profit of rs . n2 where as b does not . in what ratio should they divide the second year ' s profit ?	add ( const_2 , const_3 ) | subtract ( n1 , const_100 ) | add ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( n2 , #3 ) | divide ( n0 , #2 ) | multiply ( #4 , #5 ) | add ( n0 , #6 ) | divide ( #7 , #1 )
the end of a blade on an airplane propeller is n0 feet from the center . if the propeller spins at the rate of n3 , n2 revolutions per second , how many miles will the tip of the blade travel in one minute ? ( n3 mile = n4 , n5 feet )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #2 , const_2 ) | multiply ( #1 , const_1000 ) | add ( #3 , #5 ) | divide ( #4 , #0 ) | divide ( n0 , #6 ) | multiply ( #8 , const_2 ) | multiply ( #7 , #9 ) | multiply ( n1 , #10 ) | multiply ( #11 , const_60 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling alongthe boundary ofthe park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a car travels from point a to point b . the average speed of the car is n0 km / hr and it travels the first half of the trip at a speed of n1 km / hr . what is the speed of the car in the second half of the trip ?	divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #0 )
in a can , there is a mixture of milk and water in the ratio n2 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how many more minutes will it take for the cistern to fill after the first pipe is turned off ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_4 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
a and b invests rs . n0 and rs . n1 in a business . after n2 months , a withdraws half of his capital and n3 months later , b withdraws one - third of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
two family reunions are happening at the leela hotel , the oates reunion and the hall reunion . all n0 guests at the hotel attend at least one of the reunions . if n1 people attend the oates reunion and n2 people attend the hall reunion , how many people attend both reunions ?	subtract ( n2 , n1 )
in a certain school , n0 % of students are below n5 years of age . the number of students above n5 years of age is n3 / n4 of the number of students of n5 years of age which is n6 . what is the total number of students in the school ?	divide ( n3 , n4 ) | divide ( n0 , const_100 ) | multiply ( n6 , #0 ) | subtract ( const_1 , #1 ) | add ( n6 , #2 ) | divide ( #4 , #3 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n2 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
a couple who own an appliance store discover that if they advertise a sales discount of n0 % on every item in the store , at the end of one month the number of total items sold increases n1 % . their gross income from sales for one month increases by what percent ?	divide ( n1 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #0 )
a tank can supply water to a village for n0 days . if a leak at the bottom of the tank drains out n1 liters per day , the supply lasts for n2 days only . for how many days will the supply last if the leak drains out n3 liters per day ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
in traveling from a dormitory to a certain city , a student went n2 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
the mass of n7 cubic meter of a substance is n1 kg under certain conditions . what is the volume in cubic centimeters of n7 gram of this substance under these conditions ? ( n7 kg = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( const_1000 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #0 , #1 )
a and b put in rs . n0 and rs . n1 respectively into a business . a reinvests into the business his share of the first year ' s profit of rs . n2 where as b does not . in what ratio should they divide the second year ' s profit ?	add ( const_2 , const_3 ) | subtract ( n1 , const_100 ) | add ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( n2 , #3 ) | divide ( n0 , #2 ) | multiply ( #4 , #5 ) | add ( n0 , #6 ) | divide ( #7 , #1 )
a owner of a mart earns an income of re n0 on the first day of his business . on every subsequent day , he earns an income which is just double of that made on the previous day . on the n1 th day of business , he earns an income of :	multiply ( const_2 , const_4 ) | add ( n1 , #0 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
a sells a bicycle to b and makes a profit of n0 % . b sells the same bicycle to c at a profit of n1 % . if the final s . p . of the bicycle was rs . n2 , find out the cost price of the bicycle for a .	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 ) | divide ( #4 , #3 )
a and b put in rs . n0 and rs . n1 respectively into a business . a reinvests into the business his share of the first year ' s profit of rs . n2 where as b does not . in what ratio should they divide the second year ' s profit ?	add ( const_2 , const_3 ) | subtract ( n1 , const_100 ) | add ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( n2 , #3 ) | divide ( n0 , #2 ) | multiply ( #4 , #5 ) | add ( n0 , #6 ) | divide ( #7 , #1 )
it costs $ n4 for the first n1 / n2 hour to use the laundry machine at the laundromat . after the first no_ascii_26 hour it costs $ n3 per hour . if a certain customer uses the laundry machine for n4 hours and n5 minutes , how much will it cost him ?	divide ( n3 , const_60 ) | divide ( n5 , n2 ) | multiply ( n3 , n4 ) | add ( n0 , #2 ) | multiply ( #0 , #1 ) | add ( #3 , #4 )
in a quiz the points in each round for the first , second , third and fourth position were n0 , n1 . no other points were given . rachel participated in several rounds in the competition and the product of her score was n2 . in how many rounds did she participate ?	subtract ( n0 , n2 )
alice picked a number of pears , each of which she sold , canned , or poached . she canned n0 percent more than she poached , and she poached n1 percent less than she sold . if there were a total of n2 pears , then how many pears did she sell ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #1 , const_1 ) | multiply ( #2 , #0 ) | add ( #0 , #3 ) | add ( #4 , const_1 ) | divide ( n2 , #5 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n2 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
a rectangular farm has to be fenced one long side , one short side and the diagonal . if the cost of fencing is rs . n0 per meter . the area of farm is n1 m n2 and the short side is n3 m long . how much would the job cost ?	divide ( n1 , n3 ) | power ( n3 , n2 ) | add ( n3 , #0 ) | power ( #0 , n2 ) | add ( #1 , #3 ) | sqrt ( #4 ) | add ( #2 , #5 ) | multiply ( n0 , #6 )
a and b invests rs . n0 and rs . n1 in a business . after n2 months , a withdraws half of his capital and n3 months later , b withdraws one - third of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
the sum of all the digits of the integers from n0 to n1 inclusive is n11 ( n10 + n4 + n10 + n6 + n9 + n12 + n9 + n10 = n11 ) . what is the sum w of all the digits of the integers from n12 to n13 inclusive ?	add ( n6 , n3 ) | multiply ( const_10 , n7 ) | multiply ( n6 , #0 ) | divide ( #2 , n7 ) | multiply ( #3 , #1 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
two family reunions are happening at the taj hotel , the oates reunion and the hall reunion . all n0 guests at the hotel attend at least one of the reunions . if n1 people attend the oates reunion and n2 people attend the hall reunion , how many people attend both reunions ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length r of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
with both inlets open , a water tank will be filled with water in n0 minutes . the first inlet alone would fill the tank in n1 hours . if in every minutes the second inlet admits n2 cubic meters of water than the first , what is the capacity of the tank ?	divide ( const_60 , n0 ) | inverse ( n1 ) | multiply ( n1 , const_60 ) | inverse ( #2 ) | subtract ( #0 , #1 ) | divide ( #4 , const_60 ) | subtract ( #5 , #3 ) | divide ( n2 , #6 ) | divide ( #7 , const_1000 )
a retailer purchases shirts from a wholesaler and then sells the shirts in her store at a retail price that is n0 percent greater than the wholesale price . if the retailer decreases the retail price by n1 percent this will have the same effect as increasing the wholesale price by what percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a and b put in rs . n0 and rs . n1 respectively into a business . a reinvests into the business his share of the first year ' s profit of rs . n2 where as b does not . in what ratio should they divide the second year ' s profit ?	add ( const_2 , const_3 ) | subtract ( n1 , const_100 ) | add ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( n2 , #3 ) | divide ( n0 , #2 ) | multiply ( #4 , #5 ) | add ( n0 , #6 ) | divide ( #7 , #1 )
if n0 % of j is equal to n1 % of k , n2 % of k is equal to n3 % of l , and n4 % of l is equal to n5 % of m , then n6 % of m is equal to what percent of n7 % of j ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , n7 ) | multiply ( #6 , const_100 )
a special municipal payroll tax charges not tax on a payroll less than $ n3 , n4 and only n2 % on a company no_ascii_32 s payroll above $ n3 , n4 . if belfried industries paid $ n5 in this special municipal payroll tax , then they must have had a payroll of	multiply ( n3 , const_100 ) | multiply ( #0 , const_10 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
an investor can sell her microtron stock for n0 $ per share and her dynaco stock for n1 $ per share , if she sells n2 shares altogether , some of each stock , at an average price per share of n3 $ , how many shares of dynaco stock has she sold ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n3 , #1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
two family reunions are happening at the same hotel , the dates reunion and the hall reunion . all n1 guests at the hotel attend at least one of the reunions . if n1 people attend the dates reunion and n2 people attend the hall reunion , how many people attend both reunions ?	add ( n0 , n2 ) | subtract ( #0 , n0 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
exactly n1 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
the end of a blade on an airplane propeller is n4 feet from the center . if the propeller spins at the rate of n3 , n2 revolutions per second , how many miles will the tip of the blade travel in one minute ? ( n3 mile = n4 , n5 feet )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( const_10 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #2 , const_2 ) | multiply ( #1 , const_1000 ) | add ( #3 , #5 ) | divide ( #4 , #0 ) | divide ( n0 , #6 ) | multiply ( #8 , const_2 ) | multiply ( #7 , #9 ) | multiply ( n1 , #10 ) | multiply ( #11 , const_60 )
a = n0 ^ n1 - n2 ^ n3 and a / x is an integer , where x is a positive integer greater than n5 , such that it does not have a factor p such that n5 < p < x , then how many different values for x are possible ?	multiply ( n3 , const_4 ) | subtract ( n1 , #0 )
a person walks at a speed of n0 km / hr and runs at a speed of n1 km / hr . how many hours will the person require to cover a distance of n2 km , if the person completes half of the distance by walking and the other half by running ?	divide ( n2 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
in a n3 m race , sam beats john by n1 seconds . on the contrary , if sam allowed john to start n2 m ahead of sam , then sam and john reach the finishing point at the same time . how long does sam take to run the n3 m race ?	subtract ( n0 , n2 ) | divide ( #0 , const_3 )
working individually , julie can peel potatoes in n0 hours and ted can peel potatoes in n1 hours . if julie and ted work together but independently at the task for n2 hours , at which point ted leaves , how many remaining hours will it take julie to complete the task alone ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 )
the total car population in a chennai is n0 out of which n1 are made by honda . out of every n2 honda cars , n3 are red in color , but only n4 % of the total car population is red . find the % of non - honda cars that are red	add ( const_12 , const_12 ) | multiply ( n3 , const_1 ) | add ( #1 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 ) | subtract ( #0 , #4 )
a rectangular park n0 m long and n1 m wide has two concrete crossroads running in the middle of the park and rest of the park has been used as a lawn . if the area of the lawn is n2 sq . m , then what is the width of the road ?	add ( n0 , n1 ) | multiply ( const_1 , const_4 ) | multiply ( n0 , n1 ) | multiply ( const_1 , const_2 ) | power ( const_100 , const_2 ) | negate ( #0 ) | subtract ( #2 , n2 ) | multiply ( #1 , #6 ) | negate ( #5 ) | subtract ( #4 , #7 ) | sqrt ( #9 ) | subtract ( #8 , #10 ) | divide ( #11 , #3 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling alongthe oundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n2 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
two trains start from p and q respectively and travel towards each other at a speed of n0 km / hr and n1 km / hr respectively . by the time they meet , the first train has traveled n2 km more than the second . the distance between p and q is ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | add ( #3 , #2 )
john spends $ n0 buying his favorite dolls . if he buys only small monkey dolls , which are $ n1 cheaper than the large monkey dolls , he could buy n2 more dolls than if he were to buy only large monkey dolls . how much does a large monkey doll cost ?	multiply ( n1 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , n1 ) | add ( n2 , #2 ) | divide ( n0 , #3 ) | add ( n1 , #4 )
two trains start from p and q respectively and travel towards each other at a speed of n0 km / hr and n1 km / hr respectively . by the time they meet , the first train has travelled n2 km more than the second . the distance between p and q is :	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | add ( #3 , #2 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
let a , b , c be distinct digits . consider a two - digit number no_ascii_47 ab no_ascii_32 and a n0 - digit number no_ascii_47 ccb no_ascii_32 , both defined under the usual decimal number system , if ( ab ) n1 = ccb > n2 , then the value of b is	multiply ( n1 , const_10 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | reminder ( #2 , const_10 )
each of the integers from n0 to n1 is written on the a seperate index card and placed in a box . if the cards are drawn from the box at random without replecement , how many cards must be drawn to ensure that the product of all the integers drawn is even ?	divide ( n1 , const_2 ) | add ( n0 , #0 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how many more minutes will it take for the cistern to fill after the first pipe is turned off ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
a family x went for a vacation . unfortunately it rained for n0 days when they were there . but whenever it rained in the mornings , they had clear afternoons and vice versa . in all they enjoyed n1 mornings and n2 afternoons . how many days did they stay there totally ?	add ( n1 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | add ( n0 , #2 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n3 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
two different primes may be said torhymearound an integer if they are the same distance from the integer on the number line . for instance , n0 and n1 rhyme around n2 . what integer w between n3 and n4 , inclusive , has the greatest number of distinct rhyming primes around it ?	multiply ( const_2 , n0 ) | multiply ( n0 , #0 )
a charitable association sold an average of n0 raffle tickets per member . among the female members , the average was n1 raffle tickets . the male to female ratio of the association is n2 : n3 . what was the average number t of tickets sold by the male members of the association	add ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
tourist purchased a total of n0 travelers checks in $ n4 and $ n2 denominations . the total worth of the travelers checks is $ n3 . how many checks of $ n4 denominations can he spend so that average amount ( arithmetic mean ) of the remaining travelers checks is $ n5 ?	multiply ( n0 , n5 ) | subtract ( n5 , n1 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
oil cans x and y are right circular cylinders and the height and radius of y are each n0 times those of x . if the oil in can x filled to capacity sells for $ n1 , how much does the oil in y sell for if y is only half filled ?	power ( n0 , n1 ) | multiply ( n0 , #0 )
dhoni spends $ n0 buying his favorite dolls . if he buys only small monkey dolls , which are $ n1 cheaper than the large monkey dolls , he could buy n2 more dolls than if he were to buy only large monkey dolls . how much does a large monkey doll cost ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
a certain number of horses and an equal number of men are going somewhere . half of the owners are on their horses ' back while the remaining ones are walking along leading their horses . if the number of legs walking on the ground is n0 , how many horses are there ?	divide ( const_2 , const_2 ) | add ( #0 , const_4 ) | divide ( n0 , #1 )
there are n0 available positions and n1 candidates , one half of whom are democrats and another half are republicans . if it was decided that the positions would be filled at random , then what is the probability r that the both positions will be taken by members of just one party ?	divide ( n1 , n0 ) | subtract ( n1 , const_1 ) | divide ( #0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , #2 ) | multiply ( n0 , #5 )
a rower whose speed is n0 km / hr in still water rows to a certain point upstream and back to the starting point in a river which flows at n1 km / hr . what is the rower ' s average speed ( in km / hr ) for the total journey ?	add ( n0 , const_0.5 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
two ships are sailing in the sea on the two sides of a lighthouse . the angle of elevation of the top of the lighthouse is observed from the ships are n0 no_ascii_75 and n1 no_ascii_75 respectively . if the lighthouse is n2 m high , the distance between the two ships is :	sqrt ( const_3 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 )
a tank can supply water to a village for n0 days . if a leak at the bottom of the tank drains out n1 liters per day , the supply lasts for n2 days only . for how many days will the supply last if the leak drains out n3 liters per day ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
a bag contains n0 red marbles . if someone were to remove n1 marbles from the bag , one at a time , and replace the first marble after it was removed , the probability that neither marble would be red is n2 / n3 . how many marbles are in the bag ?	divide ( n2 , n3 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 )
a special municipal payroll tax charges not tax on a payroll less than $ n3 , n4 and only n2 % on a company no_ascii_32 s payroll above $ n3 , n4 . if belfried industries paid $ n5 in this special municipal payroll tax , then they must have had a payroll of	multiply ( n3 , const_100 ) | multiply ( #0 , const_10 )
the salary of a , b , c , d , e is rs . n0 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
in a can , there is a mixture of milk and water in the ratio n2 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
a car travels from point a to point b . the average speed of the car is n0 km / hr and it travels the first half of the trip at a speed of n1 km / hr . what is the speed of the car in the second half of the trip ?	divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #0 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
a = n0 ^ n1 - n2 ^ n3 and a / x is an integer , where x is a positive integer greater than n5 , such that it does not have a factor p such that n5 < p < x , then how many different values for x are possible ?	multiply ( n3 , const_4 ) | subtract ( n1 , #0 )
working alone , john finishes cleaning half the house in a third of the time it takes nick to clean the entire house alone . john alone cleans the entire house in n0 hours . how many hours will it take nick and john to clean the entire house if they work together ?	divide ( const_3 , const_2 ) | inverse ( n0 ) | multiply ( n0 , #0 ) | inverse ( #2 ) | add ( #1 , #3 ) | inverse ( #4 )
kelly and chris are moving into a new city . both of them love books and thus packed several boxes with books . if chris packed n0 % of the total number of boxes , what was the ratio of the number of boxes kelly packed to the number of boxes chris packed ?	subtract ( const_100 , n0 ) | divide ( #0 , n0 )
there are n0 available positions and n1 candidates , one half of whom are democrats and another half are republicans . if it was decided that the positions would be filled at random , then what is the probability q that the both positions will be taken by members of just one party ?	divide ( n1 , n0 ) | subtract ( n1 , const_1 ) | divide ( #0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , #2 ) | multiply ( n0 , #5 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
it costs $ n2 for the first n1 / n2 hour to use the laundry machine at the laundromat . after the first no_ascii_26 hour it costs $ n3 per hour . if a certain customer uses the laundry machine for n4 hours and n5 minutes , how much will it cost him ?	divide ( n3 , const_60 ) | divide ( n5 , n2 ) | multiply ( n3 , n4 ) | add ( n0 , #2 ) | multiply ( #0 , #1 ) | add ( #3 , #4 )
water is poured into a tank so that the tank is being filled at the rate of n3 cubic feet per hour . if the empty rectangular tank is n1 feet long , n2 feet wide , and n3 feet deep , approximately how many hours does it take to fill the tank ?	volume_rectangular_prism ( n0 , n1 , n2 ) | divide ( #0 , n0 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n3 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
a retailer purchases shirts from a wholesaler and then sells the shirts in her store at a retail price that is n0 percent greater than the wholesale price . if the retailer decreases the retail price by n1 percent this will have the same effect as increasing the wholesale price by what percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length w of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
one - tenth of the students at a nursery school are n4 years old or older . if n1 students have not yet reached their third birthday , and a total of n2 students are not between n3 years old and n4 years old , how many children are in the nursery school ?	subtract ( n2 , n1 ) | multiply ( #0 , const_10 )
a combustion reaction forms carbon dioxide . a carbon dioxide molecule contains one carbon and two oxygen atoms . if , over a period of n0 minutes , a combustion reaction creates n1 molecules of carbon dioxide then approximately how many more atoms of oxygen than carbon are created on average per minute ?	divide ( n1 , n0 ) | divide ( #0 , #0 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( const_1 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , const_3 )
working alone , tom finishes cleaning half the house in a third of the time it takes nick to clean the entire house alone . tom alone cleans the entire house in n0 hours . how many hours will it take nick and tom to clean the entire house if they work together ?	add ( const_2 , const_3 ) | multiply ( n0 , const_3 ) | divide ( #1 , #0 )
acme no_ascii_32 s manufacturing costs for sets of horseshoes include a $ n0 initial outlay , and $ n1 per set . they can sell the sets $ n2 . if profit is revenue from sales minus manufacturing costs , and the company producessells n3 sets of horseshoes , what was their profit ?	subtract ( n2 , n1 ) | multiply ( n3 , #0 ) | subtract ( #1 , n0 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
n0 people are attending a newspaper conference . n1 of them are writers and more than n2 are editors . of the people at the conference , x are both writers and editors and n3 x are neither . what is the largest possible number of people who are both writers and editors ?	add ( n2 , const_1 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
two friends plan to walk along a n0 - km trail , starting at opposite ends of the trail at the same time . if friend p ' s rate is n1 % faster than friend q ' s , how many kilometers will friend p have walked when they pass each other ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #1 , #3 )
the rate of spin of a certain gyroscope doubled every n0 seconds from the moment a particular stopwatch started . if after a minute and a half the gyroscope reached a speed of n1 meters per second , what was the speed , in meters per second , when the stopwatch was started ?	divide ( const_60 , const_2 ) | add ( #0 , const_60 ) | divide ( #1 , n0 ) | subtract ( #2 , const_1 ) | power ( const_2 , #3 ) | divide ( n1 , #4 ) | divide ( #5 , const_2 )
exactly n0 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
the two lines y = x and x = - n0 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length t of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
a bucket contains n0 mixtures a and b in the ratio n5 : n2 . if n6 liters of the mixture is replaced by n6 liters of liquid b , then the ratio of the two liquids becomes n5 : n6 . how much of the liquid a was there in the bucket ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | subtract ( #1 , #2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #6 ) | subtract ( n3 , #7 ) | multiply ( n1 , #9 ) | add ( #8 , #10 ) | divide ( #11 , #5 ) | multiply ( n1 , #12 )
two different primes may be said torhymearound an integer if they are the same distance from the integer on the number line . for instance , n0 and n1 rhyme around n2 . what integer r between n3 and n4 , inclusive , has the greatest number of distinct rhyming primes around it ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 )
the average speed of a car decreased by n0 miles per hour every successive n4 - minutes interval . if the car traveled n2 miles in the fifth n4 - minute interval , what was the average speed of the car , in miles per hour , in the first n4 minute interval ?	divide ( n1 , const_60 ) | divide ( n2 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | add ( n0 , #3 ) | add ( n0 , #4 )
in traveling from a dormitory to a certain city , a student went n2 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
a charitable association sold an average of n0 raffle tickets per member . among the female members , the average was n1 raffle tickets . the male to female ratio of the association is n2 : n3 . what was the average number q of tickets sold by the male members of the association	add ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
if x and y are integers such that ( x + n3 ) ^ n4 is less than or equal to n2 and ( y - n3 ) ^ n4 is less than n5 , what is the sum of the maximum possible value of xy and the minimum possible value of xy ?	sqrt ( n2 ) | sqrt ( n5 ) | add ( #0 , #1 )
the average ( arithmetic mean ) of the n3 positive integers k , m , r , s , and t is n1 , and k < m < r < s < t . if t is n2 , what is the greatest possible value of the median of the n3 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
working alone , sawyer finishes cleaning half the house in a third of the time it takes nick to clean the entire house alone . sawyer alone cleans the entire house in n0 hours . how many hours will it take nick and sawyer to clean the entire house if they work together ?	divide ( const_1 , n0 ) | divide ( n0 , const_2 ) | multiply ( #1 , const_3 ) | divide ( const_1 , #2 ) | add ( #0 , #3 ) | inverse ( #4 )
a retailer purchases shirts from a wholesaler and then sells the shirts in her store at a retail price that is n0 percent greater than the wholesale price . if the retailer decreases the retail price by n1 percent this will have the same effect as increasing the wholesale price by what percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a tank can be filled by two pipes a and b in n0 minutes and n1 minutes respectively . how many minutes will it take to fill the tank from empty state if b is used for the first half time and then a and b fill it together for the other half .	add ( const_4 , const_4 ) | multiply ( n1 , const_3 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 )
a tank can supply water to a village for n0 days . if a leak at the bottom of the tank drains out n1 liters per day , the supply lasts for n3 days only . for how many days will the supply last if the leak drains out n3 liters per day ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
a rectangular farm has to be fenced one long side , one short side and the diagonal . if the cost of fencing is rs . n0 per meter . the area of farm is n1 m n2 and the short side is n3 m long . how much would the job cost ?	divide ( n1 , n3 ) | power ( n3 , n2 ) | add ( n3 , #0 ) | power ( #0 , n2 ) | add ( #1 , #3 ) | sqrt ( #4 ) | add ( #2 , #5 ) | multiply ( n0 , #6 )
two friends plan to walk along a n0 - km trail , starting at opposite ends of the trail at the same time . if friend p ' s rate is n1 % faster than friend q ' s , how many kilometers will friend p have walked when they pass each other ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #1 , #3 )
a rectangular farm has to be fenced one long side , one short side and the diagonal . if the cost of fencing is rs . n0 per meter . the area of farm is n1 m n2 and the short side is n3 m long . how much would the job cost ?	divide ( n1 , n3 ) | power ( n3 , const_2 ) | add ( n3 , #0 ) | power ( #0 , const_2 ) | add ( #1 , #3 ) | sqrt ( #4 ) | add ( #2 , #5 ) | multiply ( n0 , #6 )
craig sells major appliances . for each appliance he sells , craig receives a commission of $ n0 plus n1 percent of the selling price . during one particular week craig sold n2 appliances for selling prices totaling $ n3 . what was the total of craig ' s commissions for that week ?	divide ( n3 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 )
the average ( arithmetic mean ) of the n3 positive integers k , m , r , s , and t is n1 , and k < m < r < s < t . if t is n2 , what is the greatest possible value of the median of the n3 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
a person walks at a speed of n0 km / hr and runs at a speed of n1 km / hr . how many hours will the person require to cover a distance of n2 km , if the person completes half of the distance by walking and the other half by running ?	divide ( n2 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
with both inlets open , a water tank will be filled with water in n0 minutes . the first inlet alone would fill the tank in n1 hours . if in every minutes the second inlet admits n2 cubic meters of water than the first , what is the capacity of the tank ?	divide ( const_60 , n0 ) | inverse ( n1 ) | multiply ( n1 , const_60 ) | inverse ( #2 ) | subtract ( #0 , #1 ) | divide ( #4 , const_60 ) | subtract ( #5 , #3 ) | divide ( n2 , #6 ) | divide ( #7 , const_1000 )
exactly n0 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
rohit walked n2 m towards south . then he turned to his left and walked n1 m . he then turned to his left and walked n2 m . he again turned to his right and walked n3 m . at what distance is he from the starting point and in which direction ?	add ( n1 , n3 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
n6 milkmen rented a pasture . a grazed n1 cows for n8 months ; b n3 for n4 months ; c n5 cows for n6 months and d n7 cows for n8 months . if a ' s share of rent is rs . n9 , find the total rent of the field .	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n5 ) | multiply ( n2 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | divide ( #6 , #0 ) | multiply ( n9 , #7 )
the mass of n7 cubic meter of a substance is n1 kg under certain conditions . what is the volume in cubic centimeters of n7 gram of this substance under these conditions ? ( n7 kg = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( n4 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , #1 )
water is poured into a tank so that the tank is being filled at the rate of n2 cubic feet per hour . if the empty rectangular tank is n1 feet long , n2 feet wide , and n3 feet deep , approximately how many hours does it take to fill the tank ?	volume_rectangular_prism ( n3 , n1 , n2 ) | divide ( #0 , n0 )
a rower whose speed is n0 km / hr in still water rows to a certain point upstream and back to the starting point in a river which flows at n1 km / hr . what is the rower ' s average speed ( in km / hr ) for the total journey ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
if n0 % of j is equal to n1 % of k , n2 % of k is equal to n3 % of l , and n4 % of l is equal to n5 % of m , then n6 % of m is equal to what percent of n7 % of j ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , n7 ) | multiply ( #6 , const_100 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how many more minutes will it take for the cistern to fill after the first pipe is turned off ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
two trains are traveling from point a to point b such that the speed of first train is n0 kmph and the speed of n1 train is n2 kmph . where is the distance b / w a and b such that the slower train reached n3 hrs late compared to the faster ?	multiply ( n2 , n3 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | speed ( #3 , #2 )
if x and y are integers such that ( x + n3 ) ^ n4 is less than or equal to n5 and ( y - n3 ) ^ n4 is less than n5 , what is the sum of the maximum possible value of xy and the minimum possible value of xy ?	sqrt ( n2 ) | sqrt ( n5 ) | add ( #0 , #1 )
in may , the groundskeeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , the groundskeeper doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | multiply ( #2 , const_pi )
in a recent election , geoff received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than x % of the vote . if geoff needed exactly n3 more votes to win the election , what is the value of x ?	divide ( const_100 , const_2 ) | add ( n0 , #0 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
in a n3 m race , sam beats john by n1 seconds . on the contrary , if sam allowed john to start n2 m ahead of sam , then sam and john reach the finishing point at the same time . how long does sam take to run the n3 m race ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
a rich aristocrat decided that he would give every man rs . n0 and every women rs . n1 . only one nineth of the man and only one twelfth of the women collected their dues . can u tell me how much money thath aristocrat spent if their were n2 people in total	multiply ( const_100 , const_100 ) | multiply ( const_2 , const_3600 ) | multiply ( const_10 , const_4 ) | multiply ( const_10 , const_2 ) | add ( #0 , #1 ) | multiply ( #2 , const_10 ) | add ( #4 , #2 ) | add ( #6 , #5 ) | add ( #7 , const_100 ) | add ( #8 , #3 ) | multiply ( #9 , const_1 )
a circular dartboard of radius n0 foot is at a distance of n1 feet from you . you throw a dart at it and it hits the dartboard at some point q in the circle . what is the probability that q is closer to the center of the circle than the periphery ?	divide ( n0 , const_2 ) | multiply ( const_1 , const_1 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 )
the mass of n7 cubic meter of a substance is n1 kg under certain conditions . what is the volume in cubic centimeters of n7 gram of this substance under these conditions ? ( n7 kg = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( n4 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , #1 )
a high school has n0 students n1 / n10 attend the arithmetic club , n3 / n8 attend the biology club and n9 / n6 attend the chemistry club . n9 / n8 attend all n9 clubs . if every student attends at least one club how many students attend exactly n10 clubs .	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n5 ) | divide ( #0 , n2 ) | divide ( #1 , n4 ) | divide ( #2 , n6 ) | divide ( #2 , n4 ) | add ( #3 , #4 ) | multiply ( n2 , #6 ) | add ( #7 , #5 ) | subtract ( #9 , #8 ) | subtract ( #10 , n0 )
drum x is n2 / n1 full of oil and drum y , which has twice the capacity of drum x , is n2 / n3 full of oil . if all of the oil in drum x is poured into drum y , then drum y will be filled to what capacity ?	divide ( n0 , n3 ) | divide ( const_12 , n1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_12 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_12 )
sand is poured into a box so that the box is being filled at the rate of n3 cubic feet per hour . if the empty rectangular box is n1 feet long , n2 feet wide , and n3 feet deep , approximately how many hours does it take to fill the box ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | divide ( #1 , n0 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( const_3.0 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
the salary of a , b , c , d , e is rs . n0 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
a person walks at a speed of n0 km / hr and runs at a speed of n1 km / hr . how many hours will the person require to cover a distance of n2 km , if the person completes half of the distance by walking and the other half by running ?	divide ( n2 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
in may , the groundskeeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , the groundskeeper doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | multiply ( #2 , const_pi )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n3 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
the sum of all the digits of the integers from n0 to n1 inclusive is n11 ( n10 + n4 + n10 + n6 + n9 + n12 + n9 + n10 = n11 ) . what is the sum r of all the digits of the integers from n12 to n13 inclusive ?	add ( n6 , n3 ) | multiply ( const_10 , n7 ) | multiply ( n6 , #0 ) | divide ( #2 , n7 ) | multiply ( #3 , #1 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
in a n4 m race , if a gives b a start of n1 metres , then a wins the race by n2 seconds . alternatively , if a gives b a start of n3 metres the race ends in a dead heat . how long does a take to run n4 m ?	subtract ( n0 , n3 ) | divide ( #0 , const_2 )
a certain number of horses and an equal number of men are going somewhere . half of the owners are on their horses ' back while the remaining ones are walking along leading their horses . if the number of legs walking on the ground is n0 , how many horses are there ?	divide ( const_2 , const_2 ) | add ( #0 , const_4 ) | divide ( n0 , #1 )
a boy standing idle sounds a whistle to his friend at a distance of n0 m moving away from him in a speeding car at n1 kms / hr . find the duration after which his friend is going to hear him . ( speed of sound = n2 m / sec ) .	divide ( n0 , n2 ) | multiply ( const_10 , const_3 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | add ( #0 , #3 )
rachel and sarah spent $ n0 for gasoline , $ n1 for their lunch , and $ n2 apiece for gifts for grandma . grandma gave each of them $ n3 . if the girls left home with a total of $ n4 , how much do they have for the return trip ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n2 ) | subtract ( n4 , #2 ) | add ( n3 , #3 )
in a bag containing n0 balls , a white ball was placed and then n1 ball was taken out at random . what is the probability that the extracted ball would turn on to be white , if all possible hypothesis concerning the color of theballs that initiallyin the bag were equally possible ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | add ( n1 , #5 ) | divide ( #6 , #0 )
a hare and a jackal are running a race . n0 leaps of the hare are equal to n1 leaps of the jackal . for every n2 leaps of the hare , the jackal takes n3 leaps . find the ratio of the speed of the hare to the speed of the jackal .	add ( const_4 , const_4 ) | divide ( #0 , n3 )
jancy had n0 currency notes in all , some of which are of rs n1 denomination and the remaining of rs n4 denomination . the total amount of all these currency notes was rs . n3 . how much amount ( in rs ) did she have in the denomination of rs n4 ?	divide ( n3 , n2 )
on a map the distance between two mountains is n0 inches . the actual distance between the mountains is n1 km . ram is camped at a location that on the map is n2 inch from the base of the mountain . how many km is he from the base of the mountain ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a certain number of horses and an equal number of men are going somewhere . half of the owners are on their horses ' back while the remaining ones are walking along leading their horses . if the number of legs walking on the ground is n0 , how many horses are there ?	divide ( const_2 , const_2 ) | add ( #0 , const_4 ) | divide ( n0 , #1 )
working individually , jane can bake cakes for n0 hours and roy can bake cakes in n1 hours . if jane and roy work together but independently at the task for n2 hours , at which point roy leaves , how many remaining hours will it take jane to complete the task alone ?	divide ( n0 , const_10 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
a sells a bicycle to b and makes a profit of n0 % . b sells the same bicycle to c at a profit of n1 % . if the final s . p . of the bicycle was rs . n2 , find out the cost price of the bicycle for a .	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #2 ) | divide ( #4 , #3 )
the salary of a , b , c , d , e is rs . n0 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
with both inlets open , a water tank will be filled with water in n0 minutes . the first inlet alone would fill the tank in n1 hours . if in every minutes the second inlet admits n2 cubic meters of water than the first , what is the capacity of the tank ?	divide ( const_60 , n0 ) | inverse ( n1 ) | multiply ( n1 , const_60 ) | inverse ( #2 ) | subtract ( #0 , #1 ) | divide ( #4 , const_60 ) | subtract ( #5 , #3 ) | divide ( n2 , #6 ) | divide ( #7 , const_1000 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n3 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
a person walks at a speed of n2 km / hr and runs at a speed of n1 km / hr . how many hours will the person require to cover a distance of n2 km , if the person completes half of the distance by walking and the other half by running ?	divide ( n2 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
each of the integers from n0 to n1 is written on the a seperate index card and placed in a box . if the cards are drawn from the box at random without replecement , how many cards must be drawn to ensure that the product of all the integers drawn is even ?	divide ( n1 , const_2 ) | add ( n0 , #0 )
exactly n0 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
two men and three women working n4 hours a day finish a work in n1 days . four men and four women working n2 hours a day complete the work in n4 days . the number of days in which only n4 men working n5 hours a day will finish the work is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n5 ) | divide ( n2 , #0 ) | divide ( n5 , #1 ) | subtract ( #3 , #4 ) | divide ( #5 , n5 ) | multiply ( #6 , #2 ) | divide ( const_1 , #7 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
two pipes p and q can fill a cistern in n0 and n1 minutes respectively . both are opened together , but at the end of n2 minutes the first is turned off . how many more minutes will it take for the cistern to fill after the first pipe is turned off ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
a charitable association sold an average of n0 raffle tickets per member . among the female members , the average was n1 raffle tickets . the male to female ratio of the association is n2 : n3 . what was the average number e of tickets sold by the male members of the association	add ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
exactly n0 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
each of the integers from n0 to n1 is written on the a seperate index card and placed in a box . if the cards are drawn from the box at random without replecement , how many cards must be drawn to ensure that the product of all the integers drawn is even ?	divide ( n1 , const_2 ) | add ( n0 , #0 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
with both inlets open , a water tank will be filled with water in n0 minutes . the first inlet alone would fill the tank in n1 hours . if in every minutes the second inlet admits n2 cubic meters of water than the first , what is the capacity of the tank ?	divide ( const_60 , n0 ) | inverse ( const_2 ) | multiply ( const_2 , const_60 ) | inverse ( #2 ) | subtract ( #0 , #1 ) | divide ( #4 , const_60 ) | subtract ( #5 , #3 ) | divide ( n2 , #6 ) | divide ( #7 , const_1000 )
a , b and c started a partnership business by investing rs . n0 , rs . n1 , rs . n2 respectively . at the end of the year , the profit were distributed among them . if c ' s share of profit is n3 , what is the total profit ?	divide ( n0 , n2 ) | divide ( n1 , n2 ) | multiply ( n3 , #0 ) | multiply ( n3 , #1 ) | add ( #2 , #3 ) | add ( n3 , #4 )
a couple who own an appliance store discover that if they advertise a sales discount of n0 % on every item in the store , at the end of one month the number of total items sold increases n1 % . their gross income from sales for one month increases by what percent ?	divide ( n1 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #0 )
the average ( arithmetic mean ) of the n3 positive integers k , m , r , s , and t is n1 , and k < m < r < s < t . if t is n2 , what is the greatest possible value of the median of the n3 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
in traveling from a dormitory to a certain city , a student went n0 / n1 of the way by foot , n2 / n3 of the way by bus , and the remaining n4 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 ) | inverse ( #3 ) | multiply ( n4 , #4 )
a rower whose speed is n0 km / hr in still water rows to a certain point upstream and back to the starting point in a river which flows at n1 km / hr . what is the rower ' s average speed ( in km / hr ) for the total journey ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
the total car population in a chennai is n0 out of which n1 are made by honda . out of every n2 honda cars , n3 are red in color , but only n4 % of the total car population is red . find the % of non - honda cars that are red	add ( const_12 , const_12 ) | multiply ( n3 , const_1 ) | add ( #1 , const_3 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 ) | subtract ( #0 , #4 )
a new model car was not selling as expected and the base retail price was lowered by n0 % to increase sales . a customer haggled on the price and negotiated a final agreed price of n1 % of the retail price . how much did the customer save off the retail price ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 ) | subtract ( const_100 , #4 )
d and e are two points respectively on sides ab and ac of triangle abc such that de is parallel to bc . if the ratio of area of triangle ade to that of the trapezium decb is n0 : n1 and de = n2 cm , then find the length of bc .	add ( n0 , n1 ) | divide ( n1 , #0 ) | sqrt ( #1 ) | multiply ( n2 , #2 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
in may , the grounds keeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , he doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | circle_area ( #1 )
the salary of a , b , c , d , e is rs . n0 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
a rower whose speed is n0 km / hr in still water rows to a certain point upstream and back to the starting point in a river which flows at n1 km / hr . what is the rower ' s average speed ( in km / hr ) for the total journey ?	add ( n0 , const_0.5 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
in a can , there is a mixture of milk and water in the ratio n0 : n1 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
in a certain school , n0 % of students are below n5 years of age . the number of students above n5 years of age is n3 / n4 of the number of students of n5 years of age which is n6 . what is the total number of students in the school ?	divide ( n3 , n4 ) | divide ( n0 , const_100 ) | multiply ( n6 , #0 ) | subtract ( const_1 , #1 ) | add ( n6 , #2 ) | divide ( #4 , #3 )
a and b invests rs . n0 and rs . n1 in a business . after n2 months , a withdraws half of his capital and n3 months later , b withdraws one - third of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
drum x is n2 / n3 full of oil and drum y , which has twice the capacity of drum x , is n2 / n3 full of oil . if all of the oil in drum x is poured into drum y , then drum y will be filled to what capacity ?	divide ( n0 , n3 ) | divide ( const_12 , n1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_12 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_12 )
the average speed of a car decreased by n0 miles per hour every successive n4 - minutes interval . if the car traveled n2 miles in the fifth n4 - minute interval , what was the average speed of the car , in miles per hour , in the first n4 minute interval ?	divide ( n1 , const_60 ) | divide ( n2 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | add ( n0 , #3 ) | add ( n0 , #4 )
the rate of spin of a certain gyroscope doubled every n0 seconds from the moment a particular stopwatch started . if after a minute and a half the gyroscope reached a speed of n1 meters per second , what was the speed , in meters per second , when the stopwatch was started ?	divide ( const_60 , const_2 ) | add ( #0 , const_60 ) | divide ( #1 , n0 ) | subtract ( #2 , const_1 ) | power ( const_2 , #3 ) | divide ( n1 , #4 ) | divide ( #5 , const_2 )
a can do a particular work in n0 days . b can do the same work in n1 days . a and b signed to do it for rs . n2 . they completed the work in n3 days with the help of c . how much is to be paid to c ?	divide ( const_1 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | multiply ( n3 , #4 ) | multiply ( n2 , #5 )
it will take n0 days for cameron to complete a certain task alone . he worked for n1 days before she was joined by sandra . both of them completed the remaining task in n2 and half days . how many days will it take both of them to complete the entire job ?	divide ( const_1 , const_2 ) | divide ( n1 , n0 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
on a certain planet where people usually tend to live for more than a century , the ratio of present ages of father and son is n0 : n1 . n2 years later , the ratio of their ages will be n3 : n4 . what is the sum of their present ages ?	multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | subtract ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( #3 , #4 )
in may , the groundskeeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , the groundskeeper doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | multiply ( #2 , const_pi )
the membership of a committee consists of n0 english teachers , n3 mathematics teachers , and n3 social studies teachers . if n3 committee members are to be selected at random to write the committee no_ascii_32 s report , what is the probability that the two members selected will both be english teachers ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | subtract ( #1 , const_1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
the end of a blade on an airplane propeller is n0 feet from the center . if the propeller spins at the rate of n3 , n2 revolutions per second , how many miles will the tip of the blade travel in one minute ? ( n3 mile = n4 , n5 feet )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( const_10 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #2 , const_2 ) | multiply ( #1 , const_1000 ) | add ( #3 , #5 ) | divide ( #4 , #0 ) | divide ( n0 , #6 ) | multiply ( #8 , const_2 ) | multiply ( #7 , #9 ) | multiply ( n1 , #10 ) | multiply ( #11 , const_60 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( const_3.0 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
a and b put in rs . n0 and rs . n1 respectively into a business . a reinvests into the business his share of the first year ' s profit of rs . n2 where as b does not . in what ratio should they divide the second year ' s profit ?	add ( const_2 , const_3 ) | subtract ( n1 , const_100 ) | add ( n0 , #1 ) | multiply ( #0 , const_2 ) | add ( n2 , #3 ) | divide ( n0 , #2 ) | multiply ( #4 , #5 ) | add ( n0 , #6 ) | divide ( #7 , #1 )
a certain number of horses and an equal number of men are going somewhere . half of the owners are on their horses ' back while the remaining ones are walking along leading their horses . if the number of legs walking on the ground is n0 , how many horses are there ?	divide ( const_2 , const_2 ) | add ( #0 , const_4 ) | divide ( n0 , #1 )
a charitable association sold an average of n0 raffle tickets per member . among the female members , the average was n1 raffle tickets . the male to female ratio of the association is n2 : n3 . what was the average number w of tickets sold by the male members of the association	add ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
tourist purchased a total of n0 travelers checks in $ n4 and $ n2 denominations . the total worth of the travelers checks is $ n3 . how many checks of $ n4 denominations can he spend so that average amount ( arithmetic mean ) of the remaining travelers checks is $ n5 ?	multiply ( n0 , n5 ) | subtract ( n5 , n1 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 )
the rate of spin of a certain gyroscope doubled every n0 seconds from the moment a particular stopwatch started . if after a minute and a half the gyroscope reached a speed of n1 meters per second , what was the speed , in meters per second , when the stopwatch was started ?	divide ( const_60 , const_2 ) | add ( #0 , const_60 ) | divide ( #1 , n0 ) | subtract ( #2 , const_1 ) | power ( const_2 , #3 ) | divide ( n1 , #4 ) | divide ( #5 , const_2 )
in a certain school , n0 % of students are below n5 years of age . the number of students above n5 years of age is n3 / n4 of the number of students of n5 years of age which is n6 . what is the total number of students in the school ?	divide ( n3 , n4 ) | divide ( n0 , const_100 ) | multiply ( n6 , #0 ) | subtract ( const_1 , #1 ) | add ( n6 , #2 ) | divide ( #4 , #3 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
a certain class of students is being divided into teams . the class can either be divided into n0 teams with an equal number of players on each team or n1 teams with an equal number of players on each team . what is the lowest possible number of students in the class ?	lcm ( n0 , n1 )
the compound interest earned by sunil on a certain amount at the end of two years at the rate of n0 % p . a . was rs . n1 . find the total amount that sunil got back at the end of two years in the form of principal plus interest earned .	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , const_2 ) | subtract ( #2 , const_1 ) | divide ( n1 , #3 ) | add ( n1 , #4 )
a and b invests rs . n0 and rs . n1 in a business . after n3 months , a withdraws three - fourth of his capital and n3 months later , b withdraws half of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
on a map the distance between two mountains is n0 inches . the actual distance between the mountains is n1 km . ram is camped at a location that on the map is n2 inch from the base of the mountain . how many km is he from the base of the mountain ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
a bag contains n0 red marbles . if someone were to remove n1 marbles from the bag , one at a time , and replace the first marble after it was removed , the probability that neither marble would be red is n2 / n3 . how many marbles are in the bag ?	divide ( n2 , n3 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
two friends plan to walk along a n0 - km trail , starting at opposite ends of the trail at the same time . if friend p ' s rate is n1 % faster than friend q ' s , how many kilometers will friend p have walked when they pass each other ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #1 , #3 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
the average ( arithmetic mean ) of the n3 positive integers k , m , r , s , and t is n1 , and k < m < r < s < t . if t is n2 , what is the greatest possible value of the median of the n3 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
working individually , allison can sew dresses for n0 hours and al can sew dresses in n1 hours . if allison and al work together but independently at the task for n2 hours , at which point al leaves , how many remaining hours will it take allison to complete the task alone ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 )
the end of a blade on an airplane propeller is n0 feet from the center . if the propeller spins at the rate of n3 , n2 revolutions per second , how many miles will the tip of the blade travel in one minute ? ( n3 mile = n4 , n5 feet )	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( const_10 , const_2 ) | multiply ( const_100 , const_2 ) | add ( #2 , const_2 ) | multiply ( #1 , const_1000 ) | add ( #3 , #5 ) | divide ( #4 , #0 ) | divide ( n0 , #6 ) | multiply ( #8 , const_2 ) | multiply ( #7 , #9 ) | multiply ( n1 , #10 ) | multiply ( #11 , const_60 )
two different primes may be said torhymearound an integer if they are the same distance from the integer on the number line . for instance , n0 and n1 rhyme around n2 . what integer e between n3 and n4 , inclusive , has the greatest number of distinct rhyming primes around it ?	multiply ( const_2 , n0 ) | multiply ( n0 , #0 )
two family reunions are happening at the park avenue hotel , the oates reunion and the hall reunion . all n0 guests at the hotel attend at least one of the reunions . if n1 people attend the oates reunion and n2 people attend the hall reunion , how many people attend both reunions	add ( n1 , n2 ) | subtract ( #0 , n0 )
in may , the groundskeeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , the groundskeeper doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | power ( #1 , const_2 ) | multiply ( #2 , const_pi )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
in a n3 m race , sam beats john by n1 seconds . on the contrary , if sam allowed john to start n2 m ahead of sam , then sam and john reach the finishing point at the same time . how long does sam take to run the n3 m race ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
d and e are two points respectively on sides ab and ac of triangle abc such that de is parallel to bc . if the ratio of area of triangle ade to that of the trapezium decb is n0 : n1 and bc = n2 cm , then find the length of de .	add ( n0 , n1 ) | divide ( n1 , #0 ) | sqrt ( #1 ) | multiply ( n2 , #2 )
two family reunions are happening at the same hotel , the oates reunion and the yellow reunion . all n0 guests at the hotel attend at least one of the reunions . if n1 people attend the oates reunion and n2 people attend the yellow reunion , how many people attend both reunions ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
a high school has n0 students n7 / n10 attend the airthmetic club , n3 / n4 attend the biology club and n9 / n8 attend the chemistry club . n7 / n8 attend all n9 clubs . if every student attends at least one club how many students attend exactly n10 clubs .	divide ( n1 , n2 ) | divide ( n3 , n4 ) | divide ( n5 , n6 ) | divide ( n1 , n4 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | multiply ( n2 , #7 ) | add ( #8 , #6 ) | subtract ( #10 , #9 ) | subtract ( #11 , n0 )
drum x is n2 / n1 full of oil and drum y , which has twice the capacity of drum x , is n2 / n3 full of oil . if all of the oil in drum x is poured into drum y , then drum y will be filled to what capacity ?	divide ( n0 , n3 ) | divide ( const_12 , const_2 ) | divide ( n0 , n1 ) | multiply ( #0 , const_12 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_12 )
a = n0 ^ n1 - n2 ^ n3 and a / x is an integer , where x is a positive integer greater than n5 , such that it does not have a factor p such that n5 < p < x , then how many different values for x are possible ?	multiply ( n3 , const_4 ) | subtract ( n1 , #0 )
n0 people are attending a newspaper conference . n1 of them are writers and more than n2 are editors . of the people at the conference , x are both writers and editors and n3 x are neither . what is the largest possible number of people who are both writers and editors ?	add ( n2 , const_1 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
in a bag containing n0 balls , a white ball was placed and then n1 ball was taken out at random . what is the probability that the extracted ball would turn on to be white , if all possible hypothesis concerning the color of the balls that initiallyin the bag wereequally possible ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | add ( n1 , #5 ) | divide ( #6 , #0 )
a certain number of horses and an equal number of men are going somewhere . half of the owners are on their horses ' back while the remaining ones are walking along leading their horses . if the number of legs walking on the ground is n0 , how many horses are there ?	divide ( const_2 , const_2 ) | add ( #0 , const_4 ) | divide ( n0 , #1 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
an investor can sell her microtron stock for n0 $ per share and her dynaco stock for n1 $ per share , if she sells n2 shares altogether , some of each stock , at an average price per share of n3 $ , how many shares of dynaco stock has she sold ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n3 , #1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n3 : n2 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
there are two circles of different radii . the are of a square is n0 sq cm and its side is twice the radius of the larger circle . the radius of the larger circle is seven - third that of the smaller circle . find the circumference of the smaller circle . ?	add ( const_3 , const_4 ) | square_edge_by_area ( n0 ) | divide ( #1 , const_2 ) | divide ( #0 , const_3 ) | divide ( #2 , #3 ) | add ( #4 , const_2 )
there are n0 available positions and n1 candidates , one half of whom are democrats and another half are republicans . if it was decided that the positions would be filled at random , then what is the probability w that the both positions will be taken by members of just one party ?	divide ( n1 , n0 ) | subtract ( n1 , const_1 ) | divide ( #0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #4 , #2 ) | multiply ( n0 , #5 )
if n0 % of j is equal to n1 % of k , n2 % of k is equal to n3 % of l , and n4 % of l is equal to n5 % of m , then n6 % of m is equal to what percent of n7 % of j ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , n7 ) | multiply ( #6 , const_100 )
two friends plan to walk along a n0 - km trail , starting at opposite ends of the trail at the same time . if friend p ' s rate is n1 % faster than friend q ' s , how many kilometers will friend p have walked when they pass each other ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | multiply ( #1 , #3 )
it takes six minutes to load a certain video on a cellphone , and fifteen seconds to load that same video on a laptop . if the two devices were connected so that they operated in concert at their respective rates , how many seconds would it take them to load the video ?	add ( const_2 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( const_4 , const_4 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_4 ) | add ( #1 , const_3 ) | multiply ( #2 , const_3 ) | inverse ( #5 ) | multiply ( #4 , const_60 ) | subtract ( #6 , const_2 ) | divide ( #9 , #3 ) | inverse ( #8 ) | add ( #11 , #7 ) | inverse ( #12 ) | subtract ( #13 , #10 )
in may , the grounds keeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , he doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | circle_area ( #1 )
if a man walks at the rate of n0 kmph , he misses a train by only n3 min . however , if he walks at the rate of n2 kmph he reaches the station n3 minutes before the arrival of the train . the distance covered by him to reach the station is	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( #0 , #1 ) | add ( n1 , #2 ) | divide ( #3 , const_60 ) | multiply ( n0 , #4 )
in a competitive examination in state a , n0 % candidates got selected from the total appeared candidates . states b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 )
the salary of a , b , c , d , e is rs . n0 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
a car travels from point a to point b . the average speed of the car is n0 km / hr and it travels the first half of the trip at a speed of n1 km / hr . what is the speed of the car in the second half of the trip ?	divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #0 )
the sum of all the digits of the integers from n0 to n1 inclusive is n11 ( n10 + n4 + n10 + n6 + n9 + n12 + n9 + n10 = n11 ) . what is the sum q of all the digits of the integers from n12 to n13 inclusive ?	add ( n6 , n3 ) | multiply ( const_10 , n7 ) | multiply ( n6 , #0 ) | divide ( #2 , n7 ) | multiply ( #3 , #1 )
a couple who own an appliance store discover that if they advertise a sales discount of n0 % on every item in the store , at the end of one month the number of total items sold increases n1 % . their gross income from sales for one month increases by what percent ?	divide ( n1 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #0 )
if x and y are integers such that ( x + n3 ) ^ n4 is less than or equal to n2 and ( y - n3 ) ^ n4 is less than n5 , what is the sum of the maximum possible value of xy and the minimum possible value of xy ?	sqrt ( n2 ) | sqrt ( n5 ) | add ( #0 , #1 )
a couple who own an appliance store discover that if they advertise a sales discount of n0 % on every item in the store , at the end of one month the number of total items sold increases n1 % . their gross income from sales for one month increases by what percent ?	divide ( n1 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #0 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
a gold purification process cycle , is able to remove n0 / n3 of impurities in gold . if we have a n2 grams of gold ore dust containing n3 / n4 pure gold . how much impurities would have been removed from that old after n5 cycles of purification using that method ?	subtract ( n4 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n4 ) | divide ( #2 , n1 ) | subtract ( #2 , #3 ) | divide ( #4 , n1 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 ) | subtract ( #6 , #7 ) | divide ( #8 , n1 ) | subtract ( #8 , #9 ) | subtract ( #2 , #10 )
two different primes may be said torhymearound an integer if they are the same distance from the integer on the number line . for instance , n0 and n1 rhyme around n2 . what integer t between n3 and n4 , inclusive , has the greatest number of distinct rhyming primes around it ?	multiply ( const_2 , n0 ) | multiply ( n0 , #0 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n3 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( const_3.0 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
drum x is n0 / n2 full of oil and drum y , which has twice the capacity of drum x , is n2 / n3 full of oil . if all of the oil in drum x is poured into drum y , then drum y will be filled to what capacity ?	divide ( n2 , n3 ) | divide ( const_12 , n1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_12 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_12 )
a bucket contains n2 mixtures a and b in the ratio n5 : n2 . if n6 liters of the mixture is replaced by n6 liters of liquid b , then the ratio of the two liquids becomes n5 : n6 . how much of the liquid a was there in the bucket ?	add ( n1 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | subtract ( #1 , #2 ) | multiply ( n3 , #3 ) | multiply ( n3 , #4 ) | multiply ( n3 , #6 ) | subtract ( n3 , #7 ) | multiply ( n1 , #9 ) | add ( #8 , #10 ) | divide ( #11 , #5 ) | multiply ( n1 , #12 )
dean winchester has got a long wooden stock of size n4 feet , he need to cut small stock of size n3 feet long using his axe . he takes n2 minutes to cut one small stock ( n3 feet ) , how long will he take to make n4 such small stocks ?	multiply ( n0 , n2 )
the average speed of a car decreased by n0 miles per hour every successive n4 - minutes interval . if the car traveled n2 miles in the sixth n4 - minute interval , what was the average speed of the car , in miles per hour , in the first n4 minute interval ?	divide ( n1 , const_60 ) | divide ( n2 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | add ( n0 , #3 ) | add ( n0 , #4 )
a rectangular farm has to be fenced one long side , one short side and the diagonal . if the cost of fencing is rs . n0 per meter . the area of farm is n1 m n2 and the short side is n3 m long . how much would the job cost ?	divide ( n1 , n3 ) | power ( n3 , n2 ) | add ( n3 , #0 ) | power ( #0 , n2 ) | add ( #1 , #3 ) | sqrt ( #4 ) | add ( #2 , #5 ) | multiply ( n0 , #6 )
a certain class of students is being divided into teams . the class can either be divided into n0 teams with an equal number of players on each team or n1 teams with an equal number of players on each team . what is the lowest possible number of students in the class ?	lcm ( n0 , n1 )
if x and y are integers such that ( x + n3 ) ^ n4 is less than or equal to n2 and ( y - n3 ) ^ n4 is less than n5 , what is the sum of the maximum possible value of xy and the minimum possible value of xy ?	sqrt ( n2 ) | sqrt ( n5 ) | add ( #0 , #1 )
n0 people are attending a newspaper conference . n1 of them are writers and more than n2 are editors . of the people at the conference , x are both writers and editors and n3 x are neither . what is the largest possible number of people who are both writers and editors ?	add ( n2 , const_1 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
a & b can separately do a piece of work in n0 & n1 days . they worked together for n2 days , after which b was replaced by c . the work was finished in next n3 days . the no . of days in which c alone could do the work is	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( const_1 , #3 ) | divide ( #4 , n3 ) | subtract ( #5 , #0 ) | inverse ( #6 ) | divide ( #7 , const_2 )
the average speed of a car decreased by n0 miles per hour every successive n4 - minutes interval . if the car traveled n2 miles in the seventh n4 - minute interval , what was the average speed of the car , in miles per hour , in the first n4 minute interval ?	divide ( n1 , const_60 ) | divide ( n2 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | add ( n0 , #3 ) | add ( n0 , #4 )
a car travels from point a to point b . the average speed of the car is n0 km / hr and it travels the first half of the trip at a speed of n1 km / hr . what is the speed of the car in the second half of the trip ?	divide ( n0 , const_10 ) | multiply ( n0 , n1 ) | subtract ( n1 , n0 ) | multiply ( n0 , #2 ) | divide ( #1 , #3 ) | multiply ( n0 , #4 ) | divide ( #5 , #0 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
in a certain school , n0 % of students are below n5 years of age . the number of students above n5 years of age is n3 / n4 of the number of students of n5 years of age which is n6 . what is the total number of students in the school ?	divide ( n3 , n4 ) | divide ( n0 , const_100 ) | multiply ( n6 , #0 ) | subtract ( const_1 , #1 ) | add ( n6 , #2 ) | divide ( #4 , #3 )
a retailer purchases shirts from a wholesaler and then sells the shirts in her store at a retail price that is n0 percent greater than the wholesale price . if the retailer decreases the retail price by n1 percent this will have the same effect as increasing the wholesale price by what percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a certain car dealership sells economy cars , luxury cars , and sport utility vehicles . the ratio of economy to luxury cars is n0 : n1 . the ratio of economy cars to sport utility vehicles is n2 : n3 . what is the ratio of luxury cars to sport utility vehicles ?	multiply ( n3 , const_4 ) | multiply ( n3 , n3 ) | multiply ( n1 , const_4 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | divide ( #3 , #4 )
a = n0 ^ n1 - n2 ^ n3 and a / x is an integer , where x is a positive integer greater than n5 , such that it does not have a factor p such that n5 < p < x , then how many different values for x are possible ?	multiply ( n3 , const_4 ) | subtract ( n1 , #0 )
on the independence day , bananas were be equally distributed among the children in a school so that each child would get two bananas . on the particular day n0 children were absent and as a result each child got two extra bananas . find the actual number of children in the school ?	multiply ( n0 , const_2 )
in may , the grounds keeper at spring lake golf club built a circular green with an area of n0 no_ascii_35 square feet . in august , he doubled the distance from the center of the green to the edge of the green . what is the total area of the renovated green ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | circle_area ( #1 )
the average ( arithmetic mean ) of the n3 positive integers k , m , r , s , and t is n1 , and k < m < r < s < t . if t is n2 , what is the greatest possible value of the median of the n3 integers ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_2 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
an investor can sell her microtron stock for n0 $ per share and her dynaco stock for n1 $ per share , if she sells n2 shares altogether , some of each stock , at an average price per share of n3 $ , how many shares of dynaco stock has she sold ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n3 , #1 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
in a n3 m race , sam beats john by n1 seconds . on the contrary , if sam allowed john to start n2 m ahead of sam , then sam and john reach the finishing point at the same time . how long does sam take to run the n3 m race ?	subtract ( n0 , n2 ) | divide ( #0 , n1 )
a tank can supply water to a village for n0 days . if a leak at the bottom of the tank drains out n1 liters per day , the supply lasts for n2 days only . for how many days will the supply last if the leak drains out n3 liters per day ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #2 ) | divide ( #4 , #3 )
one - tenth of the students at a nursery school are n4 years old or older . if n1 students have not yet reached their third birthday , and a total of n2 students are not between n3 years old and n4 years old , how many children are in the nursery school ?	subtract ( n2 , n1 ) | multiply ( #0 , const_10 )
mary is expected to pay back a total sum of $ n0 to her bank as mortgage . if she is expected to make a payment which is double of the previous months amount , how long will it take her to fully repay the loan if her initial payment was $ n1 .	divide ( n0 , const_100 ) | divide ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( #2 , const_4 ) | subtract ( #3 , const_10 ) | subtract ( #4 , const_100 ) | subtract ( #5 , const_10 ) | subtract ( #6 , const_4 ) | add ( #7 , const_1 ) | subtract ( n1 , #8 )
a class of n0 students has an average height of n1 cm . n4 students whose average height is n3 cm , left the class and n4 others whose average height is n5 cm , joined . calculate the new average height of the students of the class ( in cm ) is ?	multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n2 , n3 ) | subtract ( #1 , #2 ) | add ( #0 , #3 ) | divide ( #4 , n0 ) | add ( #5 , const_12 ) | add ( #6 , const_4 ) | add ( #7 , const_4 )
if n0 % of j is equal to n1 % of k , n2 % of k is equal to n3 % of l , and n4 % of l is equal to n5 % of m , then n6 % of m is equal to what percent of n7 % of j ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n4 , #0 ) | multiply ( n5 , #1 ) | divide ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , n7 ) | multiply ( #6 , const_100 )
the salary of a , b , c , d , e is rs . n4 , rs . n1 , rs . n2 , rs . n3 , rs . n4 per month respectively , then the average salary of a , b , c , d , and e per month is	add ( n0 , n1 ) | add ( const_1 , const_4 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #1 )
the rate of spin of a certain gyroscope doubled every n0 seconds from the moment a particular stopwatch started . if after a minute and a half the gyroscope reached a speed of n1 meters per second , what was the speed , in meters per second , when the stopwatch was started ?	divide ( const_60 , const_2 ) | add ( #0 , const_60 ) | divide ( #1 , n0 ) | subtract ( #2 , const_1 ) | power ( const_2 , #3 ) | divide ( n1 , #4 ) | divide ( #5 , const_2 )
in a can , there is a mixture of milk and water in the ratio n0 : n4 . if it is filled with an additional n2 litres of milk the can would be full and ratio of milk and water would become n3 : n4 . find the capacity of the can ?	divide ( n3 , n4 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 ) | divide ( n2 , #2 ) | multiply ( n1 , #3 ) | add ( #3 , #4 ) | add ( n2 , #5 )
on a map the distance between two mountains is n0 inches . the actual distance between the mountains is n1 km . ram is camped at a location that on the map is n2 inch from the base of the mountain . how many km is he from the base of the mountain ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
exactly n0 % of the reporters for a certain wire service cover local politics in country x . if n1 % of the reporters who cover politics for the wire service do not cover local politics in country x , what percent of the reporters for the wire service do not cover politics ?	subtract ( const_100 , n1 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
a = n0 ^ n1 - n2 ^ n3 and a / x is an integer , where x is a positive integer greater than n5 , such that it does not have a factor p such that n5 < p < x , then how many different values for x are possible ?	multiply ( n3 , const_4 ) | subtract ( n1 , #0 )
one men and three women working n4 hours a day finish a work in n1 days . four men and four women working n2 hours a day complete the work in n4 days . the number of days in which only n4 men working n5 hours a day will finish the work is ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , n5 ) | divide ( n2 , #0 ) | divide ( n5 , #1 ) | subtract ( #3 , #4 ) | divide ( #5 , n5 ) | multiply ( #6 , #2 ) | divide ( const_1 , #7 )
two different primes may be said torhymearound an integer if they are the same distance from the integer on the number line . for instance , n0 and n1 rhyme around n2 . what integer q between n3 and n4 , inclusive , has the greatest number of distinct rhyming primes around it ?	multiply ( const_2 , n0 ) | multiply ( n0 , #0 )
in a bag containing n0 balls , a white ball was placed and then n1 ball was taken out at random . what isthe probability that theextracted ball would turn on to be white , if all possible hypothesis concerning the color of the balls that initially in the bag were equally possible ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | add ( n1 , #5 ) | divide ( #6 , #0 )
david spends $ n0 buying his favorite dolls . if he buys only small lemonhead dolls , which are $ n1 cheaper than the large lemonhead dolls , he could buy n2 more dolls than if he were to buy only large lemonhead dolls . how much does a large lemonhead doll cost ?	divide ( n0 , const_10 ) | subtract ( n2 , n1 ) | add ( #1 , const_10 ) | subtract ( #0 , #2 )
at a conference table , n1 employees gather around a table . one of the employees is the manager and he sits at the head of the table . two of the employees sit on either side of the table . how many different seating arrangements can be made with these n1 employees ?	subtract ( n0 , const_1 ) | factorial ( #0 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , const_3 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
a students was asked to find the arithmetic mean of the numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , n10 and x . he found the mean to be n11 . what should be the number in place of x ?	add ( n0 , n1 ) | multiply ( n11 , n11 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | add ( n6 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | add ( n9 , #8 ) | add ( n10 , #9 ) | subtract ( #1 , #10 )
with both inlets open , a water tank will be filled with water in n0 minutes . the first inlet alone would fill the tank in n1 hours . if in every minutes the second inlet admits n2 cubic meters of water than the first , what is the capacity of the tank ?	divide ( const_60 , n0 ) | inverse ( n1 ) | multiply ( n1 , const_60 ) | inverse ( #2 ) | subtract ( #0 , #1 ) | divide ( #4 , const_60 ) | subtract ( #5 , #3 ) | divide ( n2 , #6 ) | divide ( #7 , const_1000 )
a and b invests rs . n0 and rs . n1 in a business . after n2 months , a withdraws half of his capital and n3 months later , b withdraws one - third of his capital . in what ratio should they share the profits at the end of the year ?	divide ( n1 , const_3 ) | multiply ( n0 , n2 ) | multiply ( n3 , n2 ) | multiply ( n3 , const_3 ) | multiply ( #0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #0 ) | add ( #1 , #4 ) | multiply ( #3 , #6 ) | add ( #5 , #8 ) | divide ( #7 , #9 )
it costs $ n2 for the first n1 / n2 hour to use the laundry machine at the laundromat . after the first no_ascii_26 hour it costs $ n3 per hour . if a certain customer uses the laundry machine for n4 hours and n5 minutes , how much will it cost him ?	divide ( n3 , const_60 ) | divide ( n5 , n2 ) | multiply ( n3 , n4 ) | add ( n0 , #2 ) | multiply ( #0 , #1 ) | add ( #3 , #4 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
a ladder n0 feet long is leaning against a wall that is perpendicular to level ground . the bottom of the ladder is n1 feet from the base of the wall . if the top of the ladder slips down n2 feet , how many feet will the bottom of the ladder slip ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | subtract ( #3 , n2 ) | power ( #4 , const_2 ) | subtract ( #0 , #5 ) | sqrt ( #6 )
in a certain boys camp , n0 % of the total boys are from school a and n1 % of those study science . if there are n2 boys in the camp that are from school a but do not study science then what is the total number of boys in the camp ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | divide ( n2 , #3 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n2 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
a person walks at a speed of n0 km / hr and runs at a speed of n2 km / hr . how many hours will the person require to cover a distance of n2 km , if the person completes half of the distance by walking and the other half by running ?	divide ( n2 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 )
the membership of a committee consists of n0 english teachers , n1 mathematics teachers , and n3 social studies teachers . if n3 committee members are to be selected at random to write the committee no_ascii_32 s report , what is the probability that the two members selected will both be maths teachers ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | subtract ( #1 , const_1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
in a certain school , n0 % of students are below n5 years of age . the number of students above n5 years of age is n3 / n4 of the number of students of n5 years of age which is n6 . what is the total number of students in the school ?	divide ( n3 , n4 ) | divide ( n0 , const_100 ) | multiply ( n6 , #0 ) | subtract ( const_1 , #1 ) | add ( n6 , #2 ) | divide ( #4 , #3 )
having received his weekly allowance , john spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is john no_ascii_32 s weekly allowance ?	divide ( n0 , n1 ) | divide ( const_1 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( const_1 , #4 ) | divide ( n2 , #5 )
redo no_ascii_32 s manufacturing costs for sets of horseshoes include a $ n0 initial outlay , and $ n1 per set . they can sell the sets $ n2 . if profit is revenue from sales minus manufacturing costs , and the company producessells n3 sets of horseshoes , what was their profit ?	subtract ( n2 , n1 ) | multiply ( n3 , #0 ) | subtract ( #1 , n0 )
a charitable association sold an average of n0 raffle tickets per member . among the female members , the average was n1 raffle tickets . the male to female ratio of the association is n2 : n3 . what was the average number r of tickets sold by the male members of the association	add ( n2 , n3 ) | multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , #1 )
the area of a square field n0 sq m , if the length of cost of drawing barbed wire n1 m around the field at the rate of rs . n3 per meter . two gates of n3 m width each are to be left for entrance . what is the total cost ?	multiply ( n3 , const_2 ) | sqrt ( n0 ) | multiply ( #1 , const_4 ) | subtract ( #2 , #0 ) | multiply ( n2 , #3 ) | multiply ( #4 , n1 )
in a sample of n0 high school students in which all students are either freshmen , sophomores , juniors , or seniors , n1 percent are juniors and n2 percent are not sophomores . if there are n3 seniors , how many more freshmen than sophomores are there among the sample of students ?	divide ( n3 , n0 ) | subtract ( const_100 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n0 , #1 ) | divide ( #3 , const_100 ) | subtract ( const_100 , #2 ) | subtract ( #5 , n1 ) | subtract ( #6 , #1 ) | multiply ( n0 , #7 ) | divide ( #8 , const_100 ) | subtract ( #9 , #4 )
drum x is n2 / n1 full of oil and drum y , which has twice the capacity of drum x , is n2 / n3 full of oil . if all of the oil in drum x is poured into drum y , then drum y will be filled to what capacity ?	divide ( n0 , n3 ) | divide ( const_12 , n1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_12 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , const_12 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
at a certain restaurant , the ratio of the number of cooks to the number of waiters is n3 to n1 . when n2 more waiters are hired , the ratio of the number of cooks to the number of waiters changes to n3 to n4 . how many cooks does the restaurant have ?	divide ( n2 , n4 ) | multiply ( #0 , #0 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of the remainingplayers is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
a train with a length of n0 meters , is traveling at a speed of n1 km / hr . the train enters a tunnel n2 km long . how many minutes does it take the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	divide ( n0 , const_1000 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
mary works in a restaurant a maximum of n0 hours . for the first n1 hours , she is paid $ n2 per hour . for each overtime hour , she is paid at a rate which is n3 % higher than her regular rate . how much mary can earn in a week ?	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #3 , #2 ) | add ( #1 , #4 )
at the faculty of aerospace engineering , n0 students study random - processing methods , n1 students study scramjet rocket engines and n2 students study them both . if every student in the faculty has to study one of the two subjects , how many students are there in the faculty of aerospace engineering ?	divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
a city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	divide ( const_10 , const_100 ) | multiply ( const_100 , const_1000 ) | subtract ( const_3600 , const_100 ) | subtract ( n1 , const_1 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1000 ) | multiply ( #4 , #3 ) | subtract ( #1 , #5 ) | add ( #6 , const_1 ) | divide ( #7 , const_1000 ) | divide ( #9 , #8 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
youseff lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bike to work . it is takes him exactly n2 minutes more to walk to work than to ride his bike to work , then x equals ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 )
the cross - section of a water channel is a trapezium in shape . if the channel is n0 meters wide at the top and n1 meters wide at the bottom and the area of cross - section is n2 square meters , what is the depth of the channel ( in meters ) ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
last year elaine spent n0 % of her annual earnings on rent . this year she earned n1 % more than last year and she spent n2 % of her annual earnings on rent . the amount she spent on rent this year is what percent of the amount spent on rent last year ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
a driver would have reduced the time it took to drive from home to the store by n0 / n1 if the average speed had been increased by n2 miles per hour . what was the actual average speed , in miles per hour , when the driver drove from home to the store ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , n2 ) | subtract ( n0 , #1 ) | divide ( #2 , #3 )
at the faculty of aerospace engineering , n0 students study random - processing methods , n1 students study scramjet rocket engines and n2 students study them both . if every student in the faculty has to study one of the two subjects , how many students are there in the faculty of aerospace engineering ?	divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
jar x is n2 / n1 full of water . jar y , which has half the capacity of jar x , is n2 / n3 full of water . if the water in jar y is poured into jar x , then jar x will be filled to what fraction of its capacity ?	divide ( n0 , n1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
a frog can climb up a well at n0 ft per min but due to slipperiness of the well , frog slips down n1 ft before it starts climbing the next minute . if the depth of the well is n2 ft , how much time will the frog take to reach the top ?	subtract ( n0 , n1 ) | divide ( n2 , #0 )
mr yadav spends n0 % of his monthly salary on consumable items and n1 % of the remaining on clothes and transport . he saves the remaining amount . if his savings at the end of the year were n2 , how much amount per month would he have spent on clothes and transport ?	multiply ( const_3 , const_4 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n2 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
youseff lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bike to work . it is takes him exactly n2 minutes more to walk to work than to ride his bike to work , then x equals ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 )
in a small snack shop , the average ( arithmetic mean ) revenue was $ n0 per day over a n1 - day period . during this period , if the average daily revenue was $ n2 for the first n3 days , what was the average daily revenue for the last n4 days ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
two pipes a and b can separately fill a tank in n0 and n3 minutes respectively . a third pipe c can drain off n2 liters of water per minute . if all the pipes are opened , the tank can be filled in n3 minutes . what is the capacity of the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | subtract ( #5 , #3 ) | inverse ( #6 ) | multiply ( #7 , const_3 ) | multiply ( n1 , #8 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
in a class , n2 % of the students were absent for an exam . n1 % failed by n2 marks and n3 % just passed . find the average score of the class if the remaining students scored an average of n4 marks and the cut off for passing the exam is n5 .	multiply ( n0 , n1 ) | multiply ( n3 , n5 ) | multiply ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_100 )
the water level in a reservoir has been dropping at the rate of n0 inches per day . exactly n2 days ago , the water level was at w inches . what will be the water level exactly n2 days from now if the rate at which the level is dropping remains the same ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
two pipes a and b can separately fill a tank in n0 and n3 minutes respectively . a third pipe c can drain off n2 liters of water per minute . if all the pipes are opened , the tank can be filled in n3 minutes . what is the capacity of the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | subtract ( #5 , #3 ) | inverse ( #6 ) | multiply ( #7 , const_3 ) | multiply ( n1 , #8 )
in a new housing development , trees are to be planted along the sidewalk of a certain street . each tree takes up one square foot of sidewalk space , and there are to be n0 feet between each tree . how many trees can be planted if the road is n1 feet long ?	add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
jackie has two solutions that are n0 percent sulfuric acid and n4 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
youseff lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bike to work . it is takes him exactly n2 minutes more to walk to work than to ride his bike to work , then x equals ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 )
in a recent head - to - head run - off election , n0 , n1 absentee ballets were cast . n4 / n3 of the absentee ballets were thrown out and n4 / n5 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( n3 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #0 , #3 ) | subtract ( #3 , #4 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | divide ( #7 , const_1000 ) | divide ( #8 , const_4 ) | multiply ( #9 , n3 )
one hour after adrienne started walking the n0 miles from x to y , harold started walking from x to y as well . adrienne walks n1 miles per hour and harold walks n2 mile per hour faster than adrienne . how far from x will harold be when he catches up to adrienne ?	add ( n1 , n2 ) | multiply ( n1 , #0 )
a tightrope approximately n0 m long is suspended between two poles . during a performance , a break occurs in the line . assume that the line has an equal chance of breaking anywhere along its length . what is the probability that the break happened in the first n1 meters of the rope ?	divide ( n1 , n0 )
in a class there are a total of n0 rows of desks and each desk can seat one student . there are n1 desks in the first row . in each subsequent row there are n2 more desks than in the previous row . find the maximum number of students seated in the class ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , n2 ) | multiply ( n0 , #3 )
if n6 / n1 of the passengers on a ship are from north america , n6 / n3 are europeans , n6 / n5 are from africa , n6 / n7 are from asia and the remaining n8 people are citizens of other continents , then how many passengers are on board the ship ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( const_1 , #6 ) | divide ( n8 , #7 )
at a certain restaurant , the ratio of the number of cooks to the number of waiters is n3 to n1 . when n2 more waiters are hired , the ratio of the number of cooks to the number of waiters changes to n3 to n4 . how many cooks does the restaurant have ?	divide ( n2 , const_4.0 ) | multiply ( #0 , #0 )
the regular price per can of a certain brand of soda is $ n0 . if the regular price per can is discounted n1 percent when the soda is purchased in n4 - can cases , what is the price of n3 cans of this brand of soda purchased in n4 - can cases ?	multiply ( n0 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 )
mr yadav spends n0 % of his monthly salary on consumable items and n1 % of the remaining on clothes and transport . he saves the remaining amount . if his savings at the end of the year were n2 , how much amount per month would he have spent on clothes and transport ?	multiply ( const_3 , const_4 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n2 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
there are n0 students in a school and among them n1 % of them attends chess class . n2 % of the students who are in the chess class are also enrolled for swimming . no other students are interested in swimming so how many will attend the swimming class if all enrolled attends ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
a driver would have reduced the time it took to drive from home to the store by n0 / n1 if the average speed had been increased by n2 miles per hour . what was the actual average speed , in miles per hour , when the driver drove from home to the store ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , n2 ) | subtract ( n0 , #1 ) | divide ( #2 , #3 )
a city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_1000 ) | subtract ( const_3600 , const_100 ) | subtract ( n1 , const_1 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1000 ) | multiply ( #4 , #3 ) | subtract ( #1 , #5 ) | add ( #6 , const_1 ) | divide ( #7 , const_1000 ) | divide ( #9 , #8 )
youseff lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bike to work . it is takes him exactly n2 minutes more to walk to work than to ride his bike to work , then x equals ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
a , b and c start a business with each investing rs n0 . after n1 months a withdraws rs n2 , b withdraws rs n3 and c invests rs n4 more . at the end of the year , a total profit of rs n5 was recorded . find the share of a .	divide ( n2 , const_10 ) | add ( n0 , #0 )
weights of two friends ram and shyam are in the ratio of n0 : n1 . ram no_ascii_32 s weight increases by n2 % and the total weight of ram and shyam together becomes n3 kg , with an increase of n4 % . by what per cent did the weight of shyam increase ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
with both valves open , the pool will be filled with water in n0 minutes . the first valve alone would fill the pool in n1 hours . if the second valve emits n2 cubic meters of water more than the first every minute , then what is the capacity r of the pool ?	add ( const_1 , const_4 ) | divide ( n0 , const_60 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | multiply ( n2 , #3 )
mary works in a restaurant a maximum of n0 hours . for the first n1 hours , she is paid $ n2 per hour . for each overtime hour , she is paid at a rate which is n3 % higher than her regular rate . how much mary can earn in a week ?	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #3 , #2 ) | add ( #1 , #4 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
running at their respective constant rate , machine x takes n0 days longer to produce w widgets than machines y . at these rates , if the two machines together produce n4 w / n2 widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets .	multiply ( n0 , n4 ) | multiply ( n3 , #0 )
a city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_1000 ) | subtract ( const_3600 , const_100 ) | subtract ( n1 , const_1 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1000 ) | multiply ( #4 , #3 ) | subtract ( #1 , #5 ) | add ( #6 , const_1 ) | divide ( #7 , const_1000 ) | divide ( #9 , #8 )
mr yadav spends n0 % of his monthly salary on consumable items and n1 % of the remaining on clothes and transport . he saves the remaining amount . if his savings at the end of the year were n2 , how much amount per month would he have spent on clothes and transport ?	multiply ( const_3 , const_4 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n2 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
at a certain restaurant , the ratio of the number of cooks to the number of waiters is n3 to n1 . when n2 more waiters are hired , the ratio of the number of cooks to the number of waiters changes to n3 to n4 . how many cooks does the restaurant have ?	divide ( n2 , n4 ) | multiply ( #0 , #0 )
a customer purchased a package of ground beef at a cost of $ n0 per pound . for the same amount of money , the customer could have purchased a piece of steak that weighed n1 percent less than the package of ground beef . what was the cost per pound of the steak ?	multiply ( const_0_25 , const_2 ) | multiply ( const_0_33 , const_1 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
a train with a length of n0 meters , is traveling at a speed of n1 km / hr . the train enters a tunnel n2 km long . how many minutes does it take the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	divide ( n0 , const_1000 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
a train with a length of n0 meters , is traveling at a speed of n1 km / hr . the train enters a tunnel n2 km long . how many minutes does it take the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	divide ( n0 , const_1000 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
the regular price per can of a certain brand of soda is $ n0 . if the regular price per can is discounted n1 percent when the soda is purchased in n4 - can cases , what is the price of n3 cans of this brand of soda purchased in n4 - can cases ?	multiply ( n0 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
a train with a length of n0 meters , is traveling at a speed of n1 km / hr . the train enters a tunnel n2 km long . how many minutes does it take the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	divide ( n0 , const_1000 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
if n6 / n1 of the passengers on a ship are from north america , n6 / n3 are europeans , n6 / n5 are from africa , n6 / n7 are from asia and the remaining n8 people are citizens of other continents , then how many passengers are on board the ship ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 ) | divide ( n8 , #7 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then thearea of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
on a n0 mile course , pat bicycled at an average rate of n1 miles per hour for the first n2 minutes and without a break , ran the rest of the distance at an average rate of n3 miles per hour . how many minutes did pat take to cover the entire course ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n3 ) | multiply ( #3 , const_60 ) | add ( n2 , #4 )
a customer purchased a package of ground beef at a cost of $ n0 per pound . for the same amount of money , the customer could have purchased a piece of steak that weighed n1 percent less than the package of ground beef . what was the cost per pound of the steak ?	multiply ( const_0_25 , const_2 ) | multiply ( const_0_33 , const_1 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
in a certain flower shop , which stocks n0 types of flowers , there are n3 / n4 as many violets as carnations , and n3 / n4 as many tulips as violets . if there are equal numbers of roses and tulips , what percent of the flowers in the shop are carnations ?	multiply ( n2 , n2 ) | divide ( const_1 , #0 ) | add ( #1 , #1 ) | add ( #2 , const_1 ) | add ( #3 , const_0_33 ) | divide ( const_100 , #4 )
the regular price per can of a certain brand of soda is $ n0 . if the regular price per can is discounted n1 percent when the soda is purchased in n4 - can cases , what is the price of n3 cans of this brand of soda purchased in n4 - can cases ?	multiply ( n0 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
in a recent head - to - head run - off election , n0 , n1 absentee ballets were cast . n2 / n3 of the absentee ballets were thrown out and n4 / n5 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( n3 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #0 , #3 ) | subtract ( #3 , #4 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | divide ( #7 , const_1000 ) | divide ( #8 , const_4 ) | multiply ( #9 , n3 )
a and b are two stations n0 km apart . a train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at n4 kmph . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | add ( n1 , const_2 ) | divide ( #0 , #1 ) | add ( n1 , #3 ) | subtract ( #4 , #2 )
if greg buys n8 shirts , n1 trousers and n10 ties , the total cost is $ n3 . if greg buys n4 shirts , n10 trousers and n10 ties , the total cost is $ n7 . how much will it cost him to buy n8 trousers , n9 shirts and n10 ties ?	add ( n3 , n7 ) | divide ( #0 , n2 )
the vertex of a rectangle are ( n7 , n3 ) , ( n6 , n3 ) , ( n7 , n7 ) and ( n6 , n7 ) respectively . if line l passes through the origin and divided the rectangle into two identical quadrilaterals , what is the slope of line l ?	subtract ( n2 , n0 ) | add ( #0 , n5 ) | divide ( #1 , n5 ) | divide ( n0 , #2 )
n3 - n1 percent of the programmers in a startup company weigh n8 pounds or more . n3 - n4 percent of the programmers that are under n8 pounds in that same company weigh n7 pounds or less . what percent of the programmers in the startup company weigh between n7 and n8 pounds ?	add ( n0 , n4 ) | add ( n0 , n1 ) | subtract ( const_100 , #0 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_100 ) | multiply ( #4 , #3 )
two pipes a and b can separately fill a tank in n0 and n3 minutes respectively . a third pipe c can drain off n2 liters of water per minute . if all the pipes are opened , the tank can be filled in n3 minutes . what is the capacity of the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | subtract ( #5 , #3 ) | inverse ( #6 ) | multiply ( #7 , const_3 ) | multiply ( n1 , #8 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
a briefcase has a number - lock system containing a combination of n3 digits ( each digit can be of numbers n1 to n2 ) . if the correct combination is unknown , how much maximum time would be required to open the bag if each no_ascii_30 trial no_ascii_79 of combination takes n3 seconds ?	add ( n2 , const_1 ) | multiply ( #0 , #0 ) | multiply ( #0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_60 )
in the x - y plane , there are n10 points ( n8 , n8 ) , ( n8 , n10 ) , ( n7 , n10 ) , and ( n7 , n8 ) . if these n10 points makes a rectangle , what is the probability that x + y < n10 ?	add ( const_1 , n0 ) | multiply ( n0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #3 )
the cross - section of a water channel is a trapezium in shape . if the channel is n0 meters wide at the top and n1 meters wide at the bottom and the area of cross - section is n2 square meters , what is the depth of the channel ( in meters ) ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
a work crew of n0 men takes n1 days to complete one - half of a job . if n2 men are then added to the crew and the men continue to work at the same rate , how many days will it take the enlarged crew to do the rest of the job ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | add ( n1 , #2 )
last year , for every n0 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
in the x - y plane , there are n10 points ( n8 , n8 ) , ( n8 , n10 ) , ( n7 , n10 ) , and ( n7 , n8 ) . if these n10 points makes a rectangle , what is the probability that x + y < n10 ?	add ( const_1 , const_4 ) | multiply ( n0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #3 )
a special municipal payroll tax charges not tax on a payroll less than $ n3 , n4 and only n2 % on a company no_ascii_32 s payroll above $ n3 , n4 . if belfried industries paid $ n5 in this special municipal payroll tax , then they must have had a payroll of ?	multiply ( n3 , const_100 ) | multiply ( #0 , const_10 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along theoundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
in a recent head - to - head run - off election , n0 , n1 absentee ballets were cast . n4 / n5 of the absentee ballets were thrown out and n4 / n5 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n1 , n2 ) | divide ( const_3.0 , n4 ) | multiply ( n3 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #0 , #3 ) | subtract ( #3 , #4 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | divide ( #7 , const_1000 ) | divide ( #8 , const_4 ) | multiply ( #9 , n3 )
the output of a factory is increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a special municipal payroll tax charges not tax on a payroll less than $ n3 , n4 and only n2 % on a company no_ascii_32 s payroll above $ n3 , n4 . if belfried industries paid $ n5 in this special municipal payroll tax , then they must have had a payroll of ?	multiply ( n3 , const_100 ) | multiply ( #0 , const_10 )
there are n0 students in a school and among them n1 % of them attends chess class . n2 % of the students who are in the chess class are also enrolled for swimming . no other students are interested in swimming so how many will attend the swimming class if all enrolled attends ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
with both valves open , the pool will be filled with water in n0 minutes . the first valve alone would fill the pool in n1 hours . if the second valve emits n2 cubic meters of water more than the first every minute , then what is the capacity t of the pool ?	add ( const_1 , const_4 ) | divide ( n0 , const_60 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | multiply ( n2 , #3 )
in a new housing development , trees are to be planted along the sidewalk of a certain street . each tree takes up one square foot of sidewalk space , and there are to be n0 feet between each tree . how many trees can be planted if the road is n1 feet long ?	add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
the vertex of a rectangle are ( n4 , n3 ) , ( n6 , n3 ) , ( n4 , n7 ) and ( n6 , n7 ) respectively . if line l passes through the origin and divided the rectangle into two identical quadrilaterals , what is the slope of line l ?	subtract ( n2 , n0 ) | add ( #0 , n5 ) | divide ( #1 , n5 ) | divide ( n0 , #2 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
the vertex of a rectangle are ( n4 , n3 ) , ( n6 , n3 ) , ( n4 , n7 ) and ( n6 , n7 ) respectively . if line l passes through the origin and divided the rectangle into two identical quadrilaterals , what is the slope of line l ?	subtract ( n2 , n0 ) | add ( #0 , const_2 ) | divide ( #1 , const_2 ) | divide ( const_1 , #2 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
jackie has two solutions that are n0 percent sulfuric acid and n4 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
a work crew of n0 men takes n1 days to complete one - half of a job . if n2 men are then added to the crew and the men continue to work at the same rate , how many days will it take the enlarged crew to do the rest of the job ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | add ( n1 , #2 )
the output of a factory is increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
if greg buys n0 shirts , n1 trousers and n10 ties , the total cost is $ n7 . if greg buys n4 shirts , n5 trousers and n10 ties , the total cost is $ n7 . how much will it cost him to buy n8 trousers , n10 shirts and n10 ties ?	add ( n3 , n7 ) | divide ( #0 , n2 )
mary works in a restaurant a maximum of n0 hours . for the first n1 hours , she is paid $ n2 per hour . for each overtime hour , she is paid at a rate which is n3 % higher than her regular rate . how much mary can earn in a week ?	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #3 , #2 ) | add ( #1 , #4 )
anup manages to draw n0 circles of equal radii with their centres on the diagonal of a square such that two extreme circles touch two sides of the square and each middle circle touches two circles on either side . find the ratio of radius of the circles to the side of the square .	sqrt ( const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | divide ( #0 , #2 )
the regular price per can of a certain brand of soda is $ n0 . if the regular price per can is discounted n1 percent when the soda is purchased in n4 - can cases , what is the price of n3 cans of this brand of soda purchased in n4 - can cases ?	multiply ( n0 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 )
if n6 / n1 of the passengers on a ship are from north america , n6 / n3 are europeans , n6 / n5 are from africa , n6 / n7 are from asia and the remaining n8 people are citizens of other continents , then how many passengers are on board the ship ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 ) | divide ( n8 , #7 )
the output of a factory is increased by n1 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
the distance between a & b is n0 km . a person is traveling from a to b at n1 km / hr started at n2 am and another person is traveling from b to a at n3 km / hr and started at same time . then at what time they meet together .	add ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n3 )
in a recent head - to - head run - off election , n0 , n1 absentee ballets were cast . n2 / n3 of the absentee ballets were thrown out and n4 / n5 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( const_3 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #0 , #3 ) | subtract ( #3 , #4 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | divide ( #7 , const_1000 ) | divide ( #8 , const_4 ) | multiply ( #9 , const_3 )
alice , benjamin , and carol each try independently to win a carnival game . if their individual probabilities for success are n0 / n1 , n6 / n3 , and n4 / n5 , respectively , what is the probability that exactly two of the n6 players will win but one will lose ?	divide ( n4 , n5 ) | divide ( const_4 , n1 ) | divide ( n2 , n3 ) | divide ( n0 , n1 ) | divide ( n1 , n3 ) | divide ( n1 , n5 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #3 , #2 ) | multiply ( #0 , #6 ) | multiply ( #0 , #7 ) | multiply ( #5 , #8 ) | add ( #9 , #10 ) | add ( #12 , #11 )
company z has n0 employees . if the number of employees having birthdays on wednesday is more than the number of employees having birthdays on any other day of the week , each of which have same number of birth - days , what is the minimum number of employees having birthdays on wednesday .	add ( const_3 , const_4 ) | divide ( n0 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #3 , const_4 )
jackie has two solutions that are n4 percent sulfuric acid and n1 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
if n0 % of a class averages n1 % on a test , n2 % of the class averages n3 % on the test , and the remainder of the class averages n4 % on the test , what is the overall class average ? ( round final answer to the nearest percent ) .	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( const_100 , #0 ) | multiply ( n4 , #4 ) | add ( #3 , #5 ) | divide ( #6 , const_100 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
one hour after adrienne started walking the n0 miles from x to y , william started walking from x to y as well . adrienne walks n1 miles per hour and william walks n2 mile per hour faster than adrienne . how far from x will william be when he catches up to adrienne ?	add ( n1 , n2 ) | multiply ( n1 , #0 ) | stream_speed ( #1 , n2 )
last year , for every n1 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
in a recent head - to - head run - off election , n0 , n1 absentee ballets were cast . n4 / n3 of the absentee ballets were thrown out and n4 / n5 of the remaining absentee ballets were cast for candidate a . how many absentee votes did candidate b receive ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | multiply ( n3 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #0 , #3 ) | subtract ( #3 , #4 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | divide ( #7 , const_1000 ) | divide ( #8 , const_4 ) | multiply ( #9 , n3 )
line m lies in the xy - plane . the y - intercept of line m is - n0 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
a driver would have reduced the time it took to drive from home to the store by n0 / n1 if the average speed had been increased by n2 miles per hour . what was the actual average speed , in miles per hour , when the driver drove from home to the store ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , n2 ) | subtract ( n0 , #1 ) | divide ( #2 , #3 )
the output of a factory is increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
there are n0 students in a school and among them n1 % of them attends chess class . n2 % of the students who are in the chess class are also enrolled for swimming . no other students are interested in swimming so how many will attend the swimming class if all enrolled attends ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
at the faculty of aerospace engineering , n0 students study random - processing methods , n1 students study scramjet rocket engines and n2 students study them both . if every student in the faculty has to study one of the two subjects , how many students are there in the faculty of aerospace engineering ?	divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
company z has n0 employees . if the number of employees having birthdays on wednesday is more than the number of employees having birthdays on any other day of the week , each of which have same number of birth - days , what is the minimum number of employees having birthdays on wednesday .	add ( const_3 , const_4 ) | divide ( n0 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #3 , const_4 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corner , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
on a purchase of $ n0 , a store offered a payment plan consisting of a $ n2 down payment and n2 monthly payments of $ n3 each . what percent of the purchase price , to the nearest tenth of a percent , did the customer pay in interest by using this plan ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
mukesh borrowed a sum of rs . n0 at simple interest from a bank . after two years he takes rs . n1 more as loan and discharge all the debt at the end of next n2 years depositing rs . n3 to the bank . what is the rate of interest per annum ?	add ( n0 , n1 ) | add ( n2 , const_2 ) | multiply ( n1 , n2 ) | multiply ( n0 , #1 ) | subtract ( n3 , #0 ) | add ( #3 , #2 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
in a village there are n0 men and n1 women in present time . if in next year population will be p = ( a ^ n7 + b ^ n7 ) ^ n4 / n7 , and in every year men are reduces n6 % . what is population of after n7 year .	divide ( n4 , n6 ) | divide ( n4 , n2 ) | power ( n0 , n2 ) | power ( n1 , n2 ) | add ( #2 , #3 ) | subtract ( n4 , #0 ) | multiply ( n0 , #5 ) | power ( #4 , #1 ) | power ( #6 , n2 ) | subtract ( #7 , #6 ) | power ( #9 , n2 ) | add ( #8 , #10 ) | power ( #11 , #1 )
on a purchase of $ n0 , a store offered a payment plan consisting of a $ n1 down payment and n2 monthly payments of $ n3 each . what percent of the purchase price , to the nearest tenth of a percent , did the customer pay in interest by using this plan ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
a company sells pens and pencils . the revenue from pens in n0 was up n1 % from n7 . the revenue from pencils declined n3 % over the same period . overall revenue was down n4 % from n5 to n6 . what was the ratio of pencil revenue to pen revenue in n7	add ( n1 , const_100 ) | subtract ( const_100 , n4 ) | subtract ( const_100 , n3 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
running at their respective constant rates , machine x takes n0 days longer to produce w widgets than machine y . at these rates , if the two machines together produce n1 / n2 w widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets ?	multiply ( n2 , n3 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
in a competitive examination in a state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #1 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
running at their respective constant rate , machine x takes n0 days longer to produce w widgets than machines y . at these rates , if the two machines together produce n1 w / n4 widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets .	multiply ( n0 , n4 ) | multiply ( n3 , #0 )
in the x - y plane , there are n10 points ( n8 , n8 ) , ( n8 , n10 ) , ( n10 , n10 ) , and ( n10 , n8 ) . if these n10 points makes a rectangle , what is the probability that x + y < n10 ?	add ( const_1 , n0 ) | multiply ( n0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #3 )
running at their respective constant rates , machine x takes n0 days longer to produce w widgets than machine y . at these rates , if the two machines together produce n4 / n2 w widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets ?	multiply ( n2 , n3 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 )
if n6 / n1 of the passengers on a ship are from north america , n6 / n3 are europeans , n4 / n5 are from africa , n6 / n7 are from asia and the remaining n8 people are citizens of other continents , then how many passengers are on board the ship ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 ) | divide ( n8 , #7 )
jar x is n2 / n1 full of water . jar y , which has half the capacity of jar x , is n2 / n3 full of water . if the water in jar y is poured into jar x , then jar x will be filled to what fraction of its capacity ?	divide ( n0 , n1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
the diluted wine contains only n0 liters of wine and the rest is water . a new mixture whose concentration is n1 % , is to be formed by replacing wine . how many liters of mixture shall be replaced with pure wine if there was initially n2 liters of water in the mixture ?	add ( n0 , n2 ) | add ( const_3 , const_4 ) | divide ( #1 , n0 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #3 )
a japanese rock band made no_ascii_48 n0 million on their first album with sales of no_ascii_48 n1 million , and made no_ascii_48 n2 million on their second album with sales of no_ascii_48 n3 million . by approximately what percent did the ratio of profit to sales decrease from the first album to second album ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_100 )
jackie has two solutions that are n4 percent sulfuric acid and n1 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
jar x is n2 / n1 full of water . jar y , which has half the capacity of jar x , is n2 / n3 full of water . if the water in jar y is poured into jar x , then jar x will be filled to what fraction of its capacity ?	divide ( n0 , n3 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
a driver would have reduced the time it took to drive from home to the store by n0 / n1 if the average speed had been increased by n2 miles per hour . what was the actual average speed , in miles per hour , when the driver drove from home to the store ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( n0 , #1 ) | divide ( #2 , #3 )
a customer purchased a package of ground beef at a cost of $ n0 per pound . for the same amount of money , the customer could have purchased a piece of steak that weighed n1 percent less than the package of ground beef . what was the cost per pound of the steak ?	multiply ( const_0_25 , const_2 ) | multiply ( const_0_33 , const_1 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
mary works in a restaurant a maximum of n0 hours . for the first n1 hours , she is paid $ n2 per hour . for each overtime hour , she is paid at a rate which is n3 % higher than her regular rate . how much mary can earn in a week ?	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #3 , #2 ) | add ( #1 , #4 )
village p no_ascii_32 s population is n0 greater than village q ' s population . if village q no_ascii_32 s population were reduced by n1 people , then village p no_ascii_32 s population would be n2 times as large as village q ' s population . what is village q ' s current population ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_3 )
the length and the breadth of a rectangle are in the ratio of n0 : n1 respectively . if the sides of the rectangle are extended on each side by n2 metre , the ratio of length to breadth becomes n3 : n4 . find the area of the original rectangle in square metres .	subtract ( n4 , n2 ) | subtract ( n3 , n2 ) | rectangle_area ( #0 , #1 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
last year elaine spent n0 % of her annual earnings on rent . this year she earned n1 % more than last year and she spent n2 % of her annual earnings on rent . the amount she spent on rent this year is what percent of the amount spent on rent last year ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
with both valves open , the pool will be filled with water in n0 minutes . the first valve alone would fill the pool in n1 hours . if the second valve emits n2 cubic meters of water more than the first every minute , then what is the capacity e of the pool ?	add ( const_1 , const_4 ) | divide ( n0 , const_60 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | multiply ( n2 , #3 )
the output of a factory is increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
a rock is dropped into a well and the distance traveled is n0 t n1 feet , where t is the time . if the water splash is heard n2 seconds after the rock was dropped , and that the speed of sound is n3 ft / sec , approximate the height of the well	multiply ( n3 , n3 ) | multiply ( n2 , n3 ) | multiply ( n0 , const_4 ) | multiply ( n0 , const_2 ) | multiply ( #1 , #2 ) | add ( #0 , #4 ) | sqrt ( #5 ) | subtract ( #6 , n3 ) | divide ( #7 , #3 ) | multiply ( #8 , #8 ) | multiply ( n0 , #9 )
line m lies in the xy - plane . the y - intercept of line m is - n0 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , const_1 ) | divide ( #4 , #3 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
if n0 engines consume n1 metric tonnes of coal , when each is working n3 hoursa day , how much coal will be required for n3 engines , each running n4 hours a day , it is being given that n5 engines of former type consume as much as n6 engines of latter type ?	divide ( n0 , n5 ) | multiply ( n1 , const_0_25 ) | divide ( #1 , #0 ) | multiply ( n4 , #2 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
line m lies in the xy - plane . the y - intercept of line m is - n4 , and line m passes through the midpoint of the line segment whose endpoints are ( n4 , n3 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
the water level in a reservoir has been dropping at the rate of n0 inches per day . exactly n1 days ago , the water level was at h inches . what will be the water level exactly n2 days from now if the rate at which the level is dropping remains the same ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
running at their respective constant rate , machine x takes n0 days longer to produce w widgets than machines y . at these rates , if the two machines together produce n1 w / n2 widgets in n4 days , how many days would it take machine x alone to produce n4 w widgets .	multiply ( n0 , n4 ) | multiply ( n3 , #0 )
salad dressing p is made up of n0 % vinegar and n1 % oil , and salad dressing q contains n2 % vinegar and n3 % oil . if the two dressings are combined to produce a salad dressing that is n4 % vinegar , dressing p comprises what percentage of the new dressing ?	subtract ( n0 , n2 ) | subtract ( n4 , n2 ) | divide ( #0 , #1 )
company z has n0 employees . if the number of employees having birthdays on wednesday is more than the number of employees having birthdays on any other day of the week , each of which have same number of birth - days , what is the minimum number of employees having birthdays on wednesday .	add ( const_3 , const_4 ) | divide ( n0 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #3 , const_4 )
jar x is n2 / n3 full of water . jar y , which has half the capacity of jar x , is n2 / n3 full of water . if the water in jar y is poured into jar x , then jar x will be filled to what fraction of its capacity ?	divide ( n0 , n1 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
n6 milkmen rented a pasture . a grazed n1 cows for n8 months , b n3 cows for n4 months , c n5 cows for n6 months and d n7 cows for n8 months . if a no_ascii_32 s share of rent is rs . n9 , find the total rent of the field .	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n0 , n5 ) | multiply ( n2 , n7 ) | add ( #0 , #1 ) | add ( #2 , #3 ) | add ( #4 , #5 ) | multiply ( n9 , #6 ) | divide ( #7 , #0 )
in a competitive examination in a state a , n0 % candidates got selected from the total appeared candidates . state b had an equal number of candidates appeared and n1 % candidates got selected with n2 more candidates got selected than a . what was the number of candidates appeared from each state ?	subtract ( n1 , n0 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #1 )
a person spends n4 / n1 rd of the money with him on clothes , n4 / n3 th of the remaining on food and n4 / n5 th of the remaining on travel . now , he is left with rs n6 . how much did he have with him in the beginning ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | divide ( n6 , #5 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
if greg buys n0 shirts , n5 trousers and n8 ties , the total cost is $ n3 . if greg buys n4 shirts , n5 trousers and n8 ties , the total cost is $ n7 . how much will it cost him to buy n8 trousers , n9 shirts and n10 ties ?	add ( n3 , n7 ) | divide ( #0 , n5 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling alongthe oundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
if greg buys n0 shirts , n4 trousers and n10 ties , the total cost is $ n3 . if greg buys n4 shirts , n10 trousers and n10 ties , the total cost is $ n7 . how much will it cost him to buy n8 trousers , n9 shirts and n10 ties ?	add ( n3 , n7 ) | divide ( #0 , n2 )
ray writes a two digit number . he sees that the number exceeds n0 times the sum of its digits by n1 . if the number is increased by n2 , the result is the same as the number formed by reversing the digits . find the sum of the digits of the number .	subtract ( n2 , n1 ) | divide ( #0 , n1 )
jackie has two solutions that are n4 percent sulfuric acid and n1 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
a tiger is n0 of its own leaps behind a deer . the tiger takes n4 leaps per minutes to deer no_ascii_32 s n2 . if the tiger and the deer cover n3 m and n4 m per leap respectively , what distance will the tiger have to run before it catches the deer ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( #4 , #1 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
a train with a length of n0 meters , is traveling at a speed of n1 km / hr . the train enters a tunnel n2 km long . how many minutes does it take the train to pass through the tunnel from the moment the front enters to the moment the rear emerges ?	divide ( n0 , const_1000 ) | add ( n2 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_60 )
a person spends n4 / n1 rd of the money with him on clothes , n4 / n3 th of the remaining on food and n4 / n5 th of the remaining on travel . now , he is left with rs n6 . how much did he have with him in the beginning ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | divide ( n6 , #5 )
marginal cost is the cost of increasing the quantity produced ( or purchased ) by one unit . if the fixed cost for n products is $ n0 , n4 and the marginal cost is $ n2 , and the total cost is $ n3 , n4 , what is the value of n ?	divide ( n1 , const_10 )
line m lies in the xy - plane . the y - intercept of line m is - n1 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n4 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
at a certain restaurant , the ratio of the number of cooks to the number of waiters is n0 to n1 . when n2 more waiters are hired , the ratio of the number of cooks to the number of waiters changes to n3 to n4 . how many cooks does the restaurant have ?	divide ( n2 , const_4.0 ) | multiply ( #0 , #0 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
there is a n0 % chance that tigers will not win at all during the whole season . there is a n1 % chance that germany will not play at all in the whole season . what is the greatest possible probability that the tigers will win and germany will play during the season ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( const_1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , #5 )
mary works in a restaurant a maximum of n0 hours . for the first n1 hours , she is paid $ n2 per hour . for each overtime hour , she is paid at a rate which is n3 % higher than her regular rate . how much mary can earn in a week ?	divide ( n3 , const_100 ) | multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #3 , #2 ) | add ( #1 , #4 )
running at their respective constant rate , machine x takes n4 days longer to produce w widgets than machines y . at these rates , if the two machines together produce n1 w / n2 widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets .	multiply ( n0 , n4 ) | multiply ( n3 , #0 )
at a certain restaurant , the ratio of the number of cooks to the number of waiters is n0 to n1 . when n2 more waiters are hired , the ratio of the number of cooks to the number of waiters changes to n3 to n4 . how many cooks does the restaurant have ?	divide ( n2 , n4 ) | multiply ( #0 , #0 )
a city with a population of n0 , n1 is to be divided into n3 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_1000 ) | subtract ( const_3600 , const_100 ) | subtract ( n1 , const_1 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1000 ) | multiply ( #4 , #3 ) | subtract ( #1 , #5 ) | add ( #6 , const_1 ) | divide ( #7 , const_1000 ) | divide ( #9 , #8 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
line m lies in the xy - plane . the y - intercept of line m is - n1 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
on a purchase of $ n0 , a store offered a payment plan consisting of a $ n1 down payment and n2 monthly payments of $ n3 each . what percent of the purchase price , to the nearest tenth of a percent , did the customer pay in interest by using this plan ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
the regular price per can of a certain brand of soda is $ n0 . if the regular price per can is discounted n1 percent when the soda is purchased in n4 - can cases , what is the price of n3 cans of this brand of soda purchased in n4 - can cases ?	multiply ( n0 , n3 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
two pipes a and b can separately fill a tank in n0 and n1 minutes respectively . a third pipe c can drain off n2 liters of water per minute . if all the pipes are opened , the tank can be filled in n3 minutes . what is the capacity of the tank ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | subtract ( #5 , #3 ) | inverse ( #6 ) | multiply ( #7 , const_3 ) | multiply ( n1 , #8 )
with both valves open , the pool will be filled with water in n0 minutes . the first valve alone would fill the pool in n1 hours . if the second valve emits n2 cubic meters of water more than the first every minute , then what is the capacity q of the pool ?	add ( const_1 , const_4 ) | divide ( n0 , const_60 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | multiply ( n2 , #3 )
mary invested a certain sum of money in a bank that paid simple interest . the amount grew to $ n0 at the end of n1 years . she waited for another n2 years and got a final amount of $ n3 . what was the principal amount that she invested at the beginning ?	subtract ( n3 , n0 ) | divide ( #0 , n2 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
youseff lives x blocks from his office . it takes him n0 minute per block to walk to work and n1 seconds per block to ride his bike to work . it is takes him exactly n2 minutes more to walk to work than to ride his bike to work , then x equals ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
at the faculty of aerospace engineering , n0 students study random - processing methods , n1 students study scramjet rocket engines and n2 students study them both . if every student in the faculty has to study one of the two subjects , how many students are there in the faculty of aerospace engineering ?	divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
in the x - y plane , there are n10 points ( n8 , n8 ) , ( n8 , n10 ) , ( n7 , n10 ) , and ( n7 , n8 ) . if these n10 points makes a rectangle , what is the probability that x + y < n10 ?	add ( const_1 , n0 ) | multiply ( n0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #3 )
the vertex of a rectangle are ( n4 , n3 ) , ( n6 , n3 ) , ( n4 , n7 ) and ( n6 , n7 ) respectively . if line l passes through the origin and divided the rectangle into two identical quadrilaterals , what is the slope of line l ?	subtract ( n2 , n0 ) | add ( #0 , n5 ) | divide ( #1 , n5 ) | divide ( n0 , #2 )
last year elaine spent n0 % of her annual earnings on rent . this year she earned n1 % more than last year and she spent n2 % of her annual earnings on rent . the amount she spent on rent this year is what percent of the amount spent on rent last year ?	divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
marginal cost is the cost of increasing the quantity produced ( or purchased ) by one unit . if the fixed cost for n products is $ n0 , n4 and the marginal cost is $ n2 , and the total cost is $ n3 , n4 , what is the value of n ?	divide ( n1 , const_10 )
n0 friends a and b running up hill and then to get down length of road - n1 yads a on his return journey met b going up at n2 yards from top if a has finished race n3 minute earlier than b then how much time a had taken to complete the race ?	divide ( n1 , const_10 ) | multiply ( n0 , n1 ) | subtract ( #0 , const_4 ) | divide ( n3 , #2 ) | multiply ( #3 , #1 )
ron has had n0 pay cuts in her salary in the past n1 months . if the first pay cut was n2 % , the second pay cut was n3 % and the third was n4 % . what will be the percentage decrease , if the salary is decreased in a single shot ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | subtract ( const_100 , n2 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | multiply ( #1 , #4 ) | subtract ( #4 , #5 ) | subtract ( const_100 , #6 )
a person spends n4 / n1 rd of the money with him on clothes , n4 / n3 th of the remaining on food and n4 / n5 th of the remaining on travel . now , he is left with rs n6 . how much did he have with him in the beginning ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | divide ( n6 , #5 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along theboundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
a driver would have reduced the time it took to drive from home to the store by n0 / n1 if the average speed had been increased by n2 miles per hour . what was the actual average speed , in miles per hour , when the driver drove from home to the store ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | multiply ( #1 , n2 ) | subtract ( n0 , #1 ) | divide ( #2 , #3 )
marginal cost is the cost of increasing the quantity produced ( or purchased ) by one unit . if the fixed cost for n products is $ n0 , n4 and the marginal cost is $ n2 , and the total cost is $ n3 , n4 , what is the value of n ?	divide ( n1 , const_10 )
a boy want to make a cuboid of dimension n0 m , n1 m , n2 m from small cubes of . n3 m n4 . later he realized he can make same cuboid by making it hollow . then it takes some cubes less . what is the no . of these cubes ?	divide ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | subtract ( n1 , const_1 ) | subtract ( n2 , const_1 ) | multiply ( n2 , #1 ) | multiply ( #2 , #3 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 ) | divide ( #8 , #0 ) | subtract ( #7 , #9 )
village p no_ascii_32 s population is n0 greater than village q ' s population . if village q no_ascii_32 s population were reduced by n1 people , then village p no_ascii_32 s population would be n2 times as large as village q ' s population . what is village q ' s current population ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_3 )
a person spends n4 / n1 rd of the money with him on clothes , n4 / n3 th of the remaining on food and n4 / n5 th of the remaining on travel . now , he is left with rs n6 . how much did he have with him in the beginning ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | divide ( n6 , #5 )
it takes joey the postman n1 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
jackie has two solutions that are n0 percent sulfuric acid and n4 percent sulfuric acid by volume , respectively . if these solutions are mixed in appropriate quantities to produce n2 liters of a solution that is n3 percent sulfuric acid , approximately how many liters of the n4 percent solution will be required ?	divide ( n2 , const_10 ) | multiply ( #0 , const_3 )
in a village there are n0 men and n1 women in present time . if in next year population will be p = ( a ^ n7 + b ^ n7 ) ^ n4 / n7 , and in every year men are reduces n6 % . what is population of after n7 year .	divide ( n4 , n6 ) | divide ( n4 , n2 ) | power ( n0 , n2 ) | power ( n1 , n2 ) | add ( #2 , #3 ) | subtract ( n4 , #0 ) | multiply ( n0 , #5 ) | power ( #4 , #1 ) | power ( #6 , n2 ) | subtract ( #7 , #6 ) | power ( #9 , n2 ) | add ( #8 , #10 ) | power ( #11 , #1 )
last year , for every n0 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
mr yadav spends n0 % of his monthly salary on consumable items and n1 % of the remaining on clothes and transport . he saves the remaining amount . if his savings at the end of the year were n2 , how much amount per month would he have spent on clothes and transport ?	multiply ( const_3 , const_4 ) | subtract ( const_100 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n2 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , #4 )
in a village there are n0 men and n1 women in present time . if in next year population will be p = ( a ^ n7 + b ^ n7 ) ^ n4 / n7 , and in every year men are reduces n6 % . what is population of after n7 year .	divide ( n4 , n6 ) | divide ( n4 , n2 ) | power ( n0 , n2 ) | power ( n1 , n2 ) | add ( #2 , #3 ) | subtract ( n4 , #0 ) | multiply ( n0 , #5 ) | power ( #4 , #1 ) | power ( #6 , n2 ) | subtract ( #7 , #6 ) | power ( #9 , n2 ) | add ( #8 , #10 ) | power ( #11 , #1 )
the cross - section of a water channel is a trapezium in shape . if the channel is n0 meters wide at the top and n1 meters wide at the bottom and the area of cross - section is n2 square meters , what is the depth of the channel ( in meters ) ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
there is a n1 % chance that tigers will not win at all during the whole season . there is a n1 % chance that federer will not play at all in the whole season . what is the greatest possible probability that the tigers will win and federer will play during the season ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n1 , #1 ) | divide ( n0 , #1 ) | subtract ( const_1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , #5 )
a certain city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district what is the minimum possible population that the least populated district could have ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_100 )
last year , for every n0 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
at the faculty of aerospace engineering , n0 students study random - processing methods , n1 students study scramjet rocket engines and n2 students study them both . if every student in the faculty has to study one of the two subjects , how many students are there in the faculty of aerospace engineering ?	divide ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | add ( #1 , #2 )
if greg buys n8 shirts , n1 trousers and n10 ties , the total cost is $ n3 . if greg buys n4 shirts , n10 trousers and n10 ties , the total cost is $ n7 . how much will it cost him to buy n8 trousers , n9 shirts and n10 ties ?	add ( n3 , n7 ) | divide ( #0 , n2 )
salad dressing p is made up of n0 % vinegar and n1 % oil , and salad dressing q contains n2 % vinegar and n3 % oil . if the two dressings are combined to produce a salad dressing that is n4 % vinegar , dressing p comprises what percentage of the new dressing ?	subtract ( n0 , n2 ) | subtract ( n4 , n2 ) | divide ( #0 , #1 )
in a new housing development , trees are to be planted along the sidewalk of a certain street . each tree takes up one square foot of sidewalk space , and there are to be n0 feet between each tree . how many trees can be planted if the road is n1 feet long ?	add ( n0 , const_1 ) | subtract ( n1 , const_1 ) | divide ( #1 , #0 ) | add ( #2 , const_1 )
the cross - section of a water channel is a trapezium in shape . if the channel is n0 meters wide at the top and n1 meters wide at the bottom and the area of cross - section is n2 square meters , what is the depth of the channel ( in meters ) ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
the cricket team of n0 members is n1 yrs old & the wicket keeper is n2 yrs older . if the ages ofthese n3 are excluded , the average age of theremaining players is n4 year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , const_3 ) | subtract ( n0 , n3 ) | add ( n1 , #0 ) | subtract ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #4 , #3 )
line m lies in the xy - plane . the y - intercept of line m is - n2 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
in a village there are n0 men and n1 women in present time . if in next year population will be p = ( a ^ n7 + b ^ n7 ) ^ n4 / n7 , and in every year men are reduces n6 % . what is population of after n7 year .	divide ( n4 , n6 ) | divide ( n4 , n2 ) | power ( n0 , n2 ) | power ( n1 , n2 ) | add ( #2 , #3 ) | subtract ( n4 , #0 ) | multiply ( n0 , #5 ) | power ( #4 , #1 ) | power ( #6 , n2 ) | subtract ( #7 , #6 ) | power ( #9 , n2 ) | add ( #8 , #10 ) | power ( #11 , #1 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
village p no_ascii_32 s population is n0 greater than village q ' s population . if village q no_ascii_32 s population were reduced by n1 people , then village p no_ascii_32 s population would be n2 times as large as village q ' s population . what is village q ' s current population ?	multiply ( n1 , n2 ) | add ( n0 , #0 ) | divide ( #1 , const_3 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
a city with a population of n0 , n1 is to be divided into n2 voting districts , and no district is to have a population that is more than n3 percent greater than the population of any other district . what is the minimum possible population that the least populated district could have ?	divide ( n2 , const_100 ) | multiply ( const_100 , const_1000 ) | subtract ( const_3600 , const_100 ) | subtract ( n1 , const_1 ) | add ( #0 , const_1 ) | subtract ( #2 , const_1000 ) | multiply ( #4 , #3 ) | subtract ( #1 , #5 ) | add ( #6 , const_1 ) | divide ( #7 , const_1000 ) | divide ( #9 , #8 )
a customer purchased a package of ground beef at a cost of $ n0 per pound . for the same amount of money , the customer could have purchased a piece of steak that weighed n1 percent less than the package of ground beef . what was the cost per pound of the steak ?	multiply ( const_0_25 , const_2 ) | multiply ( const_0_33 , const_1 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
a work crew of n0 men takes n1 days to complete one - half of a job . if n2 men are then added to the crew and the men continue to work at the same rate , how many days will it take the enlarged crew to do the rest of the job ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 ) | add ( n1 , #2 )
running at their respective constant rates , machine x takes n0 days longer to produce w widgets than machine y . at these rates , if the two machines together produce n1 / n4 w widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets ?	multiply ( n2 , n3 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a person spends n4 / n1 rd of the money with him on clothes , n4 / n3 th of the remaining on food and n4 / n5 th of the remaining on travel . now , he is left with rs n6 . how much did he have with him in the beginning ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | divide ( n6 , #5 )
an escalator moves towards the top level at the rate of n0 ft . sec and its length is n1 feet . if a person walks on the moving escalator at the rate of n2 feet per second towards the top level , how much time does he take to cover the entire length .	add ( n0 , n2 ) | divide ( n1 , #0 )
the output of a factory is increased by n0 % to keep up with rising demand . to handle the holiday rush , this new output is increased by n1 % . by approximately what percent would the output of the factory now have to be decreased in order to restore the original output ?	add ( const_10 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
on a purchase of $ n0 , a store offered a payment plan consisting of a $ n3 down payment and n2 monthly payments of $ n3 each . what percent of the purchase price , to the nearest tenth of a percent , did the customer pay in interest by using this plan ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
mary invested a certain sum of money in a bank that paid simple interest . the amount grew to $ n0 at the end of n1 years . she waited for another n2 years and got a final amount of $ n3 . what was the principal amount that she invested at the beginning ?	subtract ( n3 , n0 ) | divide ( #0 , n2 ) | multiply ( n1 , #1 ) | subtract ( n0 , #2 )
if n6 / n1 of the passengers on a ship are from north america , n6 / n3 are europeans , n6 / n5 are from africa , n6 / n7 are from asia and the remaining n8 people are citizens of other continents , then how many passengers are on board the ship ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | subtract ( n0 , #6 ) | divide ( n8 , #7 )
jar x is n2 / n1 full of water . jar y , which has half the capacity of jar x , is n2 / n3 full of water . if the water in jar y is poured into jar x , then jar x will be filled to what fraction of its capacity ?	divide ( n0 , n3 ) | multiply ( #0 , #0 ) | add ( #0 , #1 )
company c sells a line of n0 products with an average retail price of $ n1 . if none of these products sells for less than $ n2 , and exactly n3 of the products sell for less than $ n4 , what is the greatest possible selling price of the most expensive product ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( n3 , const_1 ) | multiply ( n4 , #2 ) | add ( #3 , #1 ) | subtract ( #0 , #4 )
line m lies in the xy - plane . the y - intercept of line m is - n1 , and line m passes through the midpoint of the line segment whose endpoints are ( n1 , n2 ) and ( n3 , - n4 ) . what is the slope of line m ?	add ( n1 , n3 ) | subtract ( n2 , n4 ) | divide ( #1 , n1 ) | divide ( #0 , n1 ) | add ( #2 , n0 ) | divide ( #4 , #3 )
carl bought n0 gumballs , lewis bought n1 gumballs , and carey bought x gumballs . the average ( arithmetic mean ) number of gumballs the n2 bought is between n3 and n4 , inclusive . what is the difference between the greatest number and the smallest number of gumballs carey could have bought ?	multiply ( n2 , n4 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 )
a rectangular lawn of dimensions n0 m * n1 m has two roads each n2 m wide running in the middle of the lawn , one parallel to the length and the other parallel to the breadth . what is the cost of traveling the two roads at rs . n3 per sq m ?	add ( n0 , n1 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 ) | multiply ( n3 , #2 )
last year , for every n0 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
running at their respective constant rates , machine x takes n0 days longer to produce w widgets than machine y . at these rates , if the two machines together produce n1 / n2 w widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets ?	multiply ( n2 , n3 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 )
in a zoo , the ratio of the number of cheetahs to the number of pandas is n0 : n1 and was the same n2 years ago . if the increase in the number of cheetahs in the zoo since then is n3 , then what is the increase in the number of pandas ?	lcm ( n0 , n1 ) | multiply ( n3 , #0 )
if a man walks at a rate of n3 kmph , he misses a train by n1 minutes . however , if he walks at the rate of n2 kmph , he reaches the station n3 minutes before the arrival of the train . find the distance covered by him to reach the station .	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | add ( #4 , #0 ) | multiply ( n0 , #5 )
n a certain flower shop , which stocks n4 types of flowers , there are n3 / n2 as many violets as carnations , and n3 / n4 as many tulips as violets . if there are equal numbers of roses and tulips , what percent of the flowers in the shop are carnations ?	divide ( n1 , n2 ) | add ( #0 , #0 ) | multiply ( #1 , const_100 )
on a purchase of $ n0 , a store offered a payment plan consisting of a $ n1 down payment and n2 monthly payments of $ n3 each . what percent of the purchase price , to the nearest tenth of a percent , did the customer pay in interest by using this plan ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , const_100 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
a perfect square is defined as the square of an integer and a perfect cube is defined as the cube of an integer . how many positive integers n are there such that n is less than n0 , n1 and at the same time n is a perfect square and a perfect cube ?	add ( const_2 , const_4 ) | divide ( #0 , const_1 )
running at their respective constant rate , machine x takes n0 days longer to produce w widgets than machines y . at these rates , if the two machines together produce n1 w / n2 widgets in n3 days , how many days would it take machine x alone to produce n4 w widgets .	multiply ( n0 , n4 ) | multiply ( n3 , #0 )
it takes joey the postman n0 hours to run a n1 mile long route every day . he delivers packages and then returns to the post office along the same path . if the average speed of the round trip is n2 mile / hour , what is the speed with which joey returns ?	multiply ( n1 , const_2 ) | divide ( #0 , n2 ) | subtract ( #1 , n0 ) | divide ( n1 , #2 )
the vertex of a rectangle are ( n4 , n3 ) , ( n6 , n3 ) , ( n4 , n7 ) and ( n6 , n7 ) respectively . if line l passes through the origin and divided the rectangle into two identical quadrilaterals , what is the slope of line l ?	subtract ( n2 , n0 ) | add ( #0 , n5 ) | divide ( #1 , n5 ) | divide ( n0 , #2 )
a women in her conversation said ` ` if u reverse my own age , in figures represent my husbands age . he is of course senior to me and difference between our age is one n0 ne - eleventh of their sum . what is the woman ' s and her husbands age ?	add ( const_1 , const_4 ) | multiply ( const_1 , const_1000 ) | divide ( #1 , const_2 ) | multiply ( #1 , const_4 ) | multiply ( #0 , const_10 ) | add ( #2 , #3 ) | add ( #5 , #4 )
company z has n0 employees . if the number of employees having birthdays on wednesday is more than the number of employees having birthdays on any other day of the week , each of which have same number of birth - days , what is the minimum number of employees having birthdays on wednesday .	add ( const_3 , const_4 ) | divide ( n0 , #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | add ( #3 , const_4 )
last year , for every n0 million vehicles that traveled on a certain highway , n1 vehicles were involved in accidents . if n2 billion vehicles traveled on the highway last year , how many of those vehicles were involved in accidents ? ( n4 billion = n4 , n7 , n7 , n7 )	multiply ( n2 , const_10 ) | multiply ( n1 , #0 )
salad dressing p is made up of n0 % vinegar and n1 % oil , and salad dressing q contains n2 % vinegar and n3 % oil . if the two dressings are combined to produce a salad dressing that is n4 % vinegar , dressing p comprises what percentage of the new dressing ?	subtract ( n0 , n2 ) | subtract ( n4 , n2 ) | divide ( #0 , #1 )
bucket a is n0 / n1 full of sand , and bucket b , which has one - half the capacity of bucket a , is n2 / n3 full of sand . jana pours the contents of bucket b into bucket a . bucket a is now filled to what fraction of its capacity ?	add ( n1 , n2 ) | multiply ( n3 , const_2 ) | divide ( #0 , #1 )
hammers and wrenches are manufactured at a uniform weight per hammer and a uniform weight per wrench . if the total weight of two hammers and two wrenches is one - third that of n0 hammers and n1 wrenches , then the total weight of one wrench is how many times that of one hammer ?	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
a palindrome is a word or a number that reads the same forward and backward . for example , n0 and n1 are palindromes . if n7 - digit palindromes are formed using one or more of the digits n3 , n4 , n5 , n6 , and n7 , how many palindromes are possible ?	power ( n2 , const_3 )
if n0 percent of the students at a certain school went to a camping trip and took more than $ n3 , and n2 percent of the students who went to the camping trip did not take more than $ n3 , what percentage of the students at the school went to the camping trip ?	subtract ( n1 , n2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is :	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
in the xy - plane , a triangle has vertices ( n6 , n6 ) , ( n4 , n6 ) and ( n4 , n5 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n6 ?	add ( n0 , const_10 ) | divide ( const_4 , #0 )
one computer can upload n4 megabytes worth of data in n1 seconds . two computers , including this one , working together , can upload n2 megabytes worth of data in n3 seconds . how long would it take for the second computer , working on its own , to upload n4 megabytes of data ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
every student in a room is either a junior or a senior . there is at least one junior and at least one senior in the room . if n0 / n3 of the juniors is equal to n2 / n3 of the seniors , what fraction of the students in the room are juniors ?	multiply ( n1 , n1 ) | add ( n3 , #0 ) | divide ( #0 , #1 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
each of the n0 points is placed either inside or on the surface of a perfect sphere . if n1 % or fewer of the points touch the surface , what is the maximum number of segments which , if connected from those points to form chords , could be the diameter of the sphere ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a cube with its sides numbered n2 through n3 is rolled twice , first landing on a and then landing on b . if any roll of the cube yields an equal chance of landing on any of the numbers n2 through n3 , what is the probability r that a + b is prime ?	add ( const_12 , const_3 ) | divide ( n0 , n1 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
in a certain lottery , the probability that a number between n4 and n7 , inclusive , is drawn is n2 / n3 . if the probability that a number n4 or larger is drawn is n5 / n6 , what is the probability that a number less than or equal to n7 is drawn ?	divide ( n0 , n3 ) | divide ( n5 , n6 ) | add ( n0 , #0 ) | subtract ( #2 , #1 )
triathlete dan runs along a n0 - mile stretch of river and then swims back along the same route . if dan runs at a rate of n1 miles per hour and swims at a rate of n2 miles per hour , what is his average rate for the entire trip in miles per minute ?	add ( n0 , n0 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | multiply ( #1 , const_60 ) | multiply ( #2 , const_60 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a train ride from two p to town q costs $ n0 more than does a bus ride from town p to town q . together , the cost of one train ride and one bus ride is $ n1 . what is the cost of a bus ride from town p to town q ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
a certain elevator has a safe weight limit of n0 pounds . what is the greatest possible number of people who can safely ride on the elevator at one time with the average ( arithmetic mean ) weight of half the riders being n1 pounds and the average weight of the others being n2 pounds ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
thabo owns exactly n0 books , and each book is either paperback fiction , paperback nonfiction , or hardcover nonfiction . if he owns n1 more paperback nonfiction books than hardcover nonfiction books , and twice as many paperback fiction books as paperback nonfiction books , how many hardcover books nonfiction books does thabo own ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( #1 , n1 )
a contractor undertakes to complete the construction of a tunnel n0 meters long in n4 days and employs n2 men for the purpose . after n3 days , he finds that only n4 meters of the tunnel is complete . how many more men should be employ in order to complete the work in time ?	subtract ( n3 , n2 )
martin bought n0 packet milk at an average price ( arithmetic mean ) of n1 no_ascii_28 . if martin returned two packet to the retailer , and the average price of the remaining millk packet was n2 no_ascii_28 , then what is the average price , in cents , of the two returned milk packets ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , const_2 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
circular gears l and r start to rotate at the same time at the same rate . gear l makes n0 complete revolutions per minute and gear r makes n1 revolutions per minute . how many seconds after the gears start to rotate will gear r have made exactly n2 more revolutions than gear l ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 ) | divide ( #3 , const_3 )
a certain school implemented a reading program for its students , with the goal of getting each student to read n0 books per month year - round . if the school has c classes made up of s students in each class , how many books will the entire student body read in one year ?	multiply ( n0 , const_12 )
robert is travelling on his cycle and has calculated to reach point a at n0 p . m . if he travels at n1 kmph , he will reach there at n2 noon if he travels at n3 kmph . at what speed must he travel to reach a at n4 p . m . ?	add ( n4 , const_4 ) | divide ( n4 , n1 ) | divide ( n4 , n3 ) | subtract ( #1 , #2 ) | divide ( n0 , #3 ) | divide ( #4 , #0 )
if two times of the daughter no_ascii_32 s age in years is included to the mother no_ascii_32 s age , the total is n0 and if two times of the mother no_ascii_32 s age is included to the daughter no_ascii_32 s age , the total is n1 . so the mother no_ascii_32 s age is ,	multiply ( n1 , const_2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
in the faculty of reverse - engineering , n1 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
john has taken n1 ( n1 ) tests that have an average of n2 . in order to bring his course grade up to a no_ascii_47 b no_ascii_32 , he will need to have a final average of n3 . what will he need to average on his final two tests to achieve this grade ?	multiply ( n3 , const_2 ) | subtract ( #0 , n2 )
a dress on sale in a shop is marked at $ d . during the discount sale its price is reduced by n0 % . staff are allowed a further n1 % reduction on the discounted price . if a staff member buys the dress what will she have to pay in terms of d ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( #2 , #3 )
two men start from opposite banks of a river . they meet n0 meters away from one of the banks on forward journey . after that they meet at n1 meters from the other bank of the river on their backward journey . what will be the width of the river ( in meters ) ?	add ( n0 , n1 ) | add ( n1 , #0 ) | add ( n1 , #1 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
in a particular state , n0 % of the counties received some rain on monday , and n1 % of the counties received some rain on tuesday . no rain fell either day in n2 % of the counties in the state . what percent of the counties received some rain on monday and tuesday ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | subtract ( #0 , #1 )
the sum of the first n positive perfect squares , where n is a positive integer , is given by the formula n ^ n1 / n1 + c * n ^ n2 + n / n3 , where c is a constant . what is the sum of the first n4 positive perfect squares ?	add ( n4 , const_1 ) | multiply ( n4 , n2 ) | add ( #1 , const_1 ) | multiply ( n4 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | divide ( #5 , #5 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
hammers and wrenches are manufactured at a uniform weight per hammer and a uniform weight per wrench . if the total weight of n0 hammers and three wrenches is one - third that of n1 hammers and n2 wrenches , then the total weight of one wrench is how many times that of one hammer ?	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
two cars , car n4 and car n6 move towards each other from q and y respectively with respective speeds of n2 m / s and n3 m / s . after meeting each other car n4 reaches y in n5 seconds . in how many seconds does car n6 reach q starting from y ?	add ( n2 , n3 ) | divide ( n3 , n2 ) | divide ( n5 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , n3 )
a truck covers a distance of n0 km at a certain speed in n1 hours . how much time would a car take at an average speed which is n2 kmph more than that of the speed of the truck to cover a distance which is n3 km more than that travelled by the truck ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #0 , #2 )
tickets to a certain concert sell for $ n3 each . the first n1 people to show up at the ticket booth received a n2 % discount , and the next n3 received a n4 % discount . if n5 people bought tickets to the concert , what was the total revenue from ticket sales ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n5 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( n1 , #3 ) | multiply ( n0 , #5 ) | add ( #6 , #4 ) | add ( #8 , #7 ) | multiply ( n0 , #9 )
n0 types of tea the a , b , c costs rs . n1 / kg , n4 / kg and n3 / kg respectively . how many kgs of each should be blended to produce n4 kg of mixture worth rs . n5 / kg , given that the quantities of band c are equal	subtract ( n2 , n3 ) | subtract ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_10 )
in a particular state , n0 % of the counties received some rain on monday , and n1 % of the counties received some rain on tuesday . no rain fell either day in n2 % of the counties in the state . what percent of the counties received some rain on monday and tuesday ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | subtract ( #0 , #1 )
on a ranch , a rancher can place a loop of rope , called a lasso , once in every n0 throws around a cow no_ascii_32 s neck . what is the probability that the rancher will be able to place a lasso around a cow no_ascii_32 s neck at least once in n1 attempts ?	divide ( const_1 , n0 ) | power ( #0 , n1 ) | subtract ( const_1 , #1 )
if n0 percent of the students at a certain school went to a camping trip and took more than $ n3 , and n2 percent of the students who went to the camping trip did not take more than $ n3 , what percentage of the students at the school went to the camping trip ?	subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
of the n0 passengers on flight n1 , n2 % are female . n3 % of the passengers sit in first class , and the rest of the passengers sit in coach class . if n4 / n5 of the passengers in first class are male , how many females are there in coach class ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | subtract ( #2 , #5 )
a basketball is dropped from a height of n0 feet . if it bounces back up to a height that is exactly half of its previous height , and it stops bouncing after hitting the ground for the fourth time , then how many total feet will the ball have traveled after n1 full bounces .	divide ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #0 , n1 ) | add ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 ) | divide ( #4 , n1 ) | add ( #5 , #2 ) | add ( #7 , #4 ) | add ( #8 , #4 ) | add ( #9 , #6 ) | multiply ( n1 , #10 ) | subtract ( #11 , #4 ) | subtract ( #12 , #4 ) | subtract ( #13 , #4 ) | subtract ( #14 , #4 )
in a certain lottery , the probability that a number between n4 and n7 , inclusive , is drawn is n5 / n3 . if the probability that a number n4 or larger is drawn is n5 / n6 , what is the probability that a number less than or equal to n7 is drawn ?	divide ( n0 , n3 ) | divide ( const_2.0 , const_3.0 ) | add ( n0 , #0 ) | subtract ( #2 , #1 )
in a group of n0 junior high school students , n4 take french , n2 take spanish , and n3 take both languages . the students taking both french and spanish are not counted with the n4 taking french or the n5 taking spanish . how many students are not taking either french or spanish ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
having received his weekly allowance , a student spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is this student no_ascii_32 s weekly allowance ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
a group of people participate in some curriculum , n0 of them practice yoga , n1 study cooking , n2 study weaving , n3 of them study cooking only , n4 of them study both the cooking and yoga , n5 of them participate all curriculums . how many people study both cooking and weaving ?	subtract ( n1 , n4 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 )
in a group of n0 junior high school students , n4 take french , n5 take spanish , and n3 take both languages . the students taking both french and spanish are not counted with the n4 taking french or the n5 taking spanish . how many students are not taking either french or spanish ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
bruce and anne can clean their house in n0 hours working together at their respective constant rates . if anne no_ascii_32 s speed were doubled , they could clean their house in n1 hours working at their respective rates . how many hours does it currently take anne to clean the house on her own ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
each of the n0 points is placed either inside or on the surface of a perfect sphere . if n1 % or fewer of the points touch the surface , what is the maximum number of segments which , if connected from those points to form chords , could be the diameter of the sphere ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
a , b and c started a business with a total investment of rs . n0 . a invests rs . n1 more than b and b invests rs . n2 less than c . if the total profit at the end of a year is rs . n3 , find b ' s share .	add ( n1 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 )
redo no_ascii_32 s manufacturing costs for sets of horseshoes include a $ n0 , n1 initial outlay , and $ n2 per set . they can sell the sets $ n3 . if profit is revenue from sales minus manufacturing costs , and the company producessells n4 sets of horseshoes , what was their profit ?	multiply ( n1 , const_2 ) | subtract ( n2 , #0 ) | multiply ( n3 , #1 )
a train ride from two p to town q costs $ n0 more than does a bus ride from town p to town q . together , the cost of one train ride and one bus ride is $ n1 . what is the cost of a bus ride from town p to town q ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a salesman gets commission on total sales at n0 % . if the sale is exceeded rs . n3 he gets an additional commission as bonus of n2 % on the excess of sales over rs . n3 . if he gets total commission of rs . n4 , then the bonus he received is :	divide ( const_1 , const_4 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | subtract ( n4 , #2 ) | multiply ( #0 , #3 )
in a recent election , geoff received n0 percent of the n1 , n4 votes cast . to win the election , a candidate needed to receive more than x % of the vote . if geoff needed exactly n3 , n4 more votes to win the election , what is the value of x ?	divide ( const_100 , const_2 ) | add ( n0 , #0 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
an alloy of copper and zinc contains copper and zinc in the ratio n0 : n1 . another alloy of copper and zinc contains copper and zinc in the ratio n2 : n3 . in what ratio should the two alloys be mixed so that the resultant alloy contains equal proportions of copper and zinc ?	add ( n2 , n3 ) | divide ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | subtract ( #2 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
a motorcyclist goes from bombay to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from bombay by car n2 no_ascii_49 hours after the first , and reaches pune no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( #1 , #3 )
find the number of trailing zeros in the product of ( n1 ^ n1 ) * ( n3 ^ n3 ) * ( n5 ^ n5 ) * ( n7 ^ n7 ) * ( n9 ^ n9 ) * ( n11 ^ n11 ) no_ascii_6 no_ascii_6 no_ascii_6 . * ( n13 ^ n13 ) .	multiply ( n6 , n6 ) | add ( n10 , #0 )
a group of people participate in some curriculum , n0 of them practice yoga , n1 study cooking , n2 study weaving , n5 of them study cooking only , n4 of them study both the cooking and yoga , n5 of them participate all curriculums . how many people study both cooking and weaving ?	subtract ( n1 , n4 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 )
on average , activated yeast cells divide once every n0 minutes ; that is , each individual cell divides into two individual cells over that time span . given that a certain yeast colony consisted of n1 cells two hours ago , approximately how many cells will be populating the colony n2 hours from now ?	divide ( n0 , const_60 ) | multiply ( n1 , const_2 ) | multiply ( const_3 , const_3 ) | divide ( n2 , #0 ) | multiply ( #2 , const_1000 ) | power ( const_2 , #3 ) | multiply ( #1 , #5 ) | divide ( #6 , const_1000 ) | add ( #7 , #4 ) | divide ( #8 , const_1000 ) | floor ( #9 ) | multiply ( #10 , const_100 ) | multiply ( #11 , const_100 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
hammers and wrenches are manufactured at a uniform weight per hammer and a uniform weight per wrench . if the total weight of two hammers and three wrenches is one - third that of n0 hammers and n1 wrenches , then the total weight of one wrench is how many times that of one hammer ?	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
in a particular state , n0 % of the counties received some rain on monday , and n1 % of the counties received some rain on tuesday . no rain fell either day in n2 % of the counties in the state . what percent of the counties received some rain on monday and tuesday ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | subtract ( #0 , #1 )
triathlete dan runs along a n0 - mile stretch of river and then swims back along the same route . if dan runs at a rate of n1 miles per hour and swims at a rate of n2 miles per hour , what is his average rate for the entire trip in miles per minute ?	add ( n0 , n0 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | multiply ( #1 , const_60 ) | multiply ( #2 , const_60 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
having received his weekly allowance , a student spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is this student no_ascii_32 s weekly allowance ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
a start walking from a place at a uniform speed of n0 kmph in a particular direction . after half an hour , b starts from the same place and walks in the same direction as a at a uniform speed and overtakes a after n1 hour n2 minutes . find the speed of b .	add ( n2 , const_60 ) | divide ( #0 , const_60 ) | divide ( n1 , #1 ) | add ( n0 , #2 )
on a ranch , a rancher can place a loop of rope , called a lasso , once in every n0 throws around a cow no_ascii_32 s neck . what is the probability that the rancher will be able to place a lasso around a cow no_ascii_32 s neck at least once in n1 attempts ?	divide ( const_1 , n0 ) | power ( #0 , n1 ) | subtract ( const_1 , #1 )
thabo owns exactly n0 books , and each book is either paperback fiction , paperback nonfiction , or hardcover nonfiction . if he owns n1 more paperback nonfiction books than hardcover nonfiction books , and twice as many paperback fiction books as paperback nonfiction books , how many hardcover books nonfiction books does thabo own ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( #1 , n1 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
a telephone company needs to create a set of n0 - digit area codes . the company is entitled to use only digits n1 , n2 and n3 , which can be repeated . if the product of the digits in the area code must be even , how many different codes can be created ?	power ( n0 , const_3 ) | subtract ( #0 , const_1 )
a larger cube has n3 cubic inch as a volume and in the cube there are n3 smaller cubes such that their volume is n2 cubic inch . what is the difference between the surface areas no_ascii_32 sum of the n3 smaller cubes and the surface area of the larger cube , in square inch ?	cube_edge_by_volume ( n2 ) | cube_edge_by_volume ( n0 ) | surface_cube ( #0 ) | surface_cube ( #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , #3 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
an alloy of copper and zinc contains copper and zinc in the ratio n0 : n1 . another alloy of copper and zinc contains copper and zinc in the ratio n2 : n3 . in what ratio should the two alloys be mixed so that the resultant alloy contains equal proportions of copper and zinc ?	add ( n2 , n3 ) | divide ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | subtract ( #2 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
tom and john traveled in the same direction along the equal route at their constant speed rates of n2 km per hour and n1 km per hour , respectively . after n2 minutes tom passed john , tom reaches a certain gas station , how many l minutes it takes john to reach the station ?	divide ( n0 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n1 ) | divide ( #4 , const_2 ) | subtract ( #5 , const_0_25 ) | multiply ( n1 , #6 )
last year manfred received n0 paychecks . each of his first n4 paychecks was $ n2 ; each of his remaining paychecks was $ n3 more than each of his first n4 paychecks . to the nearest dollar , what was the average ( arithmetic mean ) amount of his pay checks for the year ?	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n0 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
last year manfred received n0 paychecks . each of his first n4 paychecks was $ n2 ; each of his remaining paychecks was $ n3 more than each of his first n4 paychecks . to the nearest dollar , what was the average ( arithmetic mean ) amount of his pay checks for the year ?	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n0 )
on a certain farm the ratio of horses to cows is n0 : n1 . if the farm were to sell n3 horses and buy n3 cows , the ratio of horses to cows would then be n4 : n5 . after the transaction , how many more horses than cows would the farm own ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , #4 ) | add ( n2 , #5 ) | multiply ( n0 , #5 ) | subtract ( #7 , n2 ) | subtract ( #8 , #6 )
the security gate at a storage facility requires a n0 - digit lock code . if the lock code must consist only of digits from n1 through n2 , inclusive , with no repeated digits , and the first and last digits of the code must be even , how many lock codes are possible ?	factorial ( n0 ) | factorial ( const_3 ) | divide ( #0 , const_2 ) | multiply ( #2 , #1 )
a motorcyclist goes from bombay to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from bombay by car n2 no_ascii_49 hours after the first , and reaches pune no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( #1 , #3 )
hammers and wrenches are manufactured at a uniform weight per hammer and a uniform weight per wrench . if the total weight of n0 hammers and n1 wrenches is one - third that of n2 hammers and n3 wrenches , then the total weight of one wrench is how many times that of one hammer ?	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
in a certain warehouse , n0 percent of the packages weigh less than n7 pounds , and a total of n2 packages weigh less than n6 pounds . if n4 percent of the packages weigh at least n6 pounds , how many of the packages weigh at least n6 pounds but less than n7 pounds ?	subtract ( const_100 , n4 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | subtract ( #4 , n2 )
a telephone company needs to create a set of n3 - digit area codes . the company is entitled to use only digits n1 , n2 and n3 , which can be repeated . if the product of the digits in the area code must be even , how many different codes can be created ?	power ( n0 , n0 ) | subtract ( #0 , const_1 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
a company producing fruit juice changed its packaging from boxes measuring n0 x n4 x n5 centimeters to boxes measuring n3 x n4 x n5 centimeters . if the price of a box did not change and all boxes are full of juice , by approximately what percent did the price of the juice decrease ?	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
the cost to park a car in a certain parking garage is $ n0 for up to n3 hours of parking and $ n2 for each hour in excess of n3 hours . what is the average ( arithmetic mean ) cost per hour to park a car in the parking garage for n4 hours ?	subtract ( n4 , n1 ) | multiply ( n2 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n4 )
a telephone company needs to create a set of n0 - digit area codes . the company is entitled to use only digits n1 , n2 and n3 , which can be repeated . if the product of the digits in the area code must be even , how many different codes can be created ?	power ( n0 , n0 ) | subtract ( #0 , const_1 )
of the n0 passengers on flight n1 , n2 % are female . n3 % of the passengers sit in first class , and the rest of the passengers sit in coach class . if n4 / n5 of the passengers in first class are male , how many females are there in coach class ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | subtract ( #2 , #5 )
oil cans x and y are right circular cylinders and the height and radius of y are each thrice those of x . if the oil in can x filled to capacity sells for $ n0 , how much does the oil in y sell for if y is only n1 / n2 rd filled ?	power ( n0 , n1 ) | multiply ( n0 , #0 )
weights of two friends ram and shyam are in the ratio n0 : n1 . if ram ' s weight is increased by n2 % and total weight of ram and shyam become n3 kg , with an increases of n4 % . by what percent did the weight of shyam has to be increased ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
tom and john traveled in the same direction along the equal route at their constant speed rates of n2 km per hour and n1 km per hour , respectively . after n2 minutes tom passed john , tom reaches a certain gas station , how many r minutes it takes john to reach the station ?	divide ( n0 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n1 ) | divide ( #4 , const_2 ) | subtract ( #5 , const_0_25 ) | multiply ( n1 , #6 )
each of the n0 points is placed either inside or on the surface of a perfect sphere . if n1 % or fewer of the points touch the surface , what is the maximum number of segments which , if connected from those points to form chords , could be the diameter of the sphere ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
in a group of cheerleaders , the group made of n0 males and n1 females . every cheerleader gets to choose between a coke or malt . the number of those that choose malt is double the number that chose coke , if all the n2 males choose malt , how many females chose malt ?	add ( n0 , n1 ) | add ( const_1 , const_2 ) | divide ( #0 , #1 ) | floor ( #2 ) | subtract ( n1 , #3 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
in an electric circuit , two resistors with resistances n0 ohms and n1 ohms are connected in parallel . in this case , if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of two resistors . what is r value ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a person was asked to state his age in years . his reply was , ` ` take my age n3 years hence , multiply it by n2 and subtract n2 times my age n3 years ago and you will know how old i am . ' ' what was the age of the person ?	multiply ( n0 , n1 ) | add ( #0 , #0 )
a group of people participate in some curriculum , n0 of them practice yoga , n1 study cooking , n2 study weaving , n3 of them study cooking only , n4 of them study both the cooking and yoga , n5 of them participate all curriculums . how many people study both cooking and weaving ?	subtract ( n1 , n4 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 )
a certain car increased its average speed by n4 miles per hour in each successive n4 - minute interval after the first interval . if in the first n4 - minute interval its average speed was n3 miles per hour , how many miles did the car travel in the third n4 - minute interval ?	add ( n0 , n3 ) | divide ( n0 , const_60 ) | add ( n0 , #0 ) | multiply ( #2 , #1 )
having received his weekly allowance , a student spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is this student no_ascii_32 s weekly allowance ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
before n0 years , dog a no_ascii_32 s age was n2 times of dog b no_ascii_32 s age and after n2 years , dog a no_ascii_32 s age will be n3 times of dog b no_ascii_32 s age . what is the difference of dog a no_ascii_32 s age and dog b no_ascii_32 s now ?	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | add ( #2 , #3 ) | multiply ( n1 , #4 ) | subtract ( #5 , #3 ) | subtract ( #6 , #4 )
tough and tricky questions : statistics . set x consists of prime numbers { n0 , n5 , n2 , a , n3 , n4 } . if integer y represents the product of all elements in set x and if n5 y is an even number , what is the range of set x ?	subtract ( n4 , const_2 )
from a container , n1 liters milk was drawn out and was replaced by water . again n1 liters of mixture was drawn out and was replaced by the water . thus the quantity of milk and water in the container after these two operations is n2 : n3 . the quantity of mixture is :	add ( n2 , n3 ) | sqrt ( #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_2 )
tickets to a certain concert sell for $ n3 each . the first n1 people to show up at the ticket booth received a n2 % discount , and the next n3 received a n4 % discount . if n5 people bought tickets to the concert , what was the total revenue from ticket sales ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n5 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( n1 , #3 ) | multiply ( n0 , #5 ) | add ( #6 , #4 ) | add ( #8 , #7 ) | multiply ( n0 , #9 )
the cost to park a car in a certain parking garage is $ n0 for up to n3 hours of parking and $ n2 for each hour in excess of n3 hours . what is the average ( arithmetic mean ) cost per hour to park a car in the parking garage for n4 hours ?	subtract ( n4 , n1 ) | multiply ( n2 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n4 )
two cars started at the same time , from the same point , driving along the same road . the rate of the first car is n0 mph and the rate of the second car is n1 mph . how long will it take for the distance between the two cars to be n2 miles ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
town m town n town o town p town q town r ; town a town b town c town d town e town f in the table above , what is the least number of table entries that are needed to show the mileage between each town and each of the other n0 towns ?	multiply ( const_2 , const_3 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
on a certain farm the ratio of horses to cows is n5 : n1 . if the farm were to sell n3 horses and buy n3 cows , the ratio of horses to cows would then be n4 : n5 . after the transaction , how many more horses than cows would the farm own ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , #4 ) | add ( n2 , #5 ) | multiply ( n0 , #5 ) | subtract ( #7 , n2 ) | subtract ( #8 , #6 )
in the xy - plane , a triangle has vertices ( n6 , n6 ) , ( n4 , n6 ) and ( n4 , n5 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n6 ?	add ( n0 , const_10 ) | divide ( const_4 , #0 )
a truck covers a distance of n0 km at a certain speed in n1 hours . how much time would a car take at an average speed which is n2 kmph more than that of the speed of the truck to cover a distance which is n3 km more than that travelled by the truck ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #0 , #2 )
in company j , the total monthly payroll for the n0 factory workers is $ n1 and the total monthly payroll for the n2 office workers is $ n3 . by how much does the average ( arithmetic mean ) monthly salary of an office worker exceed that of a factory worker in this company ?	divide ( n1 , n2 ) | divide ( #0 , const_2 )
each of the n0 points is placed either inside or on the surface of a perfect sphere . if n1 % or fewer of the points touch the surface , what is the maximum number of segments which , if connected from those points to form chords , could be the diameter of the sphere ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
every student in a room is either a junior or a senior . there is at least one junior and at least one senior in the room . if n0 / n2 of the juniors is equal to n2 / n3 of the seniors , what fraction of the students in the room are juniors ?	multiply ( n1 , n1 ) | add ( n3 , #0 ) | divide ( #0 , #1 )
a certain manufacturer increased its gross profit on a product from n0 percent of the cost of the product to n1 percent of the cost by changing the selling price . if the new selling price was $ n2 and the cost of the product remained the same , what was the old selling price ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( n2 , #2 )
a telephone company needs to create a set of n0 - digit area codes . the company is entitled to use only digits n1 , n2 and n3 , which can be repeated . if the product of the digits in the area code must be even , how many different codes can be created ?	power ( n0 , n0 ) | subtract ( #0 , const_1 )
a box contains n2 balls , numbered from n1 to n2 . if n4 balls are selected at random and with replacement from the box . if the n4 numbers on the balls selected contain two odd and one even . what is the probability g that the first ball picked up is odd numbered ?	divide ( const_2 , n3 )
the average salary / head of allthe workers in a workshop is rs . n0 , if the average salary / head of n1 technician is rs . n2 and the average salary / head of the rest is rs . n3 , the total no . of workers in the work - shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n3 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a man traveled a total distance of n0 km . he traveled one - third of the whole trip by plane and the distance traveled by train is three - fifth of the distance traveled by bus . if he traveled by train , plane and bus , then find the distance traveled by bus ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_3 ) | divide ( #3 , #0 )
a and b started a business in partnership investing rs . n4 and rs . n1 respectively . after n2 months , c joined them with rs . n4 . whatwill be b ' s share in total profit of rs . n4 earned at the end of n5 years from the startingof the business ?	multiply ( const_12 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #0 , n2 ) | add ( #2 , #1 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | divide ( #1 , #6 ) | multiply ( n0 , #7 ) | divide ( #8 , const_12 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
two cars , car n4 and car n6 move towards each other from e and y respectively with respective speeds of n2 m / s and n3 m / s . after meeting each other car n4 reaches y in n5 seconds . in how many seconds does car n6 reach e starting from y ?	add ( n2 , n3 ) | multiply ( n2 , n5 ) | divide ( #1 , n3 ) | multiply ( #0 , #2 ) | divide ( #3 , n3 )
a dress on sale in a shop is marked at $ d . during the discount sale its price is reduced by n0 % . staff are allowed a further n1 % reduction on the discounted price . if a staff member buys the dress what will she have to pay in terms of d ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( #2 , #3 )
in a certain lottery , the probability that a number between n4 and n7 , inclusive , is drawn is n5 / n3 . if the probability that a number n4 or larger is drawn is n5 / n6 , what is the probability that a number less than or equal to n7 is drawn ?	divide ( n0 , n3 ) | divide ( n5 , n3 ) | add ( n0 , #0 ) | subtract ( #2 , #1 )
a box contains n2 balls , numbered from n1 to n2 . if n4 balls are selected at random and with replacement from the box . if the n4 numbers on the balls selected contain two odd and one even . what is the probability l that the first ball picked up is odd numbered ?	divide ( const_2 , n3 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n3 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
an alloy of copper and zinc contains copper and zinc in the ratio n3 : n2 . another alloy of copper and zinc contains copper and zinc in the ratio n2 : n3 . in what ratio should the two alloys be mixed so that the resultant alloy contains equal proportions of copper and zinc ?	add ( n2 , n3 ) | divide ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | subtract ( #2 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
a biker covered half the distance between two towns in n3 hr n1 min . after that he increased his speed by n3 km / hr . he covered the second half of the distance in n3 hr n4 min . find the distance between the two towns and the initial speed of the biker .	divide ( n1 , const_60 ) | divide ( n4 , const_60 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | multiply ( n0 , #3 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( #2 , #6 ) | multiply ( n0 , #7 )
a combustion reaction forms carbon dioxide . a carbon dioxide molecule contains one carbon and two oxygen atoms . if , over a period of n1 minutes , a combustion reaction creates n1 , n2 molecules of carbon dioxide then approximately how many more atoms of oxygen than carbon are created on average per minute ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_1000 ) | divide ( #2 , n0 ) | divide ( #3 , const_1000 )
four concentric circles r given . the radius of n5 st circle is x . next is n4 x , then n7 x and n6 x . given that area b / w n4 nd and n5 st is a and n6 th and n7 rd circles being b . find ratio of a to b	add ( n2 , n3 ) | divide ( n2 , #0 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the rhombus ( afce ) is inscribed in rectangle ( abcd ) . the length of bf = de . if the rectangle has a width of n0 yards and a length of n1 yards , what would be the total length ( the perimeter ) of a fence along the sides defined by afce ?	multiply ( n1 , const_2 ) | power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 ) | subtract ( n1 , #4 ) | multiply ( #5 , const_4 )
the mass of n7 cubic meter of a substance is n1 kilograms under certain conditions . what is the volume , in cubic centimeters , of n7 gram of this substance under these conditions ? ( n7 kilogram = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( n1 , n4 ) | power ( const_100 , const_3 ) | divide ( #1 , #0 ) | subtract ( #2 , const_2 )
a box contains n2 balls , numbered from n1 to n2 . if n4 balls are selected at random and with replacement from the box . if the n4 numbers on the balls selected contain two odd and one even . what is the probability z that the first ball picked up is odd numbered ?	divide ( const_2 , n3 )
weights of two friends ram and shyam are in the ratio n0 : n1 . if ram ' s weight is increased by n2 % and total weight of ram and shyam become n3 kg , with an increases of n4 % . by what percent did the weight of shyam has to be increased ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
a larger cube has n3 cubic inch as a volume and in the cube there are n3 smaller cubes such that their volume is n2 cubic inch . what is the difference between the surface areas no_ascii_32 sum of the n3 smaller cubes and the surface area of the larger cube , in square inch ?	cube_edge_by_volume ( n2 ) | cube_edge_by_volume ( n0 ) | surface_cube ( #0 ) | surface_cube ( #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , #3 )
the measurement of a rectangular box with lid is n0 cmx n2 cmx n2 cm . find the volume of the largest sphere that can be inscribed in the box ( in terms of no_ascii_35 cm n3 ) . ( hint : the lowest measure of rectangular box represents the diameter of the largest sphere )	divide ( const_4 , n3 ) | power ( n3 , n3 ) | multiply ( #0 , #1 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
n0 pipes can separately fill a tank in n1 hrs and n2 hrs respectively . both the pipes are opened tofill the tank , a leak develops in the tank through which one - third of water supplied by both the pipes goes out . what is the total time taken to fill the tank ?	divide ( const_1 , const_3 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , const_1 ) | add ( #1 , #2 ) | divide ( #3 , #4 )
from the beginning to the end of n6 , the price of a stock rose n5 percent . in n2 , it dropped n3 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_32 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
a man was asked to state his age in years . his reply was , ` ` take my age n3 years hence , multiply it by n3 and subtract n3 times my age n3 years ago and you will know how old i am . ' ' what was the age of the person ?	add ( n0 , n0 ) | multiply ( n0 , #0 )
in n0 annual examinations , of which the aggregate marks of each was n1 , a student secured average marks n2 % and n3 % in the first and the second yearly examinations respectively . to secure n4 % average total marks , it is necessary for him in third yearly examination to secure marks :	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | multiply ( n4 , #0 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | subtract ( #7 , #6 )
having received his weekly allowance , a student spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is this student no_ascii_32 s weekly allowance ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
two circular signs are to be painted . if the diameter of the larger sign is n0 times that of the smaller sign , how many times more paint is needed to paint the larger sign ? ( we can assume that a given amount of paint covers the same area on both signs . )	power ( n0 , const_2 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
a certain school implemented a reading program for its students , with the goal of getting each student to read n0 books per month year - round . if the school has c classes made up of s students in each class , how many books will the entire student body read in one year ?	multiply ( n0 , const_12 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
a person was asked to state his age in years . his reply was , ` ` take my age n3 years hence , multiply it by n2 and subtract n2 times my age n3 years ago and you will know how old i am . ' ' what was the age of the person ?	multiply ( n0 , n1 ) | add ( #0 , #0 )
thabo owns exactly n0 books , and each book is either paperback fiction , paperback nonfiction , or hardcover nonfiction . if he owns n1 more paperback nonfiction books than hardcover nonfiction books , and twice as many paperback fiction books as paperback nonfiction books , how many hardcover books nonfiction books does thabo own ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( #1 , n1 )
a cube with its sides numbered n2 through n3 is rolled twice , first landing on a and then landing on b . if any roll of the cube yields an equal chance of landing on any of the numbers n2 through n3 , what is the probability t that a + b is prime ?	add ( const_12 , const_3 ) | divide ( n0 , n1 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
every student in a room is either a junior or a senior . there is at least one junior and at least one senior in the room . if n3 / n1 of the juniors is equal to n2 / n3 of the seniors , what fraction of the students in the room are juniors ?	multiply ( n1 , n1 ) | add ( n3 , #0 ) | divide ( #0 , #1 )
a building contractor employs n4 male , n1 female and n2 child workers . to a male worker he pays rs . n3 per day , to a female worker rs . n4 per day and a child worker rs . n5 per day . the average wage per day paid by the contractor is ?	add ( n0 , n1 ) | multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a worker earns $ n2 on the first day and spends $ n3 on the second day . the worker earns $ n2 on the third day and spends $ n3 on the fourth day . if this pattern continues , on which day will the worker first reach a net total of $ n4 ?	subtract ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 ) | add ( #2 , const_1 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
thabo owns exactly n0 books , and each book is either paperback fiction , paperback nonfiction , or hardcover nonfiction . if he owns n1 more paperback nonfiction books than hardcover nonfiction books , and twice as many paperback fiction books as paperback nonfiction books , how many hardcover books nonfiction books does thabo own ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( #1 , n1 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is :	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
a certain school implemented a reading program for its students , with the goal of getting each student to read n0 books per month year - round . if the school has c classes made up of s students in each class , how many books will the entire student body read in one year ?	multiply ( n0 , const_12 )
a certain car increased its average speed by n4 miles per hour in each successive n4 - minute interval after the first interval . if in the first n4 - minute interval its average speed was n3 miles per hour , how many miles did the car travel in the third n4 - minute interval ?	add ( n0 , n3 ) | divide ( n0 , const_60 ) | add ( n0 , #0 ) | multiply ( #2 , #1 )
mr . kramer , the losing candidate in a two - candidate election , received n0 votes , which was exactly n1 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n2 percent of all the votes cast ?	divide ( n2 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n1 ) | multiply ( #2 , #0 ) | subtract ( #2 , n0 ) | subtract ( #3 , n0 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
tom and john traveled in the same direction along the equal route at their constant speed rates of n2 km per hour and n1 km per hour , respectively . after n2 minutes tom passed john , tom reaches a certain gas station , how many w minutes it takes john to reach the station ?	divide ( n0 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n1 ) | divide ( #4 , const_2 ) | subtract ( #5 , const_0_25 ) | multiply ( n1 , #6 )
tickets to a certain concert sell for $ n3 each . the first n1 people to show up at the ticket booth received a n2 % discount , and the next n3 received a n4 % discount . if n5 people bought tickets to the concert , what was the total revenue from ticket sales ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n5 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( n1 , #3 ) | multiply ( n0 , #5 ) | add ( #6 , #4 ) | add ( #8 , #7 ) | multiply ( n0 , #9 )
a cube with its sides numbered n2 through n3 is rolled twice , first landing on a and then landing on b . if any roll of the cube yields an equal chance of landing on any of the numbers n2 through n3 , what is the probability w that a + b is prime ?	add ( const_12 , const_3 ) | divide ( n0 , n1 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
working together , a and b can do a job in n0 days . b and c can do the same job in n1 days , while c and a can do it in n2 days . how long will it take if all a , b and c work together to complete the job ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | inverse ( #5 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
the volume of a cistern is n0 cubic meters and water is flowing into the cistern . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate , in cubic meters per minutes , at which the water is flowing into the cistern ?	multiply ( n0 , const_1000 ) | multiply ( n1 , const_1000 ) | divide ( #0 , #1 ) | divide ( #2 , const_1000 )
last year manfred received n0 paychecks . each of his first n4 paychecks was $ n2 ; each of his remaining paychecks was $ n3 more than each of his first n4 paychecks . to the nearest dollar , what was the average ( arithmetic mean ) amount of his pay checks for the year ?	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n0 )
on a certain farm the ratio of horses to cows is n0 : n5 . if the farm were to sell n3 horses and buy n3 cows , the ratio of horses to cows would then be n4 : n5 . after the transaction , how many more horses than cows would the farm own ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , #4 ) | add ( n2 , #5 ) | multiply ( n0 , #5 ) | subtract ( #7 , n2 ) | subtract ( #8 , #6 )
the mass of n7 cubic meter of a substance is n1 kilograms under certain conditions . what is the volume , in cubic centimeters , of n7 gram of this substance under these conditions ? ( n7 kilogram = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( n1 , const_1000 ) | power ( const_100 , const_3 ) | divide ( #1 , #0 ) | subtract ( #2 , const_2 )
a motorcyclist goes from bombay to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from bombay by car n2 no_ascii_49 hours after the first , and reaches pune no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( #1 , #3 )
a start walking from a place at a uniform speed of n0 kmph in a particular direction . after half an hour , b starts from the same place and walks in the same direction as a at a uniform speed and overtakes a after n1 hour n2 minutes . find the speed of b .	add ( n2 , const_60 ) | divide ( #0 , const_60 ) | divide ( n1 , #1 ) | add ( n0 , #2 )
a basketball is dropped from a height of n0 feet . if it bounces back up to a height that is exactly half of its previous height , and it stops bouncing after hitting the ground for the fourth time , then how many total feet will the ball have traveled after n1 full bounces .	divide ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #0 , n1 ) | add ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 ) | divide ( #4 , n1 ) | add ( #5 , #2 ) | add ( #7 , #4 ) | add ( #8 , #4 ) | add ( #9 , #6 ) | multiply ( n1 , #10 ) | subtract ( #11 , #4 ) | subtract ( #12 , #4 ) | subtract ( #13 , #4 ) | subtract ( #14 , #4 )
darren bought n0 packs of white t - shirts and n1 packs of blue t - shirts for his basketball team . the white t - shirts come in packs of n2 , and the blue t - shirts come in packs of n3 . how many t - shirts did darren buy in all ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #0 , #1 )
tom and john traveled in the same direction along the equal route at their constant speed rates of n2 km per hour and n1 km per hour , respectively . after n2 minutes tom passed john , tom reaches a certain gas station , how many t minutes it takes john to reach the station ?	divide ( n0 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n1 ) | divide ( #4 , const_2 ) | subtract ( #5 , const_0_25 ) | multiply ( n1 , #6 )
in the recent , climate conference in new york , out of n0 men , n1 women , n2 children present inside the building premises , n3 % of the men , n4 % of the women and n5 % of the children were indians . find the percentage of people who were not indian ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | divide ( n5 , const_100 ) | add ( n2 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #5 ) | multiply ( n1 , #6 ) | multiply ( n2 , #7 ) | add ( #8 , #9 ) | add ( #11 , #10 ) | divide ( #12 , #4 ) | multiply ( #13 , const_100 )
the sum of the first n positive perfect squares , where n is a positive integer , is given by the formula n ^ n1 / n1 + c * n ^ n2 + n / n3 , where c is a constant . what is the sum of the first n4 positive perfect squares ?	add ( n4 , const_1 ) | multiply ( n4 , n2 ) | add ( #1 , const_1 ) | multiply ( n4 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | divide ( #5 , #5 )
set a : n0 , r , n1 , n2 set b : n3 , g , n4 , n5 the terms of each set above are given in ascending order . if the median of set a is equal to the median of set b , what is the value of g no_ascii_77 r ?	add ( n0 , n1 ) | add ( n3 , n4 ) | add ( n2 , #0 ) | add ( n5 , #1 ) | divide ( #2 , const_3 ) | divide ( #3 , n0 ) | subtract ( #4 , #5 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
every student in a room is either a junior or a senior . there is at least one junior and at least one senior in the room . if n0 / n1 of the juniors is equal to n2 / n3 of the seniors , what fraction of the students in the room are juniors ?	multiply ( const_2.0 , const_2.0 ) | add ( n3 , #0 ) | divide ( #0 , #1 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
a ranch has both horses and ponies . exactly n0 / n1 of the ponies have horseshoes , and exactly n2 / n3 of the ponies with horseshoes are from iceland . if there are n4 more horses than ponies , what is the minimum possible combined number of horses and ponies on the ranch ?	divide ( n1 , n2 ) | multiply ( n3 , #0 ) | lcm ( n1 , #1 ) | add ( n4 , #2 ) | add ( #3 , #2 )
a worker earns $ n2 on the first day and spends $ n3 on the second day . the worker earns $ n2 on the third day and spends $ n3 on the fourth day . if this pattern continues , on which day will the worker first reach a net total of $ n4 ?	subtract ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 ) | add ( #2 , const_1 )
a train ride from two p to town q costs $ n0 more than does a bus ride from town p to town q . together , the cost of one train ride and one bus ride is $ n1 . what is the cost of a bus ride from town p to town q ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
in the xy - plane , a triangle has vertices ( n6 , n6 ) , ( n4 , n6 ) and ( n4 , n5 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n6 ?	add ( n0 , const_10 ) | divide ( const_4 , #0 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the average salary / head of allthe workers in a workshop is rs . n0 , if the average salary / head of n1 technician is rs . n2 and the average salary / head of the rest is rs . n3 , the total no . of workers in the work - shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
a man drive his car to the office at n0 miles / hr . after reaching office , he realize that its a new year holiday so he went back home at a speed of n1 miles / hr . discounting the time spent in the stoppage what was his average speed of his journey ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , const_1 )
a truck covers a distance of n0 km at a certain speed in n1 hours . how much time would a car take at an average speed which is n2 kmph more than that of the speed of the truck to cover a distance which is n3 km more than that travelled by the truck ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #0 , #2 )
redo no_ascii_32 s manufacturing costs for sets of horseshoes include a $ n0 , n4 initial outlay , and $ n2 per set . they can sell the sets $ n3 . if profit is revenue from sales minus manufacturing costs , and the company producessells n4 sets of horseshoes , what was their profit ?	multiply ( n1 , const_2 ) | subtract ( n2 , #0 ) | multiply ( n3 , #1 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
a certain car increased its average speed by n0 miles per hour in each successive n4 - minute interval after the first interval . if in the first n4 - minute interval its average speed was n3 miles per hour , how many miles did the car travel in the third n4 - minute interval ?	add ( n0 , n3 ) | divide ( n1 , const_60 ) | add ( n0 , #0 ) | multiply ( #2 , #1 )
an alloy of copper and zinc contains copper and zinc in the ratio n0 : n1 . another alloy of copper and zinc contains copper and zinc in the ratio n2 : n3 . in what ratio should the two alloys be mixed so that the resultant alloy contains equal proportions of copper and zinc ?	add ( n2 , n3 ) | divide ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | subtract ( #2 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
a ranch has both horses and ponies . exactly n4 / n1 of the ponies have horseshoes , and exactly n2 / n3 of the ponies with horseshoes are from iceland . if there are n4 more horses than ponies , what is the minimum possible combined number of horses and ponies on the ranch ?	divide ( n1 , n2 ) | multiply ( n3 , #0 ) | lcm ( n1 , #1 ) | add ( n4 , #2 ) | add ( #3 , #2 )
a combustion reaction forms carbon dioxide . a carbon dioxide molecule contains one carbon and two oxygen atoms . if , over a period of n1 minutes , a combustion reaction creates n1 , n2 molecules of carbon dioxide then approximately how many more atoms of oxygen than carbon are created on average per minute ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_1000 ) | divide ( #2 , n0 ) | divide ( #3 , const_1000 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n4 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
to apply for the position of photographer at a local magazine , a photographer needs to include n0 or n1 photos in an envelope accompanying the application . if the photographer has pre - selected n2 photos representative of her work , how many choices does she have to provide the photos for the magazine ?	factorial ( n2 ) | factorial ( n1 ) | multiply ( n2 , const_2 ) | divide ( #0 , #1 ) | add ( #3 , #2 )
a movie buff buys movies on dvd and on blu - ray in a ratio of n0 : n2 . if she returns n2 blu - ray movies , that ratio would change to n3 : n4 . if she buys movies on no other medium , what was the original number of movies purchased ?	add ( n0 , n1 ) | multiply ( n1 , n3 ) | divide ( #1 , n4 ) | multiply ( #0 , #2 )
weights of two friends ram and shyam are in the ratio n0 : n1 . if ram ' s weight is increased by n2 % and total weight of ram and shyam become n3 kg , with an increases of n4 % . by what percent did the weight of shyam has to be increased ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
in the xy - plane , a triangle has vertices ( n6 , n6 ) , ( n4 , n6 ) and ( n4 , n5 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n6 ?	add ( n0 , const_10 ) | divide ( const_4 , #0 )
a , b and c started a business with a total investment of rs . n0 . a invests rs . n1 more than b and b invests rs . n2 less than c . if the total profit at the end of a year is rs . n3 , find a ' s share .	add ( n1 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 )
in a group of n0 junior high school students , n4 take french , n5 take spanish , and n3 take both languages . the students taking both french and spanish are not counted with the n4 taking french or the n5 taking spanish . how many students are not taking either french or spanish ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
two varieties of steel , a and b , have a ratio of iron to chromium as n0 : n1 and n2 : n5 , respectively . steel c is produced by mixing alloys a and b at a ratio of n4 : n5 . what is the ratio of iron to chromium in c ?	add ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , #0 ) | divide ( n3 , #0 ) | multiply ( #1 , #3 ) | multiply ( #2 , #4 ) | divide ( #5 , #6 ) | multiply ( #7 , const_2 )
a basketball is dropped from a height of n0 feet . if it bounces back up to a height that is exactly half of its previous height , and it stops bouncing after hitting the ground for the fourth time , then how many total feet will the ball have traveled after n1 full bounces .	divide ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #0 , n1 ) | add ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 ) | divide ( #4 , n1 ) | add ( #5 , #2 ) | add ( #7 , #4 ) | add ( #8 , #4 ) | add ( #9 , #6 ) | multiply ( n1 , #10 ) | subtract ( #11 , #4 ) | subtract ( #12 , #4 ) | subtract ( #13 , #4 ) | subtract ( #14 , #4 )
on a ranch , a rancher can place a loop of rope , called a lasso , once in every n0 throws around a cow no_ascii_32 s neck . what is the probability that the rancher will be able to place a lasso around a cow no_ascii_32 s neck at least once in n1 attempts ?	divide ( const_1 , n0 ) | power ( #0 , n1 ) | subtract ( const_1 , #1 )
a certain car increased its average speed by n4 miles per hour in each successive n4 - minute interval after the first interval . if in the first n4 - minute interval its average speed was n3 miles per hour , how many miles did the car travel in the third n4 - minute interval ?	add ( n0 , n3 ) | divide ( n0 , const_60 ) | add ( n0 , #0 ) | multiply ( #2 , #1 )
a dress on sale in a shop is marked at $ d . during the discount sale its price is reduced by n0 % . staff are allowed a further n1 % reduction on the discounted price . if a staff member buys the dress what will she have to pay in terms of d ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( #2 , #3 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is :	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a worker earns $ n2 on the first day and spends $ n3 on the second day . the worker earns $ n2 on the third day and spends $ n3 on the fourth day . if this pattern continues , on which day will the worker first reach a net total of $ n4 ?	subtract ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( #1 , const_2 ) | add ( #2 , const_1 )
hammers and wrenches are manufactured at a uniform weight per hammer and a uniform weight per wrench . if the total weight of two hammers and three wrenches is one - third that of n0 hammers and n1 wrenches , then the total weight of one wrench is how many times that of one hammer ?	multiply ( const_2 , const_3 ) | subtract ( n0 , #0 ) | subtract ( #0 , n1 ) | divide ( #1 , #2 )
in a group of n0 junior high school students , n4 take french , n5 take spanish , and n3 take both languages . the students taking both french and spanish are not counted with the n4 taking french or the n5 taking spanish . how many students are not taking either french or spanish ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
a telephone company needs to create a set of n0 - digit area codes . the company is entitled to use only digits n1 , n2 and n3 , which can be repeated . if the product of the digits in the area code must be odd , how many different codes can be created ?	power ( n0 , n0 ) | subtract ( #0 , const_1 )
triathlete dan runs along a n0 - mile stretch of river and then swims back along the same route . if dan runs at a rate of n1 miles per hour and swims at a rate of n2 miles per hour , what is his average rate for the entire trip in miles per minute ?	add ( n0 , n0 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | multiply ( #1 , const_60 ) | multiply ( #2 , const_60 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
free notebooks were distributed in a class among all the students . each student got notebooks which were n0 / n1 th of the number of student . if number of student been half , then each child would have received n2 notebooks in total . find the total number of books distributed among students ?	divide ( const_1 , const_2 ) | multiply ( n2 , #0 ) | multiply ( n1 , #1 ) | multiply ( n1 , #2 )
the average salary / head of all the workers ina workshop is rs . n0 , if the average salary / head of n1 technician is rs . n2 and the average salary / head of the rest is rs . n3 , the total no . of workers in the work - shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a , b and c started a business with a total investment of rs . n0 . a invests rs . n1 more than b and b invests rs . n2 less than c . if the total profit at the end of a year is rs . n3 , find c ' s share .	add ( n1 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 )
each of the n0 points is placed either inside or on the surface of a perfect sphere . if n1 % or fewer of the points touch the surface , what is the maximum number of segments which , if connected from those points to form chords , could be the diameter of the sphere ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 )
before n2 years , dog a no_ascii_32 s age was n2 times of dog b no_ascii_32 s age and after n2 years , dog a no_ascii_32 s age will be n3 times of dog b no_ascii_32 s age . what is the difference of dog a no_ascii_32 s age and dog b no_ascii_32 s now ?	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | add ( #2 , #3 ) | multiply ( n1 , #4 ) | subtract ( #5 , #3 ) | subtract ( #6 , #4 )
in a group of n0 junior high school students , n4 take french , n5 take spanish , and n3 take both languages . the students taking both french and spanish are not counted with the n4 taking french or the n5 taking spanish . how many students are not taking either french or spanish ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
a dress on sale in a shop is marked at $ d . during the discount sale its price is reduced by n0 % . staff are allowed a further n1 % reduction on the discounted price . if a staff member buys the dress what will she have to pay in terms of d ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( #2 , #3 )
the citizens of planet nigiet are n3 fingered and have thus developed their decimal system in base n1 . a certain street in nigiet contains n5 ( in base n3 ) buildings numbered n4 to n5 . how many n6 s are used in numbering these buildings ? express result in terms of base n7 .	power ( n0 , const_2 ) | multiply ( #0 , const_3 )
billy worked for n2 straight hours on his homework questions . if he solved n1 questions in the third hour , which was twice as many as he solved in the second hour , and n2 times as many questions as he solved in the first hour , how many questions did he solve total ?	add ( const_10 , const_10 ) | divide ( const_1 , n0 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | multiply ( #3 , const_2 ) | add ( n1 , #4 ) | add ( #2 , #5 )
for an agricultural experiment , n0 seeds were planted in one plot and n1 were planted in a second plot . if exactly n2 percent of the seeds in the first plot germinated and exactly n3 percent of the seeds in the second plot germinated , what percent of the total number of seeds germinated ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
a certain school implemented a reading program for its students , with the goal of getting each student to read n0 books per month year - round . if the school has c classes made up of s students in each class , how many books will the entire student body read in one year ?	multiply ( n0 , const_12 )
there are n0 vessels a & b containing n1 liters each of pure milk and pure water respectively . n2 liters of milk from a is taken and poured into b , then n3 liters of mixture from b is taken and poured in a . what is ratio of water a and b respectively .	add ( n1 , n2 ) | subtract ( n1 , n2 ) | divide ( n2 , #0 ) | divide ( #1 , n2 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
having received his weekly allowance , a student spent n0 / n1 of his allowance at the arcade . the next day he spent one third of his remaining allowance at the toy store , and then spent his last $ n2 at the candy store . what is this student no_ascii_32 s weekly allowance ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_4 )
circular gears l and r start to rotate at the same time at the same rate . gear l makes n0 complete revolutions per minute and gear r makes n1 revolutions per minute . how many seconds after the gears start to rotate will gear r have made exactly n2 more revolutions than gear l ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 ) | divide ( #3 , const_3 )
the measurement of a rectangular box with lid is n0 cmx n1 cmx n2 cm . find the volume of the largest sphere that can be inscribed in the box ( in terms of no_ascii_35 cm n3 ) . ( hint : the lowest measure of rectangular box represents the diameter of the largest sphere )	divide ( const_4 , n3 ) | power ( n3 , n3 ) | multiply ( #0 , #1 )
a cube with its sides numbered n2 through n3 is rolled twice , first landing on a and then landing on b . if any roll of the cube yields an equal chance of landing on any of the numbers n2 through n3 , what is the probability e that a + b is prime ?	add ( const_12 , const_3 ) | divide ( n0 , n1 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
triathlete dan runs along a n0 - mile stretch of river and then swims back along the same route . if dan runs at a rate of n1 miles per hour and swims at a rate of n2 miles per hour , what is his average rate for the entire trip in miles per minute ?	add ( n0 , n0 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | multiply ( #1 , const_60 ) | multiply ( #2 , const_60 ) | add ( #3 , #4 ) | divide ( #0 , #5 )
a certain school implemented a reading program for its students , with the goal of getting each student to read n0 books per month year - round . if the school has c classes made up of s students in each class , how many books will the entire student body read in one year ?	multiply ( n0 , const_12 )
the mass of n7 cubic meter of a substance is n1 kilograms under certain conditions . what is the volume , in cubic centimeters , of n7 gram of this substance under these conditions ? ( n7 kilogram = n7 , n9 grams and n7 cubic meter = n7 , n9 , n9 cubic centimeters )	multiply ( n1 , n4 ) | power ( const_100 , const_3 ) | divide ( #1 , #0 ) | subtract ( #2 , const_2 )
two cars are driving towards one another . the first car is traveling at a speed of n0 km / h , which is n1 % faster than the second car . if the distance between the cars is n2 km , how long will it takes the cars to meet ( in hours ) ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n2 , #3 )
in a recent election , geoff received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than x % of the vote . if geoff needed exactly n3 , n4 more votes to win the election , what is the value of x ?	divide ( const_100 , const_2 ) | add ( n0 , #0 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
one computer can upload n4 megabytes worth of data in n1 seconds . two computers , including this one , working together , can upload n2 megabytes worth of data in n3 seconds . how long would it take for the second computer , working on its own , to upload n4 megabytes of data ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
in a certain warehouse , n0 percent of the packages weigh less than n7 pounds , and a total of n2 packages weigh less than n6 pounds . if n4 percent of the packages weigh at least n6 pounds , how many of the packages weigh at least n6 pounds but less than n7 pounds ?	subtract ( const_100 , n4 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | subtract ( #4 , n2 )
a combustion reaction forms carbon dioxide . a carbon dioxide molecule contains one carbon and two oxygen atoms . if , over a period of n1 minutes , a combustion reaction creates n1 , n2 molecules of carbon dioxide then approximately how many more atoms of oxygen than carbon are created on average per minute ?	multiply ( n0 , const_2 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_1000 ) | divide ( #2 , n0 ) | divide ( #3 , const_1000 )
if n0 percent of the students at a certain school went to a camping trip and took more than $ n3 , and n2 percent of the students who went to the camping trip did not take more than $ n3 , what percentage of the students at the school went to the camping trip ?	subtract ( n1 , n2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was $ n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
a contractor undertakes to complete the construction of a tunnel n0 meters long in n4 days and employs n2 men for the purpose . after n3 days , he finds that only n4 meters of the tunnel is complete . how many more men should be employ in order to complete the work in time ?	subtract ( n3 , n2 )
a box contains n2 balls , numbered from n1 to n2 . if n4 balls are selected at random and with replacement from the box . if the n4 numbers on the balls selected contain two odd and one even . what is the probability j that the first ball picked up is odd numbered ?	divide ( const_2 , n3 )
the security gate at a storage facility requires a n0 - digit lock code . if the lock code must consist only of digits from n1 through n2 , inclusive , with no repeated digits , and the first and last digits of the code must be odd , how many lock codes are possible ?	add ( n0 , const_1 ) | factorial ( const_3 ) | multiply ( n0 , const_3 ) | factorial ( #0 ) | divide ( #3 , #1 ) | multiply ( #4 , #2 )
a train ride from two p to town q costs $ n0 more than does a bus ride from town p to town q . together , the cost of one train ride and one bus ride is $ n1 . what is the cost of a bus ride from town p to town q ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
a person was asked to state his age in years . his reply was , ` ` take my age n3 years hence , multiply it by n3 and subtract n3 times my age n3 years ago and you will know how old i am . ' ' what was the age of the person ?	multiply ( n0 , n1 ) | add ( #0 , #0 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
the cost to park a car in a certain parking garage is $ n0 for up to n3 hours of parking and $ n2 for each hour in excess of n3 hours . what is the average ( arithmetic mean ) cost per hour to park a car in the parking garage for n4 hours ?	subtract ( n4 , n1 ) | multiply ( n2 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n4 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
a , b , c weighted separately n0 st like a , b , c , then a & b , then b & c , then c & a at last a & b & c , the last weight was n1 , then what will be the average weight of the n2 reading ?	multiply ( n1 , const_4 ) | divide ( #0 , n2 )
in a certain lottery , the probability that a number between n4 and n7 , inclusive , is drawn is n2 / n3 . if the probability that a number n4 or larger is drawn is n5 / n6 , what is the probability that a number less than or equal to n7 is drawn ?	divide ( n0 , n3 ) | divide ( n5 , n6 ) | add ( n0 , #0 ) | subtract ( #2 , #1 )
a person was asked to state his age in years . his reply was , ` ` take my age n3 years hence , multiply it by n3 and subtract n3 times my age n3 years ago and you will know how old i am . ' ' what was the age of the person ?	multiply ( n0 , n1 ) | add ( #0 , #0 )
two cars a and b are running towards each other from different places n0 km apart . if the ratio of the speeds of the cars a and b is n1 : n2 and the speed of the car b is n3 km per hour then after how long will the two meet each other ?	divide ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( n3 , #1 ) | divide ( n0 , #2 ) | multiply ( #3 , const_60 )
weights of two friends ram and shyam are in the ratio n0 : n1 . if ram ' s weight is increased by n2 % and total weight of ram and shyam become n3 kg , with an increases of n4 % . by what percent did the weight of shyam has to be increased ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
a cube with its sides numbered n2 through n3 is rolled twice , first landing on a and then landing on b . if any roll of the cube yields an equal chance of landing on any of the numbers n2 through n3 , what is the probability q that a + b is prime ?	add ( const_12 , const_3 ) | divide ( n0 , n1 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 min , then the area of the park ( in sq . m ) is ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( const_4.0 , #7 ) | rectangle_area ( #7 , #8 )
a , b and c started a business with a total investment of rs . n0 . a invests rs . n1 more than b and b invests rs . n2 less than c . if the total profit at the end of a year is rs . n3 , find c ' s share .	add ( n1 , n2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_3 ) | add ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n3 , #4 )
before n0 years , dog a no_ascii_32 s age was n2 times of dog b no_ascii_32 s age and after n2 years , dog a no_ascii_32 s age will be n3 times of dog b no_ascii_32 s age . what is the difference of dog a no_ascii_32 s age and dog b no_ascii_32 s now ?	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 ) | add ( #2 , #3 ) | multiply ( n1 , #4 ) | subtract ( #5 , #3 ) | subtract ( #6 , #4 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m cube ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
a dress on sale in a shop is marked at $ d . during the discount sale its price is reduced by n0 % . staff are allowed a further n1 % reduction on the discounted price . if a staff member buys the dress what will she have to pay in terms of d ?	divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( #2 , #0 ) | subtract ( #2 , #3 )
a basketball is dropped from a height of n0 feet . if it bounces back up to a height that is exactly half of its previous height , and it stops bouncing after hitting the ground for the fourth time , then how many total feet will the ball have traveled after n1 full bounces .	divide ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #0 , n1 ) | add ( #1 , #0 ) | divide ( #2 , n1 ) | add ( #3 , #2 ) | divide ( #4 , n1 ) | add ( #5 , #2 ) | add ( #7 , #4 ) | add ( #8 , #4 ) | add ( #9 , #6 ) | multiply ( n1 , #10 ) | subtract ( #11 , #4 ) | subtract ( #12 , #4 ) | subtract ( #13 , #4 ) | subtract ( #14 , #4 )
an alloy of copper and zinc contains copper and zinc in the ratio n0 : n1 . another alloy of copper and zinc contains copper and zinc in the ratio n2 : n3 . in what ratio should the two alloys be mixed so that the resultant alloy contains equal proportions of copper and zinc ?	add ( n2 , n3 ) | divide ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | subtract ( #2 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
every student in a room is either a junior or a senior . there is at least one junior and at least one senior in the room . if n0 / n1 of the juniors is equal to n2 / n3 of the seniors , what fraction of the students in the room are juniors ?	multiply ( n2 , n2 ) | add ( n3 , #0 ) | divide ( #0 , #1 )
of the n0 passengers on flight n1 , n2 % are female . n3 % of the passengers sit in first class , and the rest of the passengers sit in coach class . if n4 / n5 of the passengers in first class are male , how many females are there in coach class ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | subtract ( #2 , #5 )
tickets to a certain concert sell for $ n3 each . the first n1 people to show up at the ticket booth received a n2 % discount , and the next n3 received a n4 % discount . if n5 people bought tickets to the concert , what was the total revenue from ticket sales ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n5 , n0 ) | subtract ( const_1 , #0 ) | subtract ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( n1 , #3 ) | multiply ( n0 , #5 ) | add ( #6 , #4 ) | add ( #8 , #7 ) | multiply ( n0 , #9 )
a truck covers a distance of n0 km at a certain speed in n1 hours . how much time would a car take at an average speed which is n2 kmph more than that of the speed of the truck to cover a distance which is n3 km more than that travelled by the truck ?	add ( n0 , n3 ) | divide ( n0 , n1 ) | add ( n2 , #1 ) | divide ( #0 , #2 )
one computer can upload n4 megabytes worth of data in n1 seconds . two computers , including this one , working together , can upload n2 megabytes worth of data in n3 seconds . how long would it take for the second computer , working on its own , to upload n4 megabytes of data ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
the measurement of a rectangular box with lid is n0 cmx n1 cmx n2 cm . find the volume of the largest sphere that can be inscribed in the box ( in terms of no_ascii_35 cm n3 ) . ( hint : the lowest measure of rectangular box represents the diameter of the largest sphere )	divide ( const_4 , n3 ) | power ( n3 , n3 ) | multiply ( #0 , #1 )
weights of two friends ram and shyam are in the ratio n0 : n1 . if ram ' s weight is increased by n2 % and total weight of ram and shyam become n3 kg , with an increases of n4 % . by what percent did the weight of shyam has to be increased ?	divide ( n0 , n1 ) | subtract ( n4 , n2 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
on a ranch , a rancher can place a loop of rope , called a lasso , once in every n0 throws around a cow no_ascii_32 s neck . what is the probability that the rancher will be able to place a lasso around a cow no_ascii_32 s neck at least once in n1 attempts ?	divide ( const_1 , n0 ) | power ( #0 , n1 ) | subtract ( const_1 , #1 )
the measurement of a rectangular box with lid is n0 cmx n1 cmx n2 cm . find the volume of the largest sphere that can be inscribed in the box ( in terms of no_ascii_35 cm n3 ) . ( hint : the lowest measure of rectangular box represents the diameter of the largest sphere )	divide ( const_4 , n3 ) | power ( n3 , n3 ) | multiply ( #0 , #1 )
on a certain farm the ratio of horses to cows is n0 : n1 . if the farm were to sell n3 horses and buy n3 cows , the ratio of horses to cows would then be n4 : n5 . after the transaction , how many more horses than cows would the farm own ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | multiply ( n0 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n4 ) | divide ( #3 , #4 ) | add ( n2 , #5 ) | multiply ( n0 , #5 ) | subtract ( #7 , n2 ) | subtract ( #8 , #6 )
a gardener wants to plant trees in his garden in rows in such away that the number of trees in each row to be the same . if there are n0 rows the number of trees in each row is n1 if there are n2 more rows find the number of trees in each row ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
in a certain warehouse , n0 percent of the packages weigh less than n7 pounds , and a total of n2 packages weigh less than n6 pounds . if n4 percent of the packages weigh at least n6 pounds , how many of the packages weigh at least n6 pounds but less than n7 pounds ?	subtract ( const_100 , n4 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 ) | multiply ( n0 , #2 ) | divide ( #3 , const_100 ) | subtract ( #4 , n2 )
last year manfred received n0 paychecks . each of his first n4 paychecks was $ n2 ; each of his remaining paychecks was $ n3 more than each of his first n4 paychecks . to the nearest dollar , what was the average ( arithmetic mean ) amount of his pay checks for the year ?	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n0 )
in the faculty of reverse - engineering , n0 second year students study numeric methods , n1 second year students study automatic control of airborne vehicles and n2 second year students study them both . how many students are there in the faculty if the second year students are approximately n3 % of the total ?	add ( n0 , n1 )
in a particular state , n0 % of the counties received some rain on monday , and n1 % of the counties received some rain on tuesday . no rain fell either day in n2 % of the counties in the state . what percent of the counties received some rain on monday and tuesday ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | subtract ( #0 , #1 )
a larger cube has n3 cubic inch as a volume and in the cube there are n3 smaller cubes such that their volume is n2 cubic inch . what is the difference between the surface areas no_ascii_32 sum of the n3 smaller cubes and the surface area of the larger cube , in square inch ?	cube_edge_by_volume ( n2 ) | cube_edge_by_volume ( n0 ) | surface_cube ( #0 ) | surface_cube ( #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , #3 )
thabo owns exactly n0 books , and each book is either paperback fiction , paperback nonfiction , or hardcover nonfiction . if he owns n1 more paperback nonfiction books than hardcover nonfiction books , and twice as many paperback fiction books as paperback nonfiction books , how many hardcover books nonfiction books does thabo own ?	add ( n0 , n1 ) | divide ( #0 , const_4 ) | subtract ( #1 , n1 )
in a certain lottery , the probability that a number between n4 and n7 , inclusive , is drawn is n2 / n3 . if the probability that a number n4 or larger is drawn is n5 / n6 , what is the probability that a number less than or equal to n7 is drawn ?	divide ( n0 , n3 ) | divide ( n5 , n3 ) | add ( n0 , #0 ) | subtract ( #2 , #1 )
a certain car increased its average speed by n0 miles per hour in each successive n4 - minute interval after the first interval . if in the first n4 - minute interval its average speed was n3 miles per hour , how many miles did the car travel in the third n4 - minute interval ?	add ( n0 , n3 ) | divide ( n1 , const_60 ) | add ( n0 , #0 ) | multiply ( #2 , #1 )
one computer can upload n4 megabytes worth of data in n1 seconds . two computers , including this one , working together , can upload n2 megabytes worth of data in n3 seconds . how long would it take for the second computer , working on its own , to upload n4 megabytes of data ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 )
of the n0 passengers on flight n1 , n2 % are female . n3 % of the passengers sit in first class , and the rest of the passengers sit in coach class . if n4 / n5 of the passengers in first class are male , how many females are there in coach class ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | divide ( #3 , n5 ) | subtract ( #3 , #4 ) | subtract ( #2 , #5 )
abcd is a square aegf is a rectangle . . such that the rectangle shares n0 % of the area of the suare also ae lies on the line ab and ag lies on segment of ad . if the square shares half the area of the rectangle what is the ratio ae : ag ?	divide ( n0 , const_100 ) | divide ( const_1 , const_2 ) | divide ( const_1 , #0 ) | divide ( #2 , #1 )
last year manfred received n0 paychecks . each of his first n4 paychecks was $ n2 ; each of his remaining paychecks was $ n3 more than each of his first n4 paychecks . to the nearest dollar , what was the average ( arithmetic mean ) amount of his pay checks for the year ?	add ( n2 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , n0 )
a person is saving money to purchase a car . he earns no_ascii_21 no_ascii_20 n0 per month and saves no_ascii_21 no_ascii_20 n1 to buy the car . if he needs no_ascii_21 no_ascii_20 n2 to buy his dream car . how much money he will earn , before he saves enough money to buy the car ?	divide ( n2 , n1 ) | multiply ( n0 , #0 )
a larger cube has n3 cubic inch as a volume and in the cube there are n3 smaller cubes such that their volume is n2 cubic inch . what is the difference between the surface areas no_ascii_32 sum of the n3 smaller cubes and the surface area of the larger cube , in square inch ?	cube_edge_by_volume ( n2 ) | cube_edge_by_volume ( n0 ) | surface_cube ( #0 ) | surface_cube ( #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , #3 )
a toy factory stores its toys in either a big box or a small box . the big box can store n0 toys while the small box can store n1 toys . if the factory is to store n2 newly manufactured toys , what is the least number of toys that will be left unboxed ?	divide ( n2 , n0 ) | floor ( #0 ) | multiply ( n0 , #1 ) | subtract ( #1 , const_1 ) | multiply ( n0 , #3 ) | subtract ( n2 , #2 ) | reminder ( #5 , n1 ) | subtract ( n2 , #4 ) | reminder ( #7 , n1 ) | min ( #6 , #8 )
tom and john traveled in the same direction along the equal route at their constant speed rates of n2 km per hour and n1 km per hour , respectively . after n2 minutes tom passed john , tom reaches a certain gas station , how many q minutes it takes john to reach the station ?	divide ( n0 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n1 ) | divide ( #4 , const_2 ) | subtract ( #5 , const_0_25 ) | multiply ( n1 , #6 )
in a recent election , geoff received n0 percent of the n1 , n2 votes cast . to win the election , a candidate needed to receive more than x % of the vote . if geoff needed exactly n3 , n4 more votes to win the election , what is the value of x ?	divide ( const_100 , const_2 ) | add ( n0 , #0 )
the cost to park a car in a certain parking garage is $ n0 for up to n3 hours of parking and $ n2 for each hour in excess of n3 hours . what is the average ( arithmetic mean ) cost per hour to park a car in the parking garage for n4 hours ?	subtract ( n4 , n1 ) | multiply ( n2 , #0 ) | add ( n0 , #1 ) | divide ( #2 , n4 )
if n0 percent of the students at a certain school went to a camping trip and took more than $ n3 , and n2 percent of the students who went to the camping trip did not take more than $ n3 , what percentage of the students at the school went to the camping trip ?	subtract ( n1 , n2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
a larger cube has n3 cubic inch as a volume and in the cube there are n3 smaller cubes such that their volume is n2 cubic inch . what is the difference between the surface areas no_ascii_32 sum of the n3 smaller cubes and the surface area of the larger cube , in square inch ?	cube_edge_by_volume ( n2 ) | cube_edge_by_volume ( n0 ) | surface_cube ( #0 ) | surface_cube ( #1 ) | multiply ( n0 , #2 ) | subtract ( #4 , #3 )
a ranch has both horses and ponies . exactly n0 / n1 of the ponies have horseshoes , and exactly n2 / n4 of the ponies with horseshoes are from iceland . if there are n4 more horses than ponies , what is the minimum possible combined number of horses and ponies on the ranch ?	divide ( n1 , n2 ) | multiply ( n3 , #0 ) | lcm ( n1 , #1 ) | add ( n4 , #2 ) | add ( #3 , #2 )
n3 neighbors are to split the cost of topsoil . the cost of the n1 truck loads of dirt was $ n2 . what is the least amount of money ( in whole number of dollars ) that they must add to bill if they wants to split this money evenly among his n3 neighbors ?	min ( n2 , n2 )
b takes n1 more days than a to finish a task . b and a start this task and a leaves the task n1 days before the task is finished . b completes n2 % of the overall task . how long would b have taken to finish the task if he had worked independently ?	add ( const_1 , const_4 ) | multiply ( n0 , const_10 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
the measurement of a rectangular box with lid is n0 cmx n1 cmx n2 cm . find the volume of the largest sphere that can be inscribed in the box ( in terms of no_ascii_35 cm n3 ) . ( hint : the lowest measure of rectangular box represents the diameter of the largest sphere )	divide ( const_4 , n3 ) | power ( n3 , n3 ) | multiply ( #0 , #1 )
a boy wants to make cuboids of dimension n0 m , n1 m and n2 m from small cubes of . n3 m n4 . later he realized he can make same cuboids by making it hollow . then it takes some cubes less . what is the number of the cubes to be removed ?	divide ( n3 , const_100 ) | cube_edge_by_volume ( #0 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 ) | subtract ( n1 , #2 ) | subtract ( n2 , #2 ) | multiply ( #3 , #4 ) | multiply ( #6 , #5 ) | divide ( #7 , #0 )
at veridux corporation , there are n0 employees . of these , n1 are female , and the rest are males . there are a total of n2 managers , and the rest of the employees are associates . if there are a total of n3 male associates , how many female managers are there ?	multiply ( n2 , const_1 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then the area of the park ( in sq . m ) is :	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
in the xy - plane , a triangle has vertices ( n6 , n6 ) , ( n4 , n6 ) and ( n4 , n5 ) . if a point ( a , b ) is selected at random from the triangular region , what is the probability that a - b > n6 ?	add ( n0 , const_10 ) | divide ( const_4 , #0 )
a boat m leaves shore a and at the same time boat b leaves shore b . they move across the river . they met at n0 yards away from a and after that they met n1 yards away from shore b without halting at shores . find the distance between the shore a & b	multiply ( n1 , const_4 )
in the recent , climate conference in new york , out of n2 men , n1 women , n2 children present inside the building premises , n3 % of the men , n4 % of the women and n5 % of the children were indians . find the percentage of people who were not indian ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | divide ( n5 , const_100 ) | add ( n2 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #5 ) | multiply ( n1 , #6 ) | multiply ( n2 , #7 ) | add ( #8 , #9 ) | add ( #11 , #10 ) | divide ( #12 , #4 ) | multiply ( #13 , const_100 )
ramesh purchased a refrigerator for rs . n0 after getting a discount of n1 % on the labelled price . he spent rs . n2 on transport and rs . n3 on installation . at what price should it be sold so that the profit earned would be n4 % if no discount was offered ?	add ( n4 , const_100 ) | add ( n2 , n3 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , #3 ) | add ( #1 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , const_100 )
if n0 percent of the students at a certain school went to a camping trip and took more than $ n3 , and n2 percent of the students who went to the camping trip did not take more than $ n3 , what percentage of the students at the school went to the camping trip ?	subtract ( n1 , n2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
for every even positive integer m , f ( m ) represents the product of all even integers from n2 to m , inclusive . for example , f ( n7 ) = n2 x n3 x n4 x n5 x n6 x n7 . what is the greatest prime factor of f ( n8 ) ?	divide ( n8 , n0 ) | subtract ( #0 , const_1 )
a car traveled n1 % of the way from town x to town y at an average speed of n1 mph . the car traveled at an average speed of v mph for the remaining part of the trip . the average speed for the entire trip was n2 mph . what is v in mph ?	divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 )
during a sale of n1 % on everything in a store , a kid is successful in convincing the store manager to give him n1 candies for the discounted price of n2 candies . the store still makes a profit of n3 % on this sale . what is the mark up percentage on each candy ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #4 , #5 ) | divide ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
two cars are driving toward each other . the first car is traveling at a speed of n0 km / h , which is n1 % slower than the second car ' s speed . if the distance between the cars is n2 km , how many hours will it take until the two cars meet ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_4 ) | add ( #1 , #4 ) | divide ( #5 , #3 )
company a imported n0 , n1 widgets made of either brass or aluminum . the widgets are painted blue , red or green . if n3 percent of the widgets are made of brass and of those n3 percent are painted green and n4 percent are painted red how many brass widgets painted blue were imported ?	add ( n1 , const_2 ) | divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( #0 , n1 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | multiply ( #5 , const_100 ) | multiply ( #6 , const_100 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a women purchased n0 towels @ rs . n1 each , n2 towels @ rs . n3 each and two towels at a certain rate which is now slipped off from his memory . but she remembers that the average price of the towels was rs . n4 . find the unknown rate of two towels ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , const_2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #1 ) | subtract ( #5 , #2 )
each of the integers from n0 to n1 , inclusive , is written on a separate slip of blank paper and the ten slips are dropped into a hat . if n3 of the slips are the drawn , without replacement , what is the probability that all n3 have a odd number written on it ?	add ( const_1 , n2 ) | add ( n1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #4 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | divide ( #6 , #7 ) | multiply ( #2 , #5 ) | subtract ( #6 , const_1 ) | subtract ( #7 , const_1 ) | divide ( #10 , #11 ) | multiply ( #8 , #9 ) | multiply ( #12 , #13 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by c are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , n0 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
sue ' s trail mix is n0 % nuts and n1 % dried fruit . jane ' s trail mix is n2 % nuts and n3 % chocolate chips . if the combined mixture of sue and jane ' s trails mix contains n4 % nuts , what percent of the combined mixture is dried fruit ?	multiply ( const_100 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
a vendor buys n0 t - shirts at an average price of $ n1 per t - shirt . he then buys n2 more t - shirts at an average price of $ n3 per t - shirt . what is the average price d per t - shirt that the vendor paid for these purchases ?	add ( const_0_25 , const_0_25 ) | add ( n0 , n1 ) | divide ( #1 , const_2 ) | add ( #0 , #2 )
a certain cube floating in a bucket of water has between n0 and n1 percent of its volume below the surface of the water . if between n2 and n3 cubic centimeters of the cube ' s volume is above the surface of the water , then the length of a side of the cube is approximately	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | cube_edge_by_volume ( #2 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
each of the integers from n0 to n1 , inclusive , is written on a separate slip of blank paper and the ten slips are dropped into a hat . if n3 of the slips are the drawn , without replacement , what is the probability that all n3 have a even number written on it ?	add ( const_1 , const_4 ) | add ( n1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #4 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | divide ( #6 , #7 ) | multiply ( #2 , #5 ) | subtract ( #6 , const_1 ) | subtract ( #7 , const_1 ) | divide ( #10 , #11 ) | multiply ( #8 , #9 ) | multiply ( #12 , #13 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by b are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
at a garage sale , all of the items were sold at different prices . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 rd lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
a cylinder of height h is n4 / n1 of water . when all of the water is poured into an empty cylinder whose radius is n2 percent larger than that of the original cylinder , the new cylinder is n3 / n4 full . the height of the new cylinder is what percent of h ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the ratio by weight , measured in pounds , of books to clothes to electronics in a suitcase initially stands at n0 : n3 : n2 . someone removes n3 pounds of clothing from the suitcase , thereby doubling the ratio of books to clothes . how many pounds do the electronics in the suitcase weigh ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | multiply ( #1 , const_2 ) | multiply ( n1 , #1 ) | negate ( #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #6 ) | multiply ( n2 , #7 )
during a particular baseball game , the probability of a team ' s pitcher throwing a strike on each throw is n0 / n1 . what is the least number of times that the pitcher should pitch the ball that will increase the probability of getting a strike at least once to more than n2 % .	divide ( n2 , const_100 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_10 )
an air - conditioning unit costs $ n0 . on december there was a discount for christmas of n1 % . n2 months later , the holiday season was over so the company raised the price of the air - conditioning by n3 % . how much will an air - conditioning unit cost in november ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #3 ) | multiply ( #2 , #4 )
for every even positive integer m , f ( m ) represents the product of all even integers from n2 to m , inclusive . for example , f ( n7 ) = n2 x n3 x n4 x n5 x n6 x n7 . what is the greatest prime factor of f ( n8 ) ?	divide ( n8 , n0 ) | subtract ( #0 , const_1 )
the ratio between the number of sheep and the number of horses at the stewar farm is n0 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by b are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , n0 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
a man can row a distance of n0 km in n1 min with the help of the tide . the direction of the tide reverses with the same speed . now he travels a further n2 km in n3 hours . how much time he would have saved if the direction of tide has not changed ?	divide ( n2 , n0 ) | subtract ( n3 , #0 )
louie takes out a n3 - month loan of $ n1 . the lender charges him n2 % interest per month compunded monthly . the terms of the loan state that louie must repay the loan in n3 equal monthly payments . to the nearest dollar , how much does louie have to pay each month ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n1 , #1 ) | multiply ( #1 , #3 ) | multiply ( #2 , #1 ) | add ( #5 , const_1 ) | multiply ( #1 , #4 ) | divide ( #7 , #6 )
the ratio by weight , measured in pounds , of books to clothes to electronics in a suitcase initially stands at n0 : n1 : n2 . someone removes n3 pounds of clothing from the suitcase , thereby doubling the ratio of books to clothes . how many pounds do the electronics in the suitcase weigh ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | multiply ( #1 , const_2 ) | multiply ( n1 , #1 ) | negate ( #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #6 ) | multiply ( n2 , #7 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
bruce and anne can clean their house in n0 hours working together at their respective constant rates . if anne no_ascii_32 s speed were doubled , they could clean their house in n1 hours working at their respective rates . how many q hours does it currently take anne to clean the house on her own ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a man cheats while buying as well as while selling . while buying he takes n0 % more than what he pays for and while selling he gives n1 % less than what he claims to . find the profit percent , if he sells at n2 % below the cost price of the claimed weight .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( n2 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
in an xy - coordinate plane , a line is defined by y = kx + n3 . if ( n1 , b ) , ( a , n2 ) , and ( a , b + n3 ) are n4 points on the line , where a and b are unknown , then k = ?	subtract ( n2 , n1 ) | multiply ( #0 , const_3 ) | divide ( #1 , n1 )
ashwin rented a power tool from a rental shop . the rent for the tool was $ n0 for the first hour and $ n1 for each additional hour . if ashwin paid a total of $ n2 , excluding sales tax , to rent the tool , for how many hours did she rent it ?	add ( n1 , const_1 )
sue ' s trail mix is n0 % nuts and n1 % dried fruit . jane ' s trail mix is n2 % nuts and n3 % chocolate chips . if the combined mixture of sue and jane ' s trails mix contains n4 % nuts , what percent of the combined mixture is dried fruit ?	multiply ( const_100 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
peter invests a sum of money and gets back an amount of $ n0 in n1 years . david invests an equal amount of money and gets an amount of $ n2 in n3 years . if both amounts were invested at the same rate ( simple interest ) what was the sum of money invested ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , #1 ) | subtract ( n0 , #5 )
a certain car can travel n0 minutes on a gallon of gasoline at n1 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n3 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
two cars are driving toward each other . the first car is traveling at a speed of n0 km / h , which is n1 % slower than the second car ' s speed . if the distance between the cars is n2 km , how many hours will it take until the two cars meet ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_4 ) | add ( #1 , #4 ) | divide ( #5 , #3 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
johnny bought n0 peanut butter cans at an average price ( arithmetic mean ) of n1 no_ascii_28 . if johnny returned two cans to the retailer , and the average price of the remaining cans was n2 no_ascii_28 , then what is the average price , in cents , of the two returned peanut butter cans ?	multiply ( n0 , n1 ) | subtract ( n0 , const_2 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , const_2 )
a man can row a distance of n0 km in n1 min with the help of the tide . the direction of the tide reverses with the same speed . now he travels a further n2 km in n3 hours . how much time he would have saved if the direction of tide has not changed ?	divide ( n2 , n0 ) | subtract ( n3 , #0 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
two cars are driving toward each other . the first car is traveling at a speed of n0 km / h , which is n1 % slower than the second car ' s speed . if the distance between the cars is n2 km , how many hours will it take until the two cars meet ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_4 ) | add ( #1 , #4 ) | divide ( #5 , #3 )
a , b , c , d , and e are positive consecutive integers and a < b < c < d < e . if the sum of a + b is one less than e , and the product of ab is one more than d , then what is the value of c ?	multiply ( const_2 , const_4 ) | negate ( const_2 ) | negate ( #1 ) | negate ( #0 ) | power ( #1 , const_2 ) | multiply ( #3 , #4 ) | subtract ( #4 , #5 ) | sqrt ( #6 ) | add ( #2 , #7 ) | divide ( #8 , #2 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
louie takes out a n3 - month loan of $ n1 . the lender charges him n2 % interest per month compounded monthly . the terms of the loan state that louie must repay the loan in n3 equal monthly payments . to the nearest dollar , how much does louis have to pay each month ?	divide ( n2 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #2 , #3 ) | add ( #4 , const_1 ) | add ( n1 , #5 ) | divide ( #5 , const_100 ) | divide ( #6 , #7 )
n3 . a certain church bell rings the bell twice at half past the hour and n1 times at the hour plus an additional number of rings equal to what ever time it is . how many rings will the clock make from n2 : n3 in the morning to n4 : n5 in the morning ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( n1 , n1 ) | add ( #2 , #3 ) | add ( #0 , #1 ) | add ( n2 , #5 ) | add ( #4 , #6 )
sue ' s trail mix is n0 % nuts and n1 % dried fruit . jane ' s trail mix is n2 % nuts and n3 % chocolate chips . if the combined mixture of sue and jane ' s trails mix contains n4 % nuts , what percent of the combined mixture is dried fruit ?	multiply ( const_100 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
bookman purchased n0 copies of a new book released recently , n3 of which are hardback and sold for $ n2 each , and rest are paperback and sold for $ n3 each . if n4 copies were sold and the total value of the remaining books was n5 , how many paperback copies were sold ?	gcd ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n1 , #2 ) | multiply ( n2 , #0 ) | add ( #3 , #1 ) | subtract ( #5 , n5 ) | subtract ( #6 , #4 ) | divide ( #7 , n1 )
bruce and anne can clean their house in n0 hours working together at their respective constant rates . if anne no_ascii_32 s speed were doubled , they could clean their house in n1 hours working at their respective rates . how many s hours does it currently take anne to clean the house on her own ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
sue ' s trail mix is n0 % nuts and n1 % dried fruit . jane ' s trail mix is n2 % nuts and n3 % chocolate chips . if the combined mixture of sue and jane ' s trails mix contains n4 % nuts , what percent of the combined mixture is dried fruit ?	multiply ( const_100 , const_2 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
n0 oz of juice p and n1 oz of juice v are mixed to make smothies m and y . the ratio of p to v in smothie m is n2 is to n4 and that in y is n4 is to n5 . how many ounces of juice p are contained in the smothie m ?	multiply ( n0 , n5 ) | multiply ( n2 , n5 ) | subtract ( #0 , n1 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n2 , #4 )
when a merchant imported a certain item , he paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 ) | divide ( #2 , n1 ) | floor ( #3 )
pipe a can fill a tank in n0 min . there is a second pipe in the bottom of the cistern to empty it . if all the two pipes are simultaneously opened , then the cistern is full in n1 min . in how much time , the second pipe alone can empty the cistern ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | inverse ( #2 )
the ratio between the number of sheep and the number of horses at the stewar farm is n0 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
we invested a total of $ n4 , n1 . we invested one part of the money at n6 % and the rest of the money at n3 % . the total investment with interest at the end of the year was $ n4 , n5 . how much money did we invest at n6 % ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( const_2 , const_3 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #6 , const_100 ) | multiply ( #6 , n4 ) | subtract ( #4 , #5 ) | add ( #7 , #8 ) | multiply ( #4 , #7 ) | add ( #10 , #3 ) | subtract ( #11 , #12 ) | divide ( #13 , #9 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by b are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
a certain car can travel n0 minutes on a gallon of gasoline at n4 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n3 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
we invested a total of $ n4 , n1 . we invested one part of the money at n6 % and the rest of the money at n3 % . the total investment with interest at the end of the year was $ n4 , n5 . how much money did we invest at n6 % ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( const_2 , const_3 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #6 , const_100 ) | multiply ( #6 , const_4 ) | subtract ( #4 , #5 ) | add ( #7 , #8 ) | multiply ( #4 , #7 ) | add ( #10 , #3 ) | subtract ( #11 , #12 ) | divide ( #13 , #9 )
in the rectangular coordinate system point o has coordinates ( n1 , n1 ) and point b has coordinates ( n3 , n3 ) and if point a is equidistant from points o and b and the area of the triangle oab is n4 , which of the following are the possible coordinates of point a .	subtract ( n2 , const_3 ) | rectangle_area ( #0 , const_2 )
a certain cube floating in a bucket of water has between n0 and n1 percent of its volume below the surface of the water . if between n2 and n3 cubic centimeters of the cube ' s volume is above the surface of the water , then the length of a side of the cube is approximately	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | cube_edge_by_volume ( #2 )
if n0 percent of the test takers taking an old paper and pencil gmat exam answered the first question on a given math section correctly , and n1 percent of the test takers answered the second question correctly , and n2 percent of the test takers answered neither question correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a vendor buys n0 t - shirts at an average price of $ n1 per t - shirt . he then buys n2 more t - shirts at an average price of $ n3 per t - shirt . what is the average price v per t - shirt that the vendor paid for these purchases ?	add ( const_0_25 , const_0_25 ) | add ( n0 , n1 ) | divide ( #1 , const_2 ) | add ( #0 , #2 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n2 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter of liquid a was contained by the can initially ?	add ( n0 , n4 ) | add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
a boat m leaves shore a and at the same time boat b leaves shore b . they move across the river . they met at n0 yards away from a and after that they met n1 yards away from shore b without halting at shores . find the distance between the shore a & b .	multiply ( n1 , const_4 )
the average salary / head of all the workers in a workshop is rs . n0 , if the average salary / head of n1 technician is rs . n2 and the average salary / head of the rest is rs . n3 , the total no . of workers in the work - shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
each of the integers from n0 to n1 , inclusive , is written on a separate slip of blank paper and the ten slips are dropped into a hat . if n3 of the slips are the drawn , without replacement , what is the probability that all n3 have a odd number written on it ?	add ( const_1 , n2 ) | add ( n1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #4 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | divide ( #6 , #7 ) | multiply ( #2 , #5 ) | subtract ( #6 , const_1 ) | subtract ( #7 , const_1 ) | divide ( #10 , #11 ) | multiply ( #8 , #9 ) | multiply ( #12 , #13 )
suppose f ( x ) is an odd function for which f ( x + n6 ) = f ( x ) for all x , and f ( x ) = x n6 for x n6 ( n3 , n7 ) . compute f ( - n5 / n6 ) + f ( n7 ) .	add ( n0 , n0 ) | divide ( n4 , #0 )
the ratio between the length and the breadth of a rectangular park is n0 : n1 . if a man cycling along the boundary of the park at the speed of n2 km / hr completes one round in n3 minutes , then what is the area of the park ( in sq . m ) ?	add ( n0 , n1 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( n2 , #2 ) | multiply ( n3 , #3 ) | multiply ( #4 , const_1000 ) | divide ( #5 , #0 ) | divide ( #6 , const_2 ) | multiply ( n1 , #7 ) | rectangle_area ( #7 , #8 )
lloyd normally works n2 hours per day and earns $ n1 per hour . for each hour he works in excess of n2 hours on a given day , he is paid n3 times his regular rate . if lloyd works n4 hours on a given day , how much does he earn for that day ?	multiply ( n0 , n1 ) | subtract ( n4 , n0 ) | multiply ( n3 , #1 ) | multiply ( n1 , #2 ) | add ( #0 , #3 )
a certain cube floating in a bucket of water has between n0 and n1 percent of its volume below the surface of the water . if between n2 and n3 cubic centimeters of the cube ' s volume is above the surface of the water , then the length of a side of the cube is approximately	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | cube_edge_by_volume ( #2 )
at the end of the month , a certain ocean desalination plant no_ascii_32 s reservoir contained n0 million gallons of water . this amount is twice the normal level . if this amount represents n1 % of the reservoir no_ascii_32 s total capacity , how many million gallons short of total capacity is the normal level ?	divide ( n0 , const_2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
for every even positive integer m , f ( m ) represents the product of all even integers from n2 to m , inclusive . for example , f ( n7 ) = n2 x n3 x n4 x n5 x n6 x n7 . what is the greatest prime factor of f ( n8 ) ?	divide ( n8 , n0 ) | subtract ( #0 , const_1 )
a certain car can travel n0 minutes on a gallon of gasoline at n4 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n3 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
country x imported approximately $ n0 billion of goods in n5 . if country x imported $ n2 million of goods in the first two months of n4 and continued to import goods at the same rate for the rest of the year , by how much would country xs n4 imports exceed those of n5 ?	divide ( const_12 , const_2 ) | multiply ( n0 , const_1000 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
a certain car can travel n0 minutes on a gallon of gasoline at n4 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n3 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
the ratio between the number of sheep and the number of horses at the stewar farm is n0 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
the ratio between the number of sheep and the number of horses at the stewar farm is n1 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
a cheese factory sells its cheese in rectangular blocks . a normal block has a volume of n0 cubic feet . if a large block has twice the width , twice the depth , and the same length of a normal block , what is the volume of cheese in a large block in cubic feet ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
a vendor buys n0 t - shirts at an average price of $ n1 per t - shirt . he then buys n2 more t - shirts at an average price of $ n3 per t - shirt . what is the average price b per t - shirt that the vendor paid for these purchases ?	add ( const_0_25 , const_0_25 ) | add ( n0 , n1 ) | divide ( #1 , const_2 ) | add ( #0 , #2 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
a man cheats while buying as well as while selling . while buying he takes n0 % more than what he pays for and while selling he gives n1 % less than what he claims to . find the profit percent , if he sells at n2 % below the cost price of the claimed weight .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( n2 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
there are n0 students in a seventh grade class . they decided to plant birches and roses at the school ' s backyard . while each girl planted n1 roses , every three boys planted n2 birch . by the end of the day they planted n3 plants . how many birches and roses were planted ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | divide ( #2 , #3 )
during a sale of n1 % on everything in a store , a kid is successful in convincing the store manager to give him n1 candies for the discounted price of n2 candies . the store still makes a profit of n3 % on this sale . what is the mark up percentage on each candy ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #4 , #5 ) | divide ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
a cylinder of height h is n0 / n1 of water . when all of the water is poured into an empty cylinder whose radius is n2 percent larger than that of the original cylinder , the new cylinder is n3 / n4 full . the height of the new cylinder is what percent of h ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n2 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
if two of the n0 expressions x + y , x + n2 y , x - y , n2 x + y are chosen at random , what is the probability that their product will be of the form of x ^ n4 - ( by ) ^ n4 , where b is an integer ?	add ( n0 , n3 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n3 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n4 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
john can type a set of pages in n3 hours at a constant rate . if john types for n1 hours and jack does the rest of the job , who works at n2 / n3 constant rate of john . how long will it take for jack alone to do the rest of the job ?	divide ( n2 , n0 ) | divide ( n1 , n0 ) | inverse ( n0 ) | multiply ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #4 ) | divide ( #3 , #5 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n3 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
a man cheats while buying as well as while selling . while buying he takes n0 % more than what he pays for and while selling he gives n1 % less than what he claims to . find the profit percent , if he sells at n2 % below the cost price of the claimed weight .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( n2 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
a person purchases n0 clocks and sells n6 clocks at a gain of n2 % and n3 clocks at a gain of n4 % . if he sold all of them at a uniform profit of n5 % , then he would have got rs . n6 less . the cost price of each clock is ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | divide ( n5 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( n1 , #3 ) | multiply ( n3 , #4 ) | multiply ( n0 , #5 ) | add ( #6 , #7 ) | subtract ( #9 , #8 ) | divide ( n1 , #10 )
a boat takes n0 hours for travelling downstream from point a to point b and coming back to point c midway between a and b . if the velocity of the stream is n1 kmph and the speed of the boat in still water is n2 kmph , what is the distance between a and b ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | divide ( const_1 , #0 ) | multiply ( #1 , const_2 ) | divide ( const_1 , #3 ) | add ( #2 , #4 ) | divide ( n0 , #5 )
a car traveled n1 % of the way from town a to town b at an average speed of n1 mph . the car traveled at an average speed of v mph for the remaining part of the trip . the average speed for the entire trip was n2 mph . what is v in mph ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a man purchased n2 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a car traveled n1 % of the way from town x to town y at an average speed of n1 mph . the car traveled at an average speed of v mph for the remaining part of the trip . the average speed for the entire trip was n2 mph . what is v in mph ?	divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 )
if n0 percent of the test takers taking an old paper and pencil gmat exam answered the first question on a given math section correctly , and n1 percent of the test takers answered the second question correctly , and n2 percent of the test takers answered neither question correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a store has n0 bottles of juice , including n4 bottles of apple juice . in the evening , n4 bottles of juice are sold one by one . what is the probability of selling n3 bottles of apple juice among the n4 bottles ? assume that every bottle has an equal chance of being bought .	choose ( n1 , n3 ) | choose ( n0 , n1 ) | divide ( #0 , #1 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
when a merchant imported a certain item , he paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 ) | divide ( #2 , n1 ) | floor ( #3 )
the ratio between the number of sheep and the number of horses at the stewar farm is n0 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
a women purchased n0 towels @ rs . n1 each , n2 towels @ rs . n3 each and two towels at a certain rate which is now slipped off from his memory . but she remembers that the average price of the towels was rs . n4 . find the unknown rate of two towels ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , const_2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #1 ) | subtract ( #5 , #2 )
there is a n0 % increase in the price of an article in the first year , a n1 % decrease in the second year and a n2 % increase in the next year . if the final price of the article is rs . n3 , then what was the price of the article initially ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | divide ( n3 , #3 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( const_1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
in a can , there is a mixture of milk and water in the ratio n0 : n1 . if the can is filled with an additional n2 liters of milk , the can would be full and the ratio of milk and water would become n3 : n4 . find the capacity of the can ?	multiply ( n2 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n4 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n1 , #4 ) | add ( n2 , #5 ) | add ( #7 , #6 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
bruce and anne can clean their house in n0 hours working together at their respective constant rates . if anne no_ascii_32 s speed were doubled , they could clean their house in n1 hours working at their respective rates . how many e hours does it currently take anne to clean the house on her own ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
solution x contains n0 % of material a and n1 % of material b . solution y contains n2 % of material a and n3 % of material b . a mixture of both these solutions contains n4 % of material a in the final product . how much solution x is present in the mixture ?	multiply ( n1 , const_1000 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_10 )
a women purchased n0 towels @ rs . n1 each , n2 towels @ rs . n3 each and two towels at a certain rate which is now slipped off from his memory . but she remembers that the average price of the towels was rs . n4 . find the unknown rate of two towels ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , const_2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #1 ) | subtract ( #5 , #2 )
peter invests a sum of money and gets back an amount of $ n0 in n1 years . david invests an equal amount of money and gets an amount of $ n2 in n3 years . if both amounts were invested at the same rate ( simple interest ) what was the sum of money invested ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , #1 ) | subtract ( n0 , #5 )
the ratio between the number of sheep and the number of horses at the stewar farm is n0 to n1 . if each of horse is fed n2 ounces of horse food per day and the farm needs a total n3 ounces of horse food per day . what is number sheep in the form ? ?	divide ( n3 , n2 ) | divide ( #0 , n1 ) | multiply ( n0 , #1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n3 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a man traveled a total distance of n0 km . he traveled one - third of the whole trip by plane and the distance traveled by train is two - thirds of the distance traveled by bus . if he traveled by train , plane and bus , how many kilometers did he travel by bus ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_3 ) | divide ( #3 , #0 )
a store has n0 bottles of juice , including n1 bottles of apple juice . in the evening , n4 bottles of juice are sold one by one . what is the probability of selling n3 bottles of apple juice among the n4 bottles ? assume that every bottle has an equal chance of being bought .	choose ( n1 , n3 ) | choose ( n0 , n1 ) | divide ( #0 , #1 )
a vendor buys n0 t - shirts at an average price of $ n1 per t - shirt . he then buys n2 more t - shirts at an average price of $ n3 per t - shirt . what is the average price s per t - shirt that the vendor paid for these purchases ?	add ( const_0_25 , const_0_25 ) | add ( n0 , n1 ) | divide ( #1 , const_2 ) | add ( #0 , #2 )
when a merchant imported a certain item , he paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 ) | divide ( #2 , n1 ) | floor ( #3 )
the ratio by weight , measured in pounds , of books to clothes to electronics in a suitcase initially stands at n0 : n1 : n2 . someone removes n3 pounds of clothing from the suitcase , thereby doubling the ratio of books to clothes . how many pounds do the electronics in the suitcase weigh ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | multiply ( #1 , const_2 ) | multiply ( n1 , #1 ) | negate ( #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #6 ) | multiply ( n2 , #7 )
a man traveled a total distance of n0 km . he traveled one - third of the whole trip by plane and the distance traveled by train is two - thirds of the distance traveled by bus . if he traveled by train , plane and bus , how many kilometers did he travel by bus ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_3 ) | divide ( #3 , #0 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
peter invests a sum of money and gets back an amount of $ n0 in n1 years . david invests an equal amount of money and gets an amount of $ n2 in n3 years . if both amounts were invested at the same rate ( simple interest ) what was the sum of money invested ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , #1 ) | subtract ( n0 , #5 )
when a merchant imported a certain item , she paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 )
a cylinder of height h is n0 / n1 of water . when all of the water is poured into an empty cylinder whose radius is n2 percent larger than that of the original cylinder , the new cylinder is n3 / n4 full . the height of the new cylinder is what percent of h ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a man traveled a total distance of n0 km . he traveled one - third of the whole trip by plane and the distance traveled by train is one - half of the distance traveled by bus . if he traveled by train , plane and bus , how many kilometers did he travel by bus ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_3 ) | divide ( #3 , #0 )
when a merchant imported a certain item , she paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , const_1000 )
a confectioner decides to sell all of his pastry due to the coming holiday . his pastry goods are equally divided among a group of n0 regular customers . if only n1 customers come to the bakery , each one will receive n2 less pastry goods . how much pastry does the confectioner needs to sell ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
if n0 percent of the test takers taking an old paper and pencil gmat exam answered the first question on a given math section correctly , and n1 percent of the test takers answered the second question correctly , and n2 percent of the test takers answered neither question correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
n0 oz of juice p and n1 oz of juice q are mixed to make smothies x and y . the ratio of p to q in smothie x is n2 is to n4 and that in y is n4 is to n5 . how many ounces of juice p are contained in the smothie x ?	add ( n0 , n1 ) | add ( n2 , n3 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
when a merchant imported a certain item , he paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 ) | divide ( #2 , n1 ) | floor ( #3 )
bookman purchased n0 copies of a new book released recently , n3 of which are hardback and sold for $ n2 each , and rest are paperback and sold for $ n3 each . if n4 copies were sold and the total value of the remaining books was n5 , how many paperback copies were sold ?	gcd ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n1 , #2 ) | multiply ( n2 , #0 ) | add ( #3 , #1 ) | subtract ( #5 , n5 ) | subtract ( #6 , #4 ) | divide ( #7 , n1 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by c are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , n0 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
the credit card and a global payment processing companies have been suffering losses for some time now . a well known company recently announced its quarterly results . according to the results , the revenue fell to $ n0 billion from $ n1 billion , a year ago . by what percent did the revenue fall ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
a set s = { x , - n0 , - n1 , - n3 , n3 , n4 , n5 , y } with elements arranged in increasing order . if the median and the mean of the set are the same , what is the value of | x | - | y | ?	add ( n0 , n5 ) | add ( n2 , #0 ) | subtract ( #1 , n2 ) | subtract ( #2 , n1 ) | subtract ( #3 , n0 )
a confectioner decides to sell all of his pastry due to the coming holiday . his pastry goods are equally divided among a group of n0 regular customers . if only n1 customers come to the bakery , each one will receive n2 less pastry goods . how much pastry does the confectioner needs to sell ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a confectioner decides to sell all of his pastry due to the coming holiday . his pastry goods are equally divided among a group of n0 regular customers . if only n1 customers come to the bakery , each one will receive n2 less pastry goods . how much pastry does the confectioner needs to sell ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
each of the integers from n0 to n1 , inclusive , is written on a separate slip of blank paper and the ten slips are dropped into a hat . if n3 of the slips are the drawn , without replacement , what is the probability that all n3 have a even number written on it ?	add ( const_1 , const_4 ) | add ( n1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | divide ( #3 , #4 ) | subtract ( #3 , const_1 ) | subtract ( #4 , const_1 ) | divide ( #6 , #7 ) | multiply ( #2 , #5 ) | subtract ( #6 , const_1 ) | subtract ( #7 , const_1 ) | divide ( #10 , #11 ) | multiply ( #8 , #9 ) | multiply ( #12 , #13 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
lloyd normally works n2 hours per day and earns $ n1 per hour . for each hour he works in excess of n2 hours on a given day , he is paid n3 times his regular rate . if lloyd works n4 hours on a given day , how much does he earn for that day ?	multiply ( n0 , n1 ) | subtract ( n4 , n0 ) | multiply ( n3 , #1 ) | multiply ( n1 , #2 ) | add ( #0 , #3 )
a cylinder of height h is n0 / n1 of water . when all of the water is poured into an empty cylinder whose radius is n2 percent larger than that of the original cylinder , the new cylinder is n3 / n4 full . the height of the new cylinder is what percent of h ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
there are n3 students in a seventh grade class . they decided to plant birches and roses at the school ' s backyard . while each girl planted n1 roses , every three boys planted n2 birch . by the end of the day they planted n3 plants . how many birches and roses were planted ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | divide ( #2 , #3 )
the credit card and a global payment processing companies have been suffering losses for some time now . a well known company recently announced its quarterly results . according to the results , the revenue fell to $ n0 billion from $ n1 billion , a year ago . by what percent did the revenue fall ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
for every even positive integer m , f ( m ) represents the product of all even integers from n2 to m , inclusive . for example , f ( n7 ) = n2 x n3 x n4 x n5 x n6 x n7 . what is the greatest prime factor of f ( n8 ) ?	divide ( n8 , n0 ) | subtract ( #0 , const_1 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
the average height of n0 students in a class was calculated as n1 cm . it has later found that the height of one of the students in the class was incorrectly written as n2 cm whereas the actual height was n3 cm . what was the actual average height of the students in the class ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
a certain cube floating in a bucket of water has between n0 and n1 percent of its volume below the surface of the water . if between n2 and n3 cubic centimeters of the cube ' s volume is above the surface of the water , then the length of a side of the cube is approximately	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | cube_edge_by_volume ( #2 )
a car traveled n1 % of the way from town x to town y at an average speed of n1 mph . the car traveled at an average speed of v mph for the remaining part of the trip . the average speed for the entire trip was n2 mph . what is v in mph ?	divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | divide ( #1 , #0 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n2 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
at the end of the month , a certain ocean desalination plant no_ascii_32 s reservoir contained n0 million gallons of water . this amount is eighth the normal level . if this amount represents n1 % of the reservoir no_ascii_32 s total capacity , how many million gallons short of total capacity is the normal level ?	divide ( n0 , const_2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
in a can , there is a mixture of milk and water in the ratio n0 : n1 . if the can is filled with an additional n2 liters of milk , the can would be full and the ratio of milk and water would become n3 : n4 . find the capacity of the can ?	multiply ( n2 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n4 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n1 , #4 ) | add ( n2 , #5 ) | add ( #7 , #6 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
country x imported approximately $ n0 billion of goods in n5 . if country x imported $ n2 million of goods in the first two months of n4 and continued to import goods at the same rate for the rest of the year , by how much would country xs n4 imports exceed those of n5 ?	divide ( const_12 , const_2 ) | multiply ( n0 , const_1000 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
there is a n0 % increase in the price of an article in the first year , a n1 % decrease in the second year and a n2 % increase in the next year . if the final price of the article is rs . n3 , then what was the price of the article initially ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | divide ( n3 , #3 )
bookman purchased n0 copies of a new book released recently , n3 of which are hardback and sold for $ n2 each , and rest are paperback and sold for $ n3 each . if n4 copies were sold and the total value of the remaining books was n5 , how many paperback copies were sold ?	gcd ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n1 , #2 ) | multiply ( n2 , #0 ) | add ( #3 , #1 ) | subtract ( #5 , n5 ) | subtract ( #6 , #4 ) | divide ( #7 , n1 )
the average salary / head of all the workers in a workshop is rs . n0 , if the average salary / head of n1 technician is rs . n2 and the average salary / head of the rest is rs . n3 , the total no . of workers in the work - shop is ?	multiply ( n1 , n2 ) | multiply ( n1 , n3 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
lloyd normally works n2 hours per day and earns $ n1 per hour . for each hour he works in excess of n2 hours on a given day , he is paid n3 times his regular rate . if lloyd works n4 hours on a given day , how much does he earn for that day ?	multiply ( n0 , n1 ) | subtract ( n4 , n0 ) | multiply ( n3 , #1 ) | multiply ( n1 , #2 ) | add ( #0 , #3 )
there is a n0 % increase in the price of an article in the first year , a n1 % decrease in the second year and a n2 % increase in the next year . if the final price of the article is rs . n3 , then what was the price of the article initially ?	subtract ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | divide ( n3 , #3 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , const_100.0 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 and variables costs averaging $ n1 per item . if the manufacturer no_ascii_32 s selling price per item is $ n2 , how many items the manufacturer produce and sell to earn an annual profit of $ n3 ?	add ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , const_3 ) | add ( #4 , const_3 )
if n0 percent of the test takers taking an old paper and pencil gmat exam answered the first question on a given math section correctly , and n1 percent of the test takers answered the second question correctly , and n2 percent of the test takers answered neither question correctly , what percent answered both correctly ?	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , const_100 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n3 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n4 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a confectioner decides to sell all of his pastry due to the coming holiday . his pastry goods are equally divided among a group of n0 regular customers . if only n1 customers come to the bakery , each one will receive n2 less pastry goods . how much pastry does the confectioner needs to sell ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
a leak in the bottom of a tank can empty the tank in n0 hrs . an pipe fills water atthe rate of n1 ltrs / min . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hrs . the capacity of the tank is ?	multiply ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( n1 , #1 )
the price of commodity x increases by n5 paise every year , while the price of commodity y increases by n1 paise every year . if in n2 , the price of commodity x was n3 and that of y was n4 , in which year will commodity x cost n5 paise more than commodity y ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #0 , #1 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
at a garage sale , all of the items were sold at different prices . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 th lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
in a can , there is a mixture of milk and water in the ratio n0 : n3 . if the can is filled with an additional n2 liters of milk , the can would be full and the ratio of milk and water would become n3 : n4 . find the capacity of the can ?	multiply ( n2 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n4 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n1 , #4 ) | add ( n2 , #5 ) | add ( #7 , #6 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
country x imported approximately $ n0 billion of goods in n5 . if country x imported $ n2 million of goods in the first two months of n4 and continued to import goods at the same rate for the rest of the year , by how much would country xs n4 imports exceed those of n5 ?	divide ( const_12 , const_2 ) | multiply ( n0 , const_1000 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
a women purchased n0 towels @ rs . n1 each , n2 towels @ rs . n3 each and two towels at a certain rate which is now slipped off from his memory . but she remembers that the average price of the towels was rs . n4 . find the unknown rate of two towels ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , const_2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #1 ) | subtract ( #5 , #2 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
country x imported approximately $ n0 billion of goods in n5 . if country x imported $ n2 million of goods in the first two months of n4 and continued to import goods at the same rate for the rest of the year , by how much would country xs n4 imports exceed those of n5 ?	divide ( const_12 , const_2 ) | multiply ( n0 , const_1000 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
the credit card and a global payment processing companies have been suffering losses for some time now . a well known company recently announced its quarterly results . according to the results , the revenue fell to $ n0 billion from $ n1 billion , a year ago . by what percent did the revenue fall ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a cylinder of height h is n0 / n3 of water . when all of the water is poured into an empty cylinder whose radius is n2 percent larger than that of the original cylinder , the new cylinder is n3 / n4 full . the height of the new cylinder is what percent of h ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
for every even positive integer m , f ( m ) represents the product of all even integers from n2 to m , inclusive . for example , f ( n7 ) = n2 x n3 x n4 x n5 x n6 x n7 . what is the greatest prime factor of f ( n8 ) ?	divide ( n8 , n0 ) | subtract ( #0 , const_1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a confectioner decides to sell all of his pastry due to the coming holiday . his pastry goods are equally divided among a group of n0 regular customers . if only n1 customers come to the bakery , each one will receive n2 less pastry goods . how much pastry does the confectioner needs to sell ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 )
there are n0 working days in a regular week and for each day , the working hours are n1 . a man earns rs . n2 per hour for regular work and rs . n3 per hour for overtime . if he earns rs . n4 in n5 weeks , how many hours did he work ?	multiply ( n0 , n5 ) | multiply ( n1 , #0 ) | multiply ( n2 , #1 ) | subtract ( n4 , #2 ) | divide ( #3 , n3 ) | add ( #4 , #1 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
a man bring n0 cats to his home to eliminate all the mice . they do a half of the work in n1 days , then the man brings n2 more cats . if they hunt at the same rate , how many days will take to hunt all the mice , since the first day ?	divide ( n0 , n1 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
n0 white and black tiles will be used to form a n2 x n2 square pattern . if there must be at least one black tile in every row and at least one white tile in every column , what is the maximum difference between the number of black and white tiles that can be used ?	subtract ( n0 , n1 )
we invested a total of $ n4 , n1 . we invested one part of the money at n6 % and the rest of the money at n3 % . the total investment with interest at the end of the year was $ n4 , n5 . how much money did we invest at n6 % ?	add ( const_2 , const_3 ) | divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( const_2 , const_3 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | multiply ( #0 , const_2 ) | multiply ( #6 , const_100 ) | multiply ( #6 , const_4 ) | subtract ( #4 , #5 ) | add ( #7 , #8 ) | multiply ( #4 , #7 ) | add ( #10 , #3 ) | subtract ( #11 , #12 ) | divide ( #13 , #9 )
a metallic sheet is of rectangular shape with dimensions n0 m x n1 m . from each of its corners , a square is cut off so as to make an open box . if the length of the square is n2 m , the volume of the box ( in m ^ n3 ) is :	multiply ( n2 , const_2 ) | subtract ( n0 , #0 ) | subtract ( n1 , #0 ) | volume_rectangular_prism ( n2 , #1 , #2 )
working independently , tina can do a certain job in n0 hours . working independently , ann can do the same job in n1 hours . if tina works independently at the job for n2 hours and then ann works independently , how many hours will it take ann to complete the remainder of the jobs ?	subtract ( n0 , n2 ) | divide ( n0 , #0 ) | divide ( n1 , #1 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
the average height of n0 students in a class was calculated as n1 cm . it has later found that the height of one of the students in the class was incorrectly written as n2 cm whereas the actual height was n3 cm . what was the actual average height of the students in the class ?	multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n0 )
on a certain date , pat invested $ n0 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n1 years will be $ n2 , in how many years total will the total value of the investment plus interest increase to $ n3 ?	add ( n2 , n3 ) | divide ( #0 , n0 ) | add ( #1 , const_3 )
a man traveled a total distance of n0 km . he traveled one - third of the whole trip by plane and the distance traveled by train is one - half of the distance traveled by bus . if he traveled by train , plane and bus , how many kilometers did he travel by bus ?	add ( const_2 , const_3 ) | multiply ( n0 , const_2 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_3 ) | divide ( #3 , #0 )
two cars are driving toward each other . the first car is traveling at a speed of n0 km / h , which is n1 % faster than the second car ' s speed . if the distance between the cars is n2 km , how many hours will it take until the two cars meet ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_4 ) | add ( #1 , #4 ) | divide ( #5 , #3 )
a store has n0 bottles of juice , including n4 bottles of apple juice . in the evening , n4 bottles of juice are sold one by one . what is the probability of selling n3 bottles of apple juice among the n4 bottles ? assume that every bottle has an equal chance of being bought .	choose ( n1 , n3 ) | choose ( n0 , n1 ) | divide ( #0 , #1 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n2 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
the credit card and a global payment processing companies have been suffering losses for some time now . a well known company recently announced its quarterly results . according to the results , the revenue fell to $ n0 billion from $ n1 billion , a year ago . by what percent did the revenue fall ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
in a certain animal population , for each of the first n4 months of life , the probability that an animal will die during that month is n1 / n2 . for a group of n3 newborn members of the population , approximately how many would be expected to survive the first n4 months of life ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by c are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
a , b and c completed a piece of work , a worked for n0 days , b for n1 days and c for n4 days . their daily wages were in the ratio of n3 : n4 : n5 . find the daily wages of c , if their total earning was rs . n6 ?	multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n6 , #4 ) | multiply ( n5 , #5 )
n0 white and black tiles will be used to form a n2 x n2 square pattern . if there must be at least one black tile in every row and at least one white tile in every column , what is the maximum difference between the number of black and white tiles that can be used ?	subtract ( n0 , n1 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n3 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
country x imported approximately $ n0 billion of goods in n5 . if country x imported $ n2 million of goods in the first two months of n4 and continued to import goods at the same rate for the rest of the year , by how much would country xs n4 imports exceed those of n5 ?	divide ( const_12 , const_2 ) | multiply ( n0 , const_1000 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
at a garage sale , all of the items were sold at different prices . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 th lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
at a garage sale , all of the items were sold at different prices . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 st lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
a man cheats while buying as well as while selling . while buying he takes n0 % more than what he pays for and while selling he gives n1 % less than what he claims to . find the profit percent , if he sells at n2 % below the cost price of the claimed weight .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( n2 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
the credit card and a global payment processing companies have been suffering losses for some time now . a well known company recently announced its quarterly results . according to the results , the revenue fell to $ n0 billion from $ n1 billion , a year ago . by what percent did the revenue fall ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
at a garage sale , all of the items were sold at different prices . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 nd lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
a certain car can travel n0 minutes on a gallon of gasoline at n4 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n4 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
louie takes out a n3 - month loan of $ n1 . the lender charges him n2 % interest per month compounded monthly . the terms of the loan state that louie must repay the loan in n3 equal monthly payments . to the nearest dollar , how much does louie have to pay each month ?	divide ( const_1 , const_10 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | multiply ( #1 , #2 ) | divide ( #3 , n0 )
a certain car can travel n0 minutes on a gallon of gasoline at n1 miles per hour . if the car had started with a full tank and had n2 gallons of gasoline left in its tank at the end , then what percent of the tank was used to travel n3 miles at n4 mph ?	multiply ( n0 , n1 ) | multiply ( n3 , n4 ) | divide ( #0 , #1 ) | add ( n2 , #2 ) | divide ( #2 , #3 )
a set s = { x , - n0 , - n1 , - n3 , n3 , n4 , n5 , y } with elements arranged in increasing order . if the median and the mean of the set are the same , what is the value of | x | - | y | ?	add ( n0 , n5 ) | add ( n2 , #0 ) | subtract ( #1 , n2 ) | subtract ( #2 , n1 ) | subtract ( #3 , n0 )
krishan and nandan jointly started a business . krishan invested n0 times as nandan did and invested his money for double time as compared to nandan . nandan earned rs . n1 . if the gain is proportional to the money invested and the time for which the money is invested then the total gain was ?	multiply ( n0 , const_2 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 )
bookman purchased n0 copies of a new book released recently , n3 of which are hardback and sold for $ n2 each , and rest are paperback and sold for $ n3 each . if n4 copies were sold and the total value of the remaining books was n5 , how many paperback copies were sold ?	gcd ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n1 , #2 ) | multiply ( n2 , #0 ) | add ( #3 , #1 ) | subtract ( #5 , n5 ) | subtract ( #6 , #4 ) | divide ( #7 , n1 )
in an electric circuit , three resistors with resistances n0 ohms , n1 ohms and n2 ohms are connected in parallel . in this case , if r is the combined resistance of these three resistors , then the reciprocal of r is equal to the sum of the reciprocals resistors . what is r value ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 )
a man purchased n0 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a man can row a distance of n0 km in n1 min with the help of the tide . the direction of the tide reverses with the same speed . now he travels a further n2 km in n3 hours . how much time he would have saved if the direction of tide has not changed ?	divide ( n2 , n0 ) | subtract ( n3 , #0 )
at the end of the month , a certain ocean desalination plant no_ascii_32 s reservoir contained n0 million gallons of water . this amount is twice the normal level . if this amount represents n1 % of the reservoir no_ascii_32 s total capacity , how many million gallons short of total capacity is the normal level ?	divide ( n0 , const_2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
n0 oz of juice p and n1 oz of juice v are mixed to make smothies a and y . the ratio of p to v in smothie a is n2 is to n4 and that in y is n4 is to n5 . how many ounces of juice p are contained in the smothie a ?	divide ( n3 , n2 ) | multiply ( n0 , n5 ) | subtract ( #1 , n1 ) | subtract ( n5 , #0 ) | divide ( #2 , #3 )
bruce and bhishma are running on a circular track of length n0 m . speed of bruce is n1 m / s and that of bhishma is n2 m / s . they start fro the same point at the same time in the same direction . when will they meet again for the first time ?	subtract ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #1 , const_2 ) | add ( #1 , #2 )
during a sale of n0 % on everything in a store , a kid is successful in convincing the store manager to give him n1 candies for the discounted price of n2 candies . the store still makes a profit of n3 % on this sale . what is the mark up percentage on each candy ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #4 , #5 ) | divide ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
when a merchant imported a certain item , she paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 )
an engineer designed a ball so that when it was dropped , it rose with each bounce exactly one - half as high as it had fallen . the engineer dropped the ball from a n0 - meter platform and caught it after it had traveled n1 meters . how many times did the ball bounce ?	divide ( n0 , const_2 ) | divide ( #0 , const_2 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
during a sale of n0 % on everything in a store , a kid is successful in convincing the store manager to give him n1 candies for the discounted price of n2 candies . the store still makes a profit of n3 % on this sale . what is the mark up percentage on each candy ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #4 , #5 ) | divide ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
when a merchant imported a certain item , she paid a n0 percent import tax on the portion of the total value of the item in excess of $ n1 , n2 . if the amount of the import tax that the merchant paid was $ n3 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( #1 , n1 )
during a sale of n1 % on everything in a store , a kid is successful in convincing the store manager to give him n1 candies for the discounted price of n2 candies . the store still makes a profit of n3 % on this sale . what is the mark up percentage on each candy ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n1 , n2 ) | add ( #0 , const_1 ) | divide ( #2 , n1 ) | subtract ( const_1 , #1 ) | multiply ( #4 , #5 ) | divide ( #3 , #6 ) | subtract ( #7 , const_1 ) | multiply ( #8 , const_100 )
the fisherman sale , all of the prices of the fishes sold were different . if the price of a radio sold at the fisherman sale was both the n0 th highest price and the n1 th lowest price among the prices of the fishes sold , how many fishes were sold at the fisherman sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
a women purchased n0 towels @ rs . n1 each , n2 towels @ rs . n4 each and two towels at a certain rate which is now slipped off from his memory . but she remembers that the average price of the towels was rs . n4 . find the unknown rate of two towels ?	add ( n0 , n2 ) | multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , const_2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #1 ) | subtract ( #5 , #2 )
the flowerman sale , all of the prices of the flowers sold were different . if the price of a radio sold at the flowerman sale was both the n0 th highest price and the n1 th lowest price among the prices of the slowers sold , how many flowers were sold at the flowerman sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
the distance from steve ' s house to work is n0 km . on the way back steve drives twice as fast as he did on the way to work . altogether , steve is spending n1 hours a day on the roads . what is steve ' s speed on the way back from work ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , const_2 )
a cheese factory sells its cheese in rectangular blocks . a normal block has a volume of n0 cubic feet . if a small block has half the width , half the depth , and half the length of a normal block , what is the volume of cheese in a small block in cubic feet ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 )
two trains start at same time from two stations and proceed towards each other at the rate of n0 km / hr and n1 km / hr respectively . when they meet , it is found that one train has traveled n2 km more than the other . what is the distance between the two stations ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
the ratio by weight , measured in pounds , of books to clothes to electronics in a suitcase initially stands at n0 : n1 : n2 . someone removes n3 pounds of clothing from the suitcase , thereby doubling the ratio of books to clothes . how many pounds do the electronics in the suitcase weigh ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | multiply ( #1 , const_2 ) | multiply ( n1 , #1 ) | negate ( #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #6 ) | multiply ( n2 , #7 )
a cheese factory sells its cheese in rectangular blocks . a normal block has a volume of n0 cubic feet . if a large block has twice the width , twice the depth , and twice the length of a normal block , what is the volume of cheese in a large block in cubic feet ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 )
a bus starts from city x . the number of women in the bus is half of the number of men . in city y , n0 men leave the bus and n1 women enter . now , number of men and women is equal . in the beginning , how many passengers entered the bus ?	add ( n0 , n1 ) | multiply ( #0 , const_3 )
two cars are driving toward each other . the first car is traveling at a speed of n0 km / h , which is n1 % faster than the second car ' s speed . if the distance between the cars is n2 km , how many hours will it take until the two cars meet ?	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 ) | add ( n0 , #2 ) | multiply ( #2 , const_4 ) | add ( #1 , #4 ) | divide ( #5 , #3 )
a , b and c play a cricket match . the ratio of the runs scored by them in the match is a : b = n2 : n1 and b : c = n2 : n3 . if the total runs scored by all of them are n4 , the runs scored by a are ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #2 , n0 ) | divide ( n4 , #3 ) | multiply ( n3 , #4 )
in a can , there is a mixture of milk and water in the ratio n0 : n1 . if the can is filled with an additional n2 liters of milk , the can would be full and the ratio of milk and water would become n3 : n4 . find the capacity of the can ?	multiply ( n2 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , n4 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 ) | multiply ( n0 , #4 ) | multiply ( n1 , #4 ) | add ( n2 , #5 ) | add ( #7 , #6 )
a store has n0 bottles of juice , including n4 bottles of apple juice . in the evening , n4 bottles of juice are sold one by one . what is the probability of selling n3 bottles of apple juice among the n4 bottles ? assume that every bottle has an equal chance of being bought .	choose ( n1 , n3 ) | choose ( n0 , n1 ) | divide ( #0 , #1 )
the ratio by weight , measured in pounds , of books to clothes to electronics in a suitcase initially stands at n0 : n1 : n2 . someone removes n3 pounds of clothing from the suitcase , thereby doubling the ratio of books to clothes . how many pounds do the electronics in the suitcase weigh ?	add ( n0 , n1 ) | add ( n2 , #0 ) | multiply ( n3 , #1 ) | multiply ( #1 , const_2 ) | multiply ( n1 , #1 ) | negate ( #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #6 ) | multiply ( n2 , #7 )
a man purchased n2 blankets @ rs . n1 each , n2 blankets @ rs . n4 each and two blankets at a certain rate which is now slipped off from his memory . but he remembers that the average price of the blankets was rs . n4 . find the unknown rate of two blankets ?	multiply ( n3 , const_10 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
a certain cube floating in a bucket of water has between n0 and n1 percent of its volume below the surface of the water . if between n2 and n3 cubic centimeters of the cube ' s volume is above the surface of the water , then the length of a side of the cube is approximately	multiply ( n3 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 ) | cube_edge_by_volume ( #2 )
in a race where n0 cars are running , the chance that car x will win is n5 / n2 , that y will win is n5 / n4 and that z will win is n5 / n6 . assuming that a dead heat is impossible , find the chance that one of them will win .	divide ( n1 , n2 ) | divide ( n1 , n4 ) | divide ( n1 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
a cylindrical container with n0 meters diameter and a height of n1 meters is filled to capacity with water . if the water is then used to fill several smaller cylinders ( n2 meters radius and n3 meters height ) , how many smaller cylinders can be filled to capacity before the larger cylinder becomes empty ?	add ( const_2 , const_4 ) | divide ( n0 , const_2 ) | volume_cylinder ( n2 , n3 ) | divide ( #0 , const_10 ) | volume_cylinder ( #1 , n1 ) | divide ( #4 , #2 ) | subtract ( #5 , #3 )
at garage sale , all of the prices of the items sold were different . if the price of a radio sold at the garage sale was both the n0 th highest price and the n1 th lowest price among the prices of the items sold , how many items were sold at the garage sale ?	add ( n0 , n1 ) | subtract ( #0 , const_1 )
y and z walk around a circular track . they start at n0 a . m from the same point in the opposite directions . y and z walk at a speed of n1 rounds per hour and n2 rounds per hour respectively . how many times shall they cross each other before n3 a . m	divide ( const_60 , n2 ) | divide ( const_60 , n1 ) | divide ( #0 , const_10 ) | divide ( #1 , const_10 ) | add ( #2 , #3 ) | divide ( const_60 , #4 )
a man cheats while buying as well as while selling . while buying he takes n0 % more than what he pays for and while selling he gives n1 % less than what he claims to . find the profit percent , if he sells at n2 % below the cost price of the claimed weight .	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | add ( n2 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_2 )
working alone at its constant rate , machine a produces x boxes in n3 minutes and working alone at its constant rate , machine b produces n1 x boxes in n2 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction x of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
of the final grades received by the students in a certain math course , n4 / n1 are a ' s , n4 / n3 are b ' s , n4 / n5 are c ' s , and the remaining n6 grades are d ' s . what is the number of students in the course ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
the maitre ' d at an expensive manhattan restaurant has noticed that n0 % of the couples order dessert and coffee . however , n1 % of the couples who order dessert do n ' t order coffee . what is the probability w that the next couple the maitre ' d seats will not order dessert ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( const_1 , #3 ) | divide ( #2 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #1 , #6 )
after an ice began to melt out from the freezer , in the first hour lost n2 / n3 , in the second hour lost n2 / n3 of its remaining . if after two hours , the volume is n4 cubic inches , what is the original volume of the cubic ice , in cubic inches ?	divide ( n4 , const_0_25 ) | divide ( #0 , const_0_25 )
a toy store ' s revenue in november was n2 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n3 ) | divide ( n0 , n1 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | divide ( #3 , const_2 ) | divide ( const_1 , #4 )
two consultants can type up a report in n0 hours and edit it in n1 hours . if mary needs n2 hours to type the report and jim needs n3 hours to edit it alone , how many hours q will it take if jim types the report and mary edits it immediately after he is done ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | inverse ( #4 ) | inverse ( #5 ) | add ( #6 , #7 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
set # n0 = { a , b } set # n1 = { k , l , m , n , o , p } there are these two sets of letters , and you are going to pick exactly one letter from each set . what is the probability of picking at least one vowel ?	add ( const_1 , const_4 ) | divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | divide ( #0 , #2 ) | multiply ( #1 , #3 ) | subtract ( n0 , #4 )
when n4 / n1 of the votes on a certain resolution have been counted , n2 / n3 of those counted are in favor of the resolution . what fraction w of the remaining votes must be against the resolution so that the total count will result in a vote of n4 to n5 against the resolution ?	add ( n0 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( #3 , n1 ) | multiply ( #1 , #2 ) | subtract ( #1 , #6 ) | subtract ( #4 , #7 ) | divide ( #8 , #5 )
in smithtown , the ratio of right - handed people to left - handed people is n2 to n1 and the ratio of men to women is n2 to n3 . if the number of right - handed men is maximized , then what x percent of all the people in smithtown are left - handed women ?	add ( n0 , n1 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | multiply ( n0 , #2 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
three walls have wallpaper covering a combined area of n0 square meters . by overlapping the wallpaper to cover a wall with an area of n1 square meters , the area that is covered by exactly two layers of wallpaper is n2 square meters . what is the area that is covered with three layers of wallpaper ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
at a speed of n5 miles per hour , a certain car uses n1 gallon of gasoline every n2 miles . if the car starts with a full n3 gallon tank of gasoline and travels for n4 hours at n5 miles per hour , the amount of gasoline used would be what fraction of a full tank ?	multiply ( n0 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
the present ratio of students to teachers at a certain school is n0 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
the present ratio of students to teachers at a certain school is n0 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
the probability that a computer company will get a computer hardware contract is n2 / n1 and the probability that it will not get a software contract is n2 / n4 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n3 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
a car is purchased on hire - purchase . the cash price is $ n0 n1 and the terms are a deposit of n2 % of the price , then the balance to be paid off over n3 equal monthly installments . interest is charged at n4 % p . a . what is the monthly installment ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_1000 ) | divide ( #1 , n4 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , n3 ) | multiply ( #3 , #5 ) | add ( #6 , #7 )
there n4 kinds of books in the library physics , chemistry and biology . ratio of physics to chemistry is n4 to n2 ; ratio of chemistry to biology is n3 to n4 , and the total of the books is more than n5 . which one of following can be the total e of the book ?	add ( n0 , n5 )
two pipes can fill a cistern in n0 and n1 hours respectively . the pipes are opened simultaneously and it is found that due to leakage in the bottom , n2 minutes extra are taken for the cistern to be filled up . if the cistern is full , in what time would the leak empty it ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( n0 , n1 ) | divide ( #2 , const_2 ) | divide ( #0 , const_2 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | multiply ( #3 , #6 ) | divide ( #7 , #6 )
a leak in the bottom of a tank can empty the tank in n0 hrs . an pipe fills water at the rate of n1 ltrs / minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hrs . the capacity of the tank is ?	multiply ( n0 , n1 ) | multiply ( #0 , const_60 ) | multiply ( n1 , #1 )
on the first day of her vacation , louisa traveled n2 miles . on the second day , traveling at the same average speed , she traveled n4 miles . if the n2 - mile trip took n3 hours less than the n4 - mile trip , what was the average speed , in miles per hour ?	subtract ( n1 , n0 ) | divide ( #0 , n3 )
at the end of year x , automobile installment credit accounted for n0 % of all outstanding consumer installment credit . at that time automobile finance companies extended $ n1 billion of credit , or n2 / n3 of the automobile installment credit . how many billion dollars of consumer installment credit was outstanding at that time ?	divide ( n0 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , #0 )
on the first day of her vacation , louisa traveled n2 miles . on the second day , traveling at the same average speed , she traveled n4 miles . if the n2 - mile trip took n3 hours less than the n4 - mile trip , what was the average speed , in miles per hour ?	subtract ( n1 , n0 ) | divide ( #0 , n3 )
a semicircle is drawn with ab as its diameter . from c , a point on ab , a line perpendicular to ab is drawn , meeting the circumference of the semicircle at d . given that ac = n0 cm and cd = n1 cm , the area of the semicircle in square cm will be ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #0 , #1 ) | sqrt ( #2 ) | power ( #3 , const_2 ) | subtract ( #4 , const_4 ) | add ( #4 , #5 ) | subtract ( #6 , #0 ) | divide ( #7 , #0 ) | add ( #8 , const_2 ) | divide ( #9 , const_2 ) | power ( #10 , const_2 ) | multiply ( #11 , const_pi ) | divide ( #12 , const_2 )
a can do a piece of work in n1 days ; b can do the same in n1 days . a started alone but left the work after n4 days , then b worked at it for n4 days . c finished the remaining work in n4 days . c alone can do the whole work in ?	add ( n2 , n2 ) | divide ( #0 , n0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
there n4 kinds of books in the library physics , chemistry and biology . ratio of physics to chemistry is n4 to n2 ; ratio of chemistry to biology is n3 to n4 , and the total of the books is more than n5 . which one of following can be the total r of the book ?	add ( n0 , n5 )
a certain country is divided into n0 provinces . each province consists entirely of progressives and traditionalists . if each province contains the same number of traditionalists and the number of traditionalists in any given province is n1 / n2 the total number of progressives in the entire country , what fraction of the country is traditionalist ?	divide ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 )
a family consists of two grandparents , two parents , and n0 grandchildren . the average age of the grandparents is n1 years , the average age of the parents is n2 years , and the average age of the grandchildren is n3 years . what is the average age ( in years ) of the family ?	add ( n0 , const_4 ) | multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n0 , n3 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #5 , #0 )
a can do a piece of work in n1 days ; b can do the same in n1 days . a started alone but left the work after n4 days , then b worked at it for n4 days . c finished the remaining work in n4 days . c alone can do the whole work in ?	add ( n2 , n2 ) | divide ( #0 , n0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
in smithtown , the ratio of right - handed people to left - handed people is n2 to n1 and the ratio of men to women is n2 to n3 . if the number of right - handed men is maximized , then what z percent of all the people in smithtown are left - handed women ?	add ( n0 , n1 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | multiply ( n0 , #2 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
the average salary of n0 people in the shipping department at a certain firm is $ n1 , n8 . the salary of n3 of the employees is $ n4 , n8 each and the salary of n6 of the employees is $ n7 , n8 each . what is the average salary of the remaining employees ?	add ( n2 , const_2 ) | multiply ( n2 , n4 ) | multiply ( n4 , n4 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #0 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
susan drove an average speed of n0 miles per hour for the first n1 miles of a tripthen at a average speed of n2 miles / hr for the remaining n3 miles of the trip if she made no stops during the trip what was susan ' s avg speed in miles / hr for the entire trip	add ( n1 , n3 ) | divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
working alone at its constant rate , machine a produces x boxes in n0 minutes and working alone at its constant rate , machine b produces n1 x boxes in n3 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
a certain company retirement plan has arule of n1 provision that allows an employee to retire when the employee ' s age plus years of employment with the company total at least n1 . in what year could a female employee hired in n2 on her n3 nd birthday first be eligible to retire under this provision ?	subtract ( n0 , n3 ) | divide ( #0 , const_2 ) | add ( n2 , #1 )
each machine of type a has n0 steel parts and n2 chrome parts . each machine of type b has n2 steel parts and n3 chrome parts . if a certain group of type a and type b machines has a total of n4 steel parts and n5 chrome parts , how many machines are in the group	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( n5 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 )
two interconnected , circular gears travel at the same circumferential rate . if gear a has a diameter of n0 centimeters and gear b has a diameter of n1 centimeters , what is the ratio of the number of revolutions that gear a makes per minute to the number of revolutions that gear b makes per minute ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circumface ( #0 ) | circumface ( #1 ) | divide ( #2 , #3 )
each machine of type a has n0 steel parts and n2 chrome parts . each machine of type b has n2 steel parts and n3 chrome parts . if a certain group of type a and type b machines has a total of n4 steel parts and n5 chrome parts , how many machines are in the group	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( n5 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 )
a company conducted a survey about its two brands , a and b . x percent of respondents liked product a , ( x no_ascii_77 n0 ) percent liked product b , n2 percent liked both products , and n2 percent liked neither product . what is the minimum number q of people surveyed by the company ?	subtract ( const_100 , n1 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n0 ) | add ( #3 , #4 )
when working alone , painter w can paint a room in n0 hours , and working alone , painter x can paint the same room in r hours . when the two painters work together and independently , they can paint the room in n1 / n2 of an hour . what is the value of r ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 )
in a company of n6 employees , n1 employees earn $ n2 , n3 employees earn $ n4 , and the n5 highest - paid employees earn the same amount . if the average annual salary for the n6 employees is $ n7 , what is the annual salary for each of the highest - paid employees ?	multiply ( n0 , n7 ) | multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n5 ) | divide ( #5 , const_1000 ) | subtract ( #6 , n1 )
after an ice began to melt out from the freezer , in the first hour lost n2 / n3 , in the second hour lost n2 / n3 of its remaining . if after two hours , the volume is n4 cubic inches , what is the original volume of the cubic ice , in cubic inches ?	divide ( n4 , const_0_25 ) | divide ( #0 , const_0_25 )
a company conducted a survey about its two brands , a and b . x percent of respondents liked product a , ( x no_ascii_77 n0 ) percent liked product b , n2 percent liked both products , and n2 percent liked neither product . what is the minimum number d of people surveyed by the company ?	subtract ( const_100 , n1 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n0 ) | add ( #3 , #4 )
in a survey of n0 employees , n1 of them are uninsured , n2 work part time , and n3 percent of employees who are uninsured work part time . if a person is to be randomly selected from those surveyed , what is the probability that the person will neither work part time nor be uninsured ?	multiply ( n1 , n3 ) | multiply ( const_1 , const_100 ) | divide ( #0 , #1 ) | subtract ( n2 , #2 ) | add ( n1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , n0 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter q of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction q of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
at the end of year x , automobile installment credit accounted for n0 % of all outstanding consumer installment credit . at that time automobile finance companies extended $ n1 billion of credit , or n2 / n3 of the automobile installment credit . how many billion dollars of consumer installment credit was outstanding at that time ?	divide ( n0 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , #0 )
a certain elevator has a safe weight limit of n0 , n1 pounds . what is the greatest possible number of people who can safely ride on the elevator at one time with the average ( arithmetic mean ) weight of half the riders being n2 pounds and the average weight of the others being n3 pounds ?	add ( n1 , n2 ) | multiply ( n1 , const_10 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
the probability that a computer company will get a computer hardware contract is n2 / n4 and the probability that it will not get a software contract is n2 / n5 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n3 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
of the final grades received by the students in a certain math course , n4 / n6 are a ' s , n4 / n3 are b ' s , n4 / n5 are c ' s , and the remaining n6 grades are d ' s . what is the number of students in the course ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
on the first day of her vacation , louisa traveled n2 miles . on the second day , traveling at the same average speed , she traveled n4 miles . if the n2 - mile trip took n3 hours less than the n4 - mile trip , what was the average speed , in miles per hour ?	subtract ( n1 , n0 ) | divide ( #0 , n3 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
at a speed of n5 miles per hour , a certain car uses n1 gallon of gasoline every n2 miles . if the car starts with a full n3 gallon tank of gasoline and travels for n4 hours at n5 miles per hour , the amount of gasoline used would be what fraction of a full tank ?	multiply ( n0 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
a rectangular rug with side lengths of n0 feet and n1 feet is placed on a square floor that has an area of n2 square feet . if the surface of the rug does not extend beyond the area of the floor , what fraction of the area of the floor is not covered by the rug ?	multiply ( n0 , n1 ) | subtract ( n2 , #0 ) | divide ( #1 , n2 )
at a speed of n5 miles per hour , a certain car uses n1 gallon of gasoline every n5 miles . if the car starts with a full n3 gallon tank of gasoline and travels for n4 hours at n5 miles per hour , the amount of gasoline used would be what fraction of a full tank ?	multiply ( n0 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
if the median of a list of numbers is m , the first quartile of the list is the median of the numbers in the list that are less than m . what is the first quartile of the list of numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
in smithtown , the ratio of right - handed people to left - handed people is n2 to n1 and the ratio of men to women is n2 to n3 . if the number of right - handed men is maximized , then what s percent of all the people in smithtown are left - handed women ?	add ( n0 , n1 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | multiply ( n0 , #2 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
when working alone , painter w can paint a room in n0 hours , and working alone , painter x can paint the same room in f hours . when the two painters work together and independently , they can paint the room in n1 / n2 of an hour . what is the value of f ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 )
if the median of a list of numbers is m , the first quartile of the list is the median of the numbers in the list that are less than m . what is the first quartile of the list of numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
during a sale , the price of a pair of shoes is marked down n0 % from the regular price . after the sale ends , the price goes back to the original price . what is the percent of increase to the nearest percent from the sale price back to the regular price for the shoes ?	multiply ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
gwen drove an average speed of n0 miles per hour for the first n3 miles of a tripthen at a average speed of n2 miles / hr for the remaining n3 miles of the trip if she made no stops during the trip what was gwen ' s avg speed in miles / hr for the entire trip	add ( n1 , n1 ) | divide ( n1 , n0 ) | divide ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a n0 - liter solution of kola is made from n1 % water , n2 % concentrated kola and the rest is made from sugar . if n3 liters of sugar , n4 liter of water and n5 liters of concentrated kola were added to the solution , what percent of the solution is made from sugar ?	add ( n0 , n3 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n4 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( n5 , #3 ) | subtract ( n0 , #4 ) | subtract ( #7 , #5 ) | add ( n3 , #8 ) | divide ( #9 , #6 ) | multiply ( #10 , const_100 )
the present ratio of students to teachers at a certain school is n0 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
it takes n0 team of farm workers n1 days to completely prepare a piece of land for planting . if both team of workers were to work separately , one of them can complete the work n2 days earlier than the other , how many days will it take each of them to separately complete the work ?	add ( const_3 , const_4 ) | multiply ( n2 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( #2 , #3 ) | multiply ( n2 , #2 ) | multiply ( #0 , const_10 ) | add ( #6 , const_100 ) | multiply ( n2 , #4 ) | add ( #8 , #5 ) | subtract ( #9 , #7 ) | subtract ( #10 , #8 ) | add ( #1 , #11 )
suppose you want to buy n0 loaves of bread that cost $ n1 each and a jar of peanut butter that costs $ n2 . a jar of jelly is $ n3 , but you don no_ascii_21 no_ascii_15 no_ascii_38 t need any jelly . you have $ n4 . how much money will you have left over ?	multiply ( n0 , n1 ) | subtract ( n4 , #0 ) | subtract ( #1 , n2 )
n0 partners a , b , c start a business . twice a no_ascii_32 s capital is equal to thrice b no_ascii_32 s capital and b no_ascii_32 s capital is n1 times c no_ascii_32 s capital . out of a total profit of rs . n2 at the end of the year , b no_ascii_32 share is :	divide ( const_3 , const_2 ) | divide ( const_1 , n1 ) | add ( #0 , const_1 ) | add ( #2 , #1 ) | divide ( n2 , #3 )
haresh went to buy fruits . she bought n10 apple , n6 bananas , n5 oranges and paid n3 rupees . another person bought n4 apple , n5 bananas , n6 oranges and paid n7 rupees . if i want to buy n10 apple , n10 banana , n10 orange then how much i have to pay ?	add ( n3 , n7 ) | add ( n0 , n4 ) | divide ( #0 , #1 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter w of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
on the first day of her vacation , louisa traveled n2 miles . on the second day , traveling at the same average speed , she traveled n4 miles . if the n2 - mile trip took n3 hours less than the n4 - mile trip , what was the average speed , in miles per hour ?	subtract ( n1 , n0 ) | divide ( #0 , n3 )
of the final grades received by the students in a certain math course , n4 / n1 are a ' s , n4 / n3 are b ' s , n4 / n5 are c ' s , and the remaining n6 grades are d ' s . what is the number of students in the course ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a can contains a mixture of two liquids a and b in the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many litres of liquid a was contained by the can initially ?	sqrt ( n2 ) | multiply ( n0 , #0 )
a certain country is divided into n0 provinces . each province consists entirely of progressives and traditionalists . if each province contains the same number of traditionalists and the number of traditionalists in any given province is n1 / n2 the total number of progressives in the entire country , what fraction of the country is traditionalist ?	divide ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 )
a n0 - liter solution of kola is made from n1 % water , n2 % concentrated kola and the rest is made from sugar . if n3 liters of sugar , n4 liter of water and n5 liters of concentrated kola were added to the solution , what percent of the solution is made from sugar ?	add ( n0 , n3 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n4 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( n5 , #3 ) | subtract ( n0 , #4 ) | subtract ( #7 , #5 ) | add ( n3 , #8 ) | divide ( #9 , #6 ) | multiply ( #10 , const_100 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
n0 bodies x , y and z start moving around a circular track of length n1 m from the same point simultaneously in the same direction at speeds of n2 m / s , n3 m / s and n4 m / s respectively . when will they meet for the first time after they started moving ?	subtract ( n3 , n2 ) | divide ( n1 , #0 )
during a sale , the price of a pair of shoes is marked down n0 % from the regular price . after the sale ends , the price goes back to the original price . what is the percent of increase to the nearest percent from the sale price back to the regular price for the shoes ?	multiply ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
last week david spent n0 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
tom left a job paying $ n0 per year to accept a sales job paying $ n1 per year plus n2 percent commission . if each of his sales is for $ n3 , what is the least number of sales he must make per year if he is not to lose money because of the change ?	divide ( n2 , const_100 ) | subtract ( n0 , n1 ) | multiply ( n3 , #0 ) | divide ( #1 , #2 )
if the median of a list of numbers is m , the first quartile of the list is the median of the numbers in the list that are less than m . what is the first quartile of the list of numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
three walls have wallpaper covering a combined area of n0 square meters . by overlapping the wallpaper to cover a wall with an area of n1 square meters , the area that is covered by exactly two layers of wallpaper is n2 square meters . what is the area that is covered with three layers of wallpaper ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
from the beginning to the end of n6 , the price of a stock rose n1 percent . in n2 , it dropped n3 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_21 no_ascii_15 no_ascii_38 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
a certain elevator has a safe weight limit of n0 , n1 pounds . what is the greatest possible number of people who can safely ride on the elevator at one time with the average ( arithmetic mean ) weight of half the riders being n2 pounds and the average weight of the others being n3 pounds ?	add ( n1 , n2 ) | multiply ( n1 , const_10 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n4 , n7 of income , plus n3 percent of all income in excess of $ n4 , n7 . if a citizen of country x is taxed a total of $ n6 , n7 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( const_10 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #1 ) | add ( #8 , #5 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
mary goes into labor at her local grocery store and is rushed to a hospital in an ambulance traveling n0 mph . her husband don drives after the ambulance at an average speed of n1 mph . mary reaches the hospital fifteen minutes later . how long does it take don to get there from the store ?	add ( const_12 , const_3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_60 ) | multiply ( n1 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_60 ) | add ( #0 , #5 )
if x is the product of the positive integers from n0 to n1 , inclusive , and if i , k , m , and p are positive integers such that x = n2 ^ i no_ascii_64 n3 ^ k no_ascii_64 n4 ^ m no_ascii_64 n5 ^ p , then i + k + m + p =	add ( n2 , n5 ) | divide ( n4 , n4 ) | divide ( n3 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 )
difference between the length & breadth of a rectangle is n2 m . if its perimeter is n4 m , then the ratio of area and perimeter is ? ? we have : ( l - b ) = n2 and n3 ( l + b ) = n4 or ( l + b ) = n5 ?	divide ( const_3 , n3 )
there n4 kinds of books in the library physics , chemistry and biology . ratio of physics to chemistry is n4 to n2 ; ratio of chemistry to biology is n3 to n4 , and the total of the books is more than n5 . which one of following can be the total q of the book ?	add ( n0 , n5 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
the volume of a sphere with radius r is ( n3 / n4 ) * pi * r ^ n4 and the surface area is n3 * pi * r ^ n4 . if a sperical balloon has a volume of n5 pi cubic centimeters , what is hte surface area of the balloon in square centimeters ?	divide ( const_180 , const_1000 )
the maitre ' d at an expensive manhattan restaurant has noticed that n0 % of the couples order dessert and coffee . however , n1 % of the couples who order dessert do n ' t order coffee . what is the probability q that the next couple the maitre ' d seats will not order dessert ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( const_1 , #3 ) | divide ( #2 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #1 , #6 )
when working alone , painter w can paint a room in n0 hours , and working alone , painter x can paint the same room in h hours . when the two painters work together and independently , they can paint the room in n1 / n2 of an hour . what is the value of h ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
each machine of type a has n0 steel parts and n2 chrome parts . each machine of type b has n2 steel parts and n3 chrome parts . if a certain group of type a and type b machines has a total of n4 steel parts and n5 chrome parts , how many machines are in the group	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( n5 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 )
two consultants can type up a report in n0 hours and edit it in n1 hours . if mary needs n2 hours to type the report and jim needs n3 hours to edit it alone , how many r hours will it take if jim types the report and mary edits it immediately after he is done ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | inverse ( #4 ) | inverse ( #5 ) | add ( #6 , #7 )
a certain company retirement plan has arule of n1 provision that allows an employee to retire when the employee ' s age plus years of employment with the company total at least n1 . in what year could a female employee hired in n2 on her n3 nd birthday first be eligible to retire under this provision ?	subtract ( n0 , n3 ) | divide ( #0 , const_2 ) | add ( n2 , #1 )
the volume of a sphere with radius r is ( n3 / n4 ) * pi * r ^ n4 and the surface area is n3 * pi * r ^ n4 . if a sperical balloon has a volume of n5 pi cubic centimeters , what is hte surface area of the balloon in square centimeters ?	divide ( const_180 , const_1000 )
if the median of a list of numbers is m , the first quartile of the list is the median of the numbers in the list that are less than m . what is the first quartile of the list of numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
from the beginning to the end of n6 , the price of a stock rose n1 percent . in n2 , it dropped n3 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_21 no_ascii_15 no_ascii_38 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
when n4 / n1 of the votes on a certain resolution have been counted , n2 / n3 of those counted are in favor of the resolution . what fraction f of the remaining votes must be against the resolution so that the total count will result in a vote of n4 to n5 against the resolution ?	add ( n0 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( #3 , n1 ) | multiply ( #1 , #2 ) | subtract ( #1 , #6 ) | subtract ( #4 , #7 ) | divide ( #8 , #5 )
if the median of a list of numbers is m , the first quartile of the list is the median of the numbers in the list that are less than m . what is the first quartile of the list of numbers n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n4 , n7 of income , plus n3 percent of all income in excess of $ n4 , n7 . if a citizen of country x is taxed a total of $ n6 , n7 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( const_10 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #1 ) | add ( #8 , #5 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
there n4 kinds of books in the library physics , chemistry and biology . ratio of physics to chemistry is n4 to n2 ; ratio of chemistry to biology is n3 to n4 , and the total of the books is more than n5 . which one of following can be the total t of the book ?	add ( n0 , n5 )
working alone at its constant rate , machine a produces x boxes in n0 minutes and working alone at its constant rate , machine b produces n1 x boxes in n2 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
a can do a piece of work in n0 days ; b can do the same in n1 days . a started alone but left the work after n4 days , then b worked at it for n4 days . c finished the remaining work in n4 days . c alone can do the whole work in ?	add ( n2 , n2 ) | divide ( #0 , n0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
john borrowed n0 soccer boots from jake , and forgot them on the field , if peter came across a total of n1 boots on the field jake ' s boots inclusive , and he took n3 boots at random , what is the probability that jake ' s boots were not amongst the n3 taken ? .	choose ( n1 , n2 ) | subtract ( n1 , n0 ) | choose ( #1 , n2 ) | divide ( #2 , #0 )
the probability that a computer company will get a computer hardware contract is n0 / n4 and the probability that it will not get a software contract is n2 / n4 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n0 , const_4.0 ) | divide ( n0 , n3 ) | divide ( n3 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
the probability that a computer company will get a computer hardware contract is n0 / n3 and the probability that it will not get a software contract is n2 / n3 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n2 , n1 ) | divide ( n0 , n3 ) | divide ( n3 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
a car is purchased on hire - purchase . the cash price is $ n0 n1 and the terms are a deposit of n2 % of the price , then the balance to be paid off over n3 equal monthly instalments . interest is charged at n4 % p . a . what is the monthly instalment ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_1000 ) | divide ( #1 , n4 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , n3 ) | multiply ( #3 , #5 ) | add ( #6 , #7 )
last week david spent n2 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
when n4 / n1 of the votes on a certain resolution have been counted , n2 / n3 of those counted are in favor of the resolution . what fraction e of the remaining votes must be against the resolution so that the total count will result in a vote of n4 to n5 against the resolution ?	add ( n0 , n5 ) | divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n1 , n0 ) | divide ( n0 , #0 ) | divide ( #3 , n1 ) | multiply ( #1 , #2 ) | subtract ( #1 , #6 ) | subtract ( #4 , #7 ) | divide ( #8 , #5 )
for n5 consecutive yrs , my incomes are in the ratio of n1 : n2 and expenses in the ratio of n3 : n4 . if my income in the n5 nd yr is rs . n6 & my expenses in the first yr in rs . n7 , my total savings for the two - year is	multiply ( n4 , n7 ) | multiply ( n1 , n6 ) | divide ( #0 , n3 ) | divide ( #1 , n2 ) | subtract ( n6 , #2 ) | subtract ( #3 , n7 ) | add ( #4 , #5 )
the probability that a computer company will get a computer hardware contract is n0 / n4 and the probability that it will not get a software contract is n5 / n3 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
working alone at its constant rate , machine a produces x boxes in n0 minutes and working alone at its constant rate , machine b produces n3 x boxes in n2 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
after an ice began to melt out from the freezer , in the first hour lost n2 / n3 , in the second hour lost n2 / n3 of its remaining . if after two hours , the volume is n4 cubic inches , what is the original volume of the cubic ice , in cubic inches ?	divide ( n4 , const_0_25 ) | divide ( #0 , const_0_25 )
two consultants can type up a report in n0 hours and edit it in n1 hours . if mary needs n2 hours to type the report and jim needs n3 hours to edit it alone , how many e hours will it take if jim types the report and mary edits it immediately after he is done ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | inverse ( #4 ) | inverse ( #5 ) | add ( #6 , #7 )
a family made a down payment of $ n0 and borrowed the balance on a set of encyclopedias that cost $ n1 . the balance with interest was paid in n2 monthly payments of $ n3 each and a final payment of $ n4 . the amount of interest paid was what percent of the amount borrowed ?	multiply ( n2 , n3 ) | subtract ( n1 , n0 ) | add ( n4 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
the volume of a sphere with radius r is ( n3 / n4 ) * pi * r ^ n4 and the surface area is n3 * pi * r ^ n4 . if a sperical balloon has a volume of n5 pi cubic centimeters , what is hte surface area of the balloon in square centimeters ?	divide ( const_180 , const_1000 )
the volume of a sphere with radius r is ( n3 / n4 ) * pi * r ^ n4 and the surface area is n3 * pi * r ^ n4 . if a sperical balloon has a volume of n5 pi cubic centimeters , what is hte surface area of the balloon in square centimeters ?	divide ( const_180 , const_1000 )
in a survey of n0 employees , n1 of them are uninsured , n2 work part time , and n3 percent of employees who are uninsured work part time . if a person is to be randomly selected from those surveyed , what is the probability that the person will neither work part time nor be uninsured ?	multiply ( n1 , n3 ) | multiply ( const_1 , const_100 ) | divide ( #0 , #1 ) | subtract ( n2 , #2 ) | add ( n1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , n0 )
a car is purchased on hire - purchase . the cash price is $ n0 n1 and the terms are a deposit of n2 % of the price , then the balance to be paid off over n3 equal monthly installments . interest is charged at n4 % p . a . what is the monthly installment ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_1000 ) | divide ( #1 , n4 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , n3 ) | multiply ( #3 , #5 ) | add ( #6 , #7 )
a , b and c invest in a partnership in the ratio : n0 / n1 / n2 / n3 . after n4 months , a increases his share n5 % . if the total profit at the end of one year is rs . n6 , then what is b ' s share in the profit ?	add ( n1 , n2 ) | multiply ( n6 , const_10 ) | subtract ( #0 , n3 ) | subtract ( #2 , const_1 ) | divide ( #1 , #3 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
at the end of year x , automobile installment credit accounted for n0 % of all outstanding consumer installment credit . at that time automobile finance companies extended $ n1 billion of credit , or n2 / n3 of the automobile installment credit . how many billion dollars of consumer installment credit was outstanding at that time ?	divide ( n0 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , #0 )
a n0 - liter solution of kola is made from n1 % water , n2 % concentrated kola and the rest is made from sugar . if n3 liters of sugar , n4 liter of water and n5 liters of concentrated kola were added to the solution , what percent of the solution is made from sugar ?	add ( n0 , n3 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n4 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( n5 , #3 ) | subtract ( n0 , #4 ) | subtract ( #7 , #5 ) | add ( n3 , #8 ) | divide ( #9 , #6 ) | multiply ( #10 , const_100 )
mr . kramer , the losing candidate in a two - candidate election , received n0 , n1 votes , which was exactly n2 percent of all votes cast . approximately what percent of the remaining votes would he need to have received in order to have won at least n3 percent of all the votes cast ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
last week john spent n1 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | multiply ( #0 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
n0 partners a , b , c starts a business . twice a ' s capital is equal to thrice b ' s capital and b ' s capital is n1 times c ' s capital . out of a total profit of rs . n2 at the end of the year , b ' s share is	add ( n0 , n1 ) | add ( n1 , #0 ) | divide ( n1 , #1 ) | multiply ( n2 , #2 )
a motorcycle importer is planning on increasing the price of a certain model by $ n0 . at this new price n1 fewer motorcycles will be sold per month , but the total revenues will increase by $ n2 to $ n3 . what is the number of motorcycles the manufacturer will sell at this new price ?	add ( n1 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( #0 , #1 )
a palindrome is a word or a number that reads the same forward and backward . for example , n0 and n1 are palindromes . if n7 - digit palindromes are formed using one or more of the digits n3 , n4 , n5 , n6 , n7 , and n8 , how many palindromes are possible ?	power ( n2 , n5 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
a motorcyclist goes from nagpur to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from nagpur by car n2 no_ascii_21 no_ascii_49 hours after the first , and reaches pune no_ascii_21 no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	multiply ( n1 , n2 ) | divide ( #0 , n0 )
each machine of type a has n1 steel parts and n1 chrome parts . each machine of type b has n2 steel parts and n3 chrome parts . if a certain group of type a and type b machines has a total of n4 steel parts and n5 chrome parts , how many machines are in the group	add ( n1 , n3 ) | add ( n0 , n1 ) | divide ( n5 , #0 ) | divide ( n4 , #1 ) | add ( #2 , #3 )
in n6 and n7 , company b no_ascii_32 s operating expenses were $ n2 million and $ n3 million , respectively , and its revenues were $ n4 million and $ n5 million , respectively . what was the percent increase in company b no_ascii_32 s profit ( revenues minus operating expenses ) from n6 to n7 ?	subtract ( n3 , n2 ) | subtract ( n5 , n4 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( const_100 , #3 )
two interconnected , circular gears travel at the same circumferential rate . if gear a has a diameter of n0 centimeters and gear b has a diameter of n1 centimeters , what is the ratio of the number of revolutions that gear a makes per minute to the number of revolutions that gear b makes per minute ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circumface ( #0 ) | circumface ( #1 ) | divide ( #2 , #3 )
thomas and matt has some money with them in the ratio of n0 : n3 . if their father gives rs . n2 to each of them then the ratio becomes n3 : n4 . what would be the ratio if thomas spend rs . n5 and matt spend rs . n6 from what they have now ?	divide ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( #0 , #1 ) | subtract ( #1 , n6 ) | subtract ( #2 , n5 ) | divide ( #4 , #3 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter e of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction e of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
ram and shakil run a race of n0 m . first ram gives shakil a start of n1 m and beats him by n2 minute . next ram gives shakil a start of n3 min and is beaten by n4 meters . find the time in minutes in which ram and shakil can run the race seperately .	divide ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( n0 , #1 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
two interconnected , circular gears travel at the same circumferential rate . if gear a has a diameter of n0 centimeters and gear b has a diameter of n1 centimeters , what is the ratio of the number of revolutions that gear a makes per minute to the number of revolutions that gear b makes per minute ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circumface ( #0 ) | circumface ( #1 ) | divide ( #2 , #3 )
a cheese factory sells its cheese in rectangular blocks . a normal block has a volume of n0 cubic feet . if a large block has three times the width , twice the depth , and half the length of a normal block , what is the volume of cheese in a large block in cubic feet ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( n0 , #1 )
from the beginning to the end of n6 , the price of a stock rose n1 percent . in n2 , it dropped n3 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_21 no_ascii_15 no_ascii_38 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
the average salary per head of the entire staff of an office including the officers and clerks is rs . n0 . the average salary of officers is rs . n1 and that of the clerks is rs . n2 . if the number of officers is n3 , find the number of officers in the office ?	add ( const_3 , const_3 ) | add ( n2 , #0 ) | divide ( n0 , #1 )
a and b can do a piece of work in n0 days , while b and c can do the same work in n1 days and c and a in n2 days . they all work together for n3 days when b and c leave . how many days more will a take to finish the work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | multiply ( n3 , #5 ) | subtract ( #5 , #1 ) | subtract ( const_1 , #6 ) | divide ( #8 , #7 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
a motorcyclist goes from bombay to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from bombay by car n2 no_ascii_21 no_ascii_49 hours after the first , and reaches pune no_ascii_21 no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( #1 , #3 )
the average salary of n0 people in the shipping department at a certain firm is $ n4 , n8 . the salary of n3 of the employees is $ n4 , n8 each and the salary of n6 of the employees is $ n7 , n8 each . what is the average salary of the remaining employees ?	add ( n2 , const_2 ) | multiply ( n2 , n4 ) | multiply ( n4 , n4 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #0 )
in a survey of n0 employees , n1 of them are uninsured , n2 work part time , and n3 percent of employees who are uninsured work part time . if a person is to be randomly selected from those surveyed , what is the probability that the person will neither work part time nor be uninsured ?	multiply ( n1 , n3 ) | multiply ( const_1 , const_100 ) | divide ( #0 , #1 ) | subtract ( n2 , #2 ) | add ( n1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , n0 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
the probability that a computer company will get a computer hardware contract is n0 / n1 and the probability that it will not get a software contract is n5 / n3 . if the probability of getting at least one contract is n4 / n5 , what is the probability that it will get both the contracts ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n3 , n5 ) | subtract ( const_1 , #1 ) | add ( #0 , #3 ) | subtract ( #4 , #2 )
when n4 is divided by a certain divisor the remainder obtained is n1 . when n5 is divided by the same divisor the remainder obtained is n3 . when the sum of the two numbers n4 and n5 is divided by the divisor , the remainder obtained is n6 . what is the value of the divisor ?	add ( n1 , n3 ) | subtract ( #0 , n6 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
the maitre ' d at an expensive manhattan restaurant has noticed that n0 % of the couples order dessert and coffee . however , n1 % of the couples who order dessert do n ' t order coffee . what is the probability y that the next couple the maitre ' d seats will not order dessert ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( const_1 , #3 ) | divide ( #2 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #1 , #6 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n4 , n7 of income , plus n3 percent of all income in excess of $ n4 , n7 . if a citizen of country x is taxed a total of $ n6 , n7 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( const_10 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #1 ) | add ( #8 , #5 )
a company conducted a survey about its two brands , a and b . x percent of respondents liked product a , ( x no_ascii_77 n0 ) percent liked product b , n2 percent liked both products , and n2 percent liked neither product . what is the minimum number f of people surveyed by the company ?	subtract ( const_100 , n1 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_2 ) | subtract ( #3 , n0 ) | add ( #3 , #4 )
during a sale , the price of a pair of shoes is marked down n0 % from the regular price . after the sale ends , the price goes back to the original price . what is the percent of increase to the nearest percent from the sale price back to the regular price for the shoes ?	multiply ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n4 , n7 of income , plus n3 percent of all income in excess of $ n4 , n7 . if a citizen of country x is taxed a total of $ n6 , n7 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( const_10 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #1 ) | add ( #8 , #5 )
the maitre ' d at an expensive manhattan restaurant has noticed that n0 % of the couples order dessert and coffee . however , n1 % of the couples who order dessert do n ' t order coffee . what is the probability r that the next couple the maitre ' d seats will not order dessert ?	multiply ( const_2 , const_5 ) | multiply ( #0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( const_1 , #3 ) | divide ( #2 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #1 , #6 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
in smithtown , the ratio of right - handed people to left - handed people is n2 to n1 and the ratio of men to women is n2 to n3 . if the number of right - handed men is maximized , then what q percent of all the people in smithtown are left - handed women ?	add ( n0 , n1 ) | add ( n0 , n3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | multiply ( n0 , #2 ) | subtract ( n0 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #0 ) | multiply ( #7 , const_100 )
how many different pairs of numbers ( s , t ) such that s = n4 t can be obtained if s and t are selected from the set of number { n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , n10 , n11 , n12 , n13 }	divide ( n13 , n0 ) | add ( #0 , const_1 )
at a speed of n5 miles per hour , a certain car uses n1 gallon of gasoline every n2 miles . if the car starts with a full n3 gallon tank of gasoline and travels for n4 hours at n5 miles per hour , the amount of gasoline used would be what fraction of a full tank ?	multiply ( n0 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
of the final grades received by the students in a certain math course , n4 / n1 are a ' s , n4 / n3 are b ' s , n4 / n5 are c ' s , and the remaining n6 grades are d ' s . what is the number of students in the course ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( const_1 , #4 ) | divide ( n6 , #5 )
after an ice began to melt out from the freezer , in the first hour lost n2 / n3 , in the second hour lost n2 / n3 of its remaining . if after two hours , the volume is n4 cubic inches , what is the original volume of the cubic ice , in cubic inches ?	divide ( n4 , const_0_25 ) | divide ( #0 , const_0_25 )
a gambler has won n0 % of his n1 poker games for the week so far . if , all of a sudden , his luck changes and he begins winning n2 % of the time , how many more games must he play to end up winning n3 % of all his games for the week ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a motorcyclist goes from bombay to pune , a distance of n0 kms at an average of n1 kmph speed . another man starts from bombay by car n2 no_ascii_21 no_ascii_49 hours after the first , and reaches pune no_ascii_21 no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #0 , const_3 ) | divide ( n0 , #2 ) | divide ( #1 , #3 )
a certain country is divided into n0 provinces . each province consists entirely of progressives and traditionalists . if each province contains the same number of traditionalists and the number of traditionalists in any given province is n1 / n2 the total number of progressives in the entire country , what fraction of the country is traditionalist ?	divide ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 )
three walls have wallpaper covering a combined area of n0 square meters . by overlapping the wallpaper to cover a wall with an area of n1 square meters , the area that is covered by exactly two layers of wallpaper is n2 square meters . what is the area that is covered with three layers of wallpaper ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , const_2 )
when working alone , painter w can paint a room in n0 hours , and working alone , painter x can paint the same room in a hours . when the two painters work together and independently , they can paint the room in n1 / n2 of an hour . what is the value of a ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 )
at the end of year x , automobile installment credit accounted for n0 % of all outstanding consumer installment credit . at that time automobile finance companies extended $ n1 billion of credit , or n2 / n3 of the automobile installment credit . how many billion dollars of consumer installment credit was outstanding at that time ?	divide ( n0 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , #0 )
the volume of a sphere with radius r is ( n3 / n4 ) * pi * r ^ n4 and the surface area is n3 * pi * r ^ n4 . if a sperical balloon has a volume of n5 pi cubic centimeters , what is hte surface area of the balloon in square centimeters ?	divide ( const_180 , const_1000 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
a certain country is divided into n0 provinces . each province consists entirely of progressives and traditionalists . if each province contains the same number of traditionalists and the number of traditionalists in any given province is n1 / n2 the total number of progressives in the entire country , what fraction of the country is traditionalist ?	divide ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #0 , #1 ) | subtract ( n1 , #2 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
f n7 ( x ) f n7 ( x ) = n10 x - n7 and fn ( x ) = f n7 ( fn no_ascii_73 n7 ( x ) ) fn ( x ) = f n7 ( fn no_ascii_73 n7 ( x ) ) for n no_ascii_60 no_ascii_60 n10 . find f n9 ( n10 )	add ( n2 , n9 )
the present ratio of students to teachers at a certain school is n2 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction r of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
a car is purchased on hire - purchase . the cash price is $ n0 n1 and the terms are a deposit of n2 % of the price , then the balance to be paid off over n3 equal monthly installments . interest is charged at n4 % p . a . what is the monthly installment ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_1000 ) | divide ( #1 , n4 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , n3 ) | multiply ( #3 , #5 ) | add ( #6 , #7 )
the average salary of n7 people in the shipping department at a certain firm is $ n1 , n8 . the salary of n3 of the employees is $ n4 , n8 each and the salary of n6 of the employees is $ n7 , n8 each . what is the average salary of the remaining employees ?	add ( n2 , const_2 ) | multiply ( n2 , n4 ) | multiply ( n4 , n4 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #0 )
a gambler has won n1 % of his n1 poker games for the week so far . if , all of a sudden , his luck changes and he begins winning n2 % of the time , how many more games must he play to end up winning n3 % of all his games for the week ?	divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #2 , #0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a motorcyclist goes from nagpur to delhi , a distance of n0 kms at an average of n1 kmph speed . another man starts from nagpur by car n2 no_ascii_21 no_ascii_49 hours after the first , and reaches delhi no_ascii_21 no_ascii_49 hour earlier . what is the ratio of the speed of the motorcycle and the car ?	divide ( n0 , n1 ) | inverse ( const_2 ) | subtract ( #0 , n2 ) | subtract ( #2 , #1 ) | subtract ( #3 , #1 ) | divide ( n0 , #4 ) | divide ( n1 , #5 )
a cheese factory sells its cheese in rectangular blocks . a normal block has a volume of three cubic feet . if a large block has twice the width , twice the depth , and three times the length of a normal block , what is the volume of cheese in a large block in cubic feet ?	multiply ( const_2 , const_2 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 )
country x taxes each of its citizens an amount equal to n0 percent of the first $ n4 , n7 of income , plus n3 percent of all income in excess of $ n4 , n7 . if a citizen of country x is taxed a total of $ n6 , n7 , what is her income ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_4 ) | multiply ( const_10 , const_4 ) | multiply ( #2 , const_1000 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( #4 , #6 ) | divide ( #7 , #1 ) | add ( #8 , #5 )
a is a working partner and b is a sleeping partner in a business . a puts in n0 , n3 and b n2 , n3 . a gets n4 % of the profit for managing the business , and the rest is divided in proportion to their capitals . find the profit if b get n5 .	add ( const_2 , const_3 ) | add ( const_2 , const_4 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( n3 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , #3 ) | add ( #7 , #4 )
working alone at its constant rate , machine a produces x boxes in n0 minutes and working alone at its constant rate , machine b produces n1 x boxes in n2 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
a can do a piece of work in n0 days ; b can do the same in n1 days . a started alone but left the work after n4 days , then b worked at it for n4 days . c finished the remaining work in n4 days . c alone can do the whole work in ?	add ( n2 , n2 ) | divide ( #0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
during a sale , the price of a pair of shoes is marked down n0 % from the regular price . after the sale ends , the price goes back to the original price . what is the percent of increase to the nearest percent from the sale price back to the regular price for the shoes ?	multiply ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
an engineer undertakes a project to build a road n3 km long in n2 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
in n6 and n7 , company b no_ascii_32 s operating expenses were $ n2 million and $ n3 million , respectively , and its revenues were $ n4 million and $ n5 million , respectively . what was the percent increase in company b no_ascii_32 s profit ( revenues minus operating expenses ) from n6 to n7 ?	subtract ( n3 , n2 ) | subtract ( n5 , n4 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( const_100 , #3 )
at the end of year x , automobile installment credit accounted for n0 % of all outstanding consumer installment credit . at that time automobile finance companies extended $ n1 billion of credit , or n2 / n3 of the automobile installment credit . how many billion dollars of consumer installment credit was outstanding at that time ?	divide ( n0 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , #0 )
the average salary of n0 people in the shipping department at a certain firm is $ n7 , n8 . the salary of n3 of the employees is $ n4 , n8 each and the salary of n6 of the employees is $ n7 , n8 each . what is the average salary of the remaining employees ?	add ( n2 , const_2 ) | multiply ( n2 , n4 ) | multiply ( n4 , n4 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #0 )
in n6 and n7 , company b no_ascii_32 s operating expenses were $ n2 million and $ n3 million , respectively , and its revenues were $ n4 million and $ n5 million , respectively . what was the percent increase in company b no_ascii_32 s profit ( revenues minus operating expenses ) from n6 to n7 ?	subtract ( n3 , n2 ) | subtract ( n5 , n4 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( const_100 , #3 )
a committee is reviewing a total of n0 x black - and - white films and n1 y color films for a festival . if the committee selects y / x % of the black - and - white films and all of the color films , what fraction w of the selected films are in color ?	divide ( n0 , const_100 ) | add ( n1 , #0 ) | divide ( n1 , #1 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter m of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
an auction house charges a commission of n0 % on the first $ n3 of the sale price of an item , plus n2 % on the amount of of the sale price in excess of $ n3 . what was the price of a painting for which the house charged a total commission of $ n4 ?	divide ( n0 , const_100 ) | divide ( const_10 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n4 , #2 ) | divide ( #3 , #1 ) | add ( n1 , #4 ) | subtract ( #5 , n1 ) | divide ( #6 , const_1000 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
during a sale , the price of a pair of shoes is marked down n0 % from the regular price . after the sale ends , the price goes back to the original price . what is the percent of increase to the nearest percent from the sale price back to the regular price for the shoes ?	multiply ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
jack , jill , and sandy each have one try to make a basket from half court . if their individual probabilities of making the basket are n4 / n1 , n4 / n3 , and n4 / n5 respectively , what is the probability that jack and sandy will make a basket but jill will miss ?	divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
the present ratio of students to teachers at a certain school is n0 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
a can do a piece of work in n0 days ; b can do the same in n1 days . a started alone but left the work after n4 days , then b worked at it for n4 days . c finished the remaining work in n4 days . c alone can do the whole work in ?	add ( n2 , n2 ) | divide ( #0 , n0 ) | subtract ( const_1 , #1 ) | divide ( n2 , #2 )
the surface area of a sphere is n0 no_ascii_35 r ^ n1 , where r is the radius of the sphere . if the surface area of sphere a is eight times as large as the surface area of sphere b , then the radius of sphere a is how many times the radius of sphere b ?	multiply ( n0 , n1 ) | sqrt ( #0 )
a grand father has n2 grand children . age difference of two children among them is n2 . eldest child age is n2 times the youngest child no_ascii_32 s age and the eldest child age is two year more than the sum of age of other two children . what is the age of the eldest child ?	multiply ( n0 , n0 ) | add ( n0 , #0 ) | add ( #1 , const_3 )
a boat takes n0 hours for travelling downstream fro poin a to point b and coming back to a point c midway between a and b . if the velocity of the stream is n1 kmph and the speed of the boat in still water is n2 kmph , what is the distance between a and b ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | inverse ( #0 ) | multiply ( #1 , const_2 ) | inverse ( #3 ) | add ( #4 , #2 ) | divide ( n0 , #5 )
of the final grades received by the students in a certain math course , n4 / n1 are a ' s , n4 / n3 are b ' s , n4 / n5 are c ' s , and the remaining n6 grades are d ' s . what is the number of students in the course ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | divide ( n6 , #5 )
a certain elevator has a safe weight limit of n0 , n1 pounds . what is the greatest possible number of people who can safely ride on the elevator at one time with the average ( arithmetic mean ) weight of half the riders being n2 pounds and the average weight of the others being n3 pounds ?	add ( n1 , n2 ) | multiply ( n1 , const_10 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 )
in the hillside summer camp there are n0 children . n1 % of the children are boys and the rest are girls . the camp administrator decided to make the number of girls only n2 % of the total number of children in the camp . how many more boys must she bring to make that happen ?	divide ( n2 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | add ( #4 , #3 )
the volume of the sphere q is ( n0 / n1 ) % less than the volume of sphere p and the volume of sphere r is ( n2 / n3 ) % less than that of sphere q . by what is the surface area of sphere r less than the surface area of sphere p ?	divide ( const_1 , const_3 ) | power ( n1 , #0 ) | divide ( n1 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , const_100 )
eden drove an average speed of n0 miles per hour for the first n3 miles of a tripthen at a average speed of n2 miles / hr for the remaining n3 miles of the trip if she made no stops during the trip what was eden ' s avg speed in miles / hr for the entire trip	add ( n1 , n1 ) | divide ( n1 , n0 ) | divide ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a student finds the average of n0 positive integers . each integer contains two digits . by mistake , the boy interchanges the digits of one number say pq for qp . due to this , the average becomes n1 less than the previous one . what was the difference of the two digits p and q ?	divide ( n1 , n0 ) | multiply ( n0 , #0 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
two interconnected , circular gears travel at the same circumferential rate . if gear a has a diameter of n0 centimeters and gear b has a diameter of n1 centimeters , what is the ratio of the number of revolutions that gear a makes per minute to the number of revolutions that gear b makes per minute ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circumface ( #0 ) | circumface ( #1 ) | divide ( #2 , #3 )
a certain company retirement plan has arule of n1 provision that allows an employee to retire when the employee ' s age plus years of employment with the company total at least n1 . in what year could a female employee hired in n2 on her n3 nd birthday first be eligible to retire under this provision ?	subtract ( n0 , n3 ) | divide ( #0 , const_2 ) | add ( n2 , #1 )
a can contains a mixture of liquids a and b is the ratio n3 : n1 . when n4 litres of mixture are drawn off and the can is filled with b , the ratio of a and b becomes n3 : n4 . how many liter t of liquid a was contained by the can initially ?	add ( n0 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | multiply ( n2 , #4 ) | subtract ( n2 , #6 ) | multiply ( #0 , #7 ) | divide ( #8 , #5 ) | multiply ( n0 , #9 )
from the beginning to the end of n6 , the price of a stock rose n1 percent . in n2 , it dropped n3 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_21 no_ascii_15 no_ascii_38 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
from the beginning to the end of n6 , the price of a stock rose n1 percent . in n2 , it dropped n5 percent . in n7 , it rose n5 percent . what percent of the stock no_ascii_21 no_ascii_15 no_ascii_38 s n6 starting price was the price of the stock at the end of n7 ?	add ( n5 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 ) | multiply ( #3 , #7 )
at a local appliance manufacturing facility , the workers received a n0 % hourly pay raise due to extraordinary performance . if one worker decided to reduce the number of hours that he worked so that his overall pay would remain unchanged , by approximately what percent would he reduce the number of hours that he worked ?	subtract ( n0 , const_1 )
at a speed of n5 miles per hour , a certain car uses n1 gallon of gasoline every n2 miles . if the car starts with a full n3 gallon tank of gasoline and travels for n4 hours at n5 miles per hour , the amount of gasoline used would be what fraction of a full tank ?	multiply ( n0 , n4 ) | divide ( #0 , n2 ) | divide ( #1 , n3 )
a boat takes n0 hours for travelling downstream from point a to point b and coming back to a point c midway between a and b . if the velocity of the stream is n1 kmph and the speed of the boat in still water is n2 kmph , what is the distance between a and b ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | divide ( const_1 , #0 ) | multiply ( #1 , const_2 ) | divide ( const_1 , #3 ) | add ( #2 , #4 ) | divide ( n0 , #5 )
the present ratio of students to teachers at a certain school is n0 to n5 . if the student enrollment were to increase by n2 students and the number of teachers were to increase by n3 , the ratio of students to teachers would then be n4 to n5 . what is the present number of teachers ?	add ( n0 , n4 ) | divide ( #0 , n4 )
a birthday child reaches into a bag filled with toys ( n3 yo - yo , n3 ball , n3 whistle , and n3 box crayons ) . if the child randomly picks n5 toys , what is the probability the child will pick the yo - yo and a ball as two of the n5 toys ?	divide ( n0 , const_2 )
a rainstorm increased the amount of water stored in state j reservoirs from n0 billion gallons to n1 billion gallons . if the storm increased the amount of water in the reservoirs to n2 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?	multiply ( n1 , const_100 ) | divide ( #0 , n2 ) | divide ( #1 , const_2 )
an engineer undertakes a project to build a road n0 km long in n1 days and employs n2 men for the purpose . after n3 days , he finds only n4 km of the road has been completed . find the ( approximate ) number of extra men he must employ to finish the work in time .	subtract ( n0 , n4 ) | subtract ( n1 , n3 ) | multiply ( n2 , #0 ) | multiply ( n4 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n2 )
two interconnected , circular gears travel at the same circumferential rate . if gear a has a diameter of n0 centimeters and gear b has a diameter of n1 centimeters , what is the ratio of the number of revolutions that gear a makes per minute to the number of revolutions that gear b makes per minute ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | circumface ( #0 ) | circumface ( #1 ) | divide ( #2 , #3 )
a car is purchased on hire - purchase . the cash price is $ n0 n1 and the terms are a deposit of n2 % of the price , then the balance to be paid off over n3 equal monthly instalments . interest is charged at n4 % p . a . what is the monthly instalment ?	divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , const_1000 ) | divide ( #1 , const_12 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | divide ( #5 , n3 ) | multiply ( #3 , #5 ) | add ( #6 , #7 )
working alone at its constant rate , machine a produces x boxes in n0 minutes and working alone at its constant rate , machine b produces n1 x boxes in n2 minutes . how many minutes does it take machines a and b , working simultaneously at their respective constant rates , to produce n3 x boxes ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | speed ( n0 , n0 ) | speed ( #1 , n2 ) | add ( #2 , #3 ) | divide ( #0 , #4 )
jack , jill , and sandy each have one try to make a basket from half court . if their individual probabilities of making the basket are n4 / n1 , n4 / n3 , and n4 / n5 respectively , what is the probability that jack and jill will make a basket but sandy will miss ?	divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 ) | multiply ( #3 , #4 )
in n6 and n7 , company b no_ascii_32 s operating expenses were $ n2 million and $ n3 million , respectively , and its revenues were $ n4 million and $ n5 million , respectively . what was the percent increase in company b no_ascii_32 s profit ( revenues minus operating expenses ) from n6 to n7 ?	subtract ( n3 , n2 ) | subtract ( n5 , n4 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( const_100 , #3 )
in n6 and n7 , company b no_ascii_32 s operating expenses were $ n2 million and $ n3 million , respectively , and its revenues were $ n4 million and $ n5 million , respectively . what was the percent increase in company b no_ascii_32 s profit ( revenues minus operating expenses ) from n6 to n7 ?	subtract ( n3 , n2 ) | subtract ( n5 , n4 ) | multiply ( #0 , const_100 ) | divide ( #2 , #1 ) | subtract ( const_100 , #3 )
the average salary of n7 people in the shipping department at a certain firm is $ n1 , n8 . the salary of n3 of the employees is $ n4 , n8 each and the salary of n6 of the employees is $ n7 , n8 each . what is the average salary of the remaining employees ?	add ( n2 , const_2 ) | multiply ( n2 , n4 ) | multiply ( const_4 , const_4 ) | multiply ( n2 , n2 ) | multiply ( n0 , n4 ) | multiply ( #1 , #2 ) | multiply ( n2 , #3 ) | subtract ( #5 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #0 )
in a survey of n0 employees , n1 of them are uninsured , n2 work part time , and n3 percent of employees who are uninsured work part time . if a person is to be randomly selected from those surveyed , what is the probability that the person will neither work part time nor be uninsured ?	multiply ( n1 , n3 ) | multiply ( const_1 , const_100 ) | divide ( #0 , #1 ) | subtract ( n2 , #2 ) | add ( n1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , n0 )
if x is the product of the positive integers from n0 to n1 , inclusive , and if i , k , m , and p are positive integers such that x = n2 ^ i * n3 ^ k * n4 ^ m * n5 ^ p , then i + k + m + p =	add ( n2 , n5 ) | divide ( n4 , n4 ) | divide ( n3 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 )
workers in a factory store products inside two different sized boxes . the bigger of the boxes can store n0 products while the smaller box can store n1 products . if a fresh batch of products numbering n2 in total were to be stored , what is the least number of products that will not be boxed ?	multiply ( n0 , const_4 ) | subtract ( n2 , #0 )
in a partnership , a invests n6 no_ascii_39 n3 of the capital for n6 no_ascii_39 n3 of the time , b invests n6 no_ascii_39 n7 of the capital for n6 no_ascii_39 n7 of the time and c , the rest of the capital for whole time . find a no_ascii_32 s share of the total profit of n8	add ( const_1 , const_4 ) | multiply ( n1 , n5 ) | add ( #0 , #1 ) | inverse ( #2 ) | multiply ( n8 , #3 )
two consultants can type up a report in n0 hours and edit it in n1 hours . if mary needs n2 hours to type the report and jim needs n3 hours to edit it alone , how many w hours will it take if jim types the report and mary edits it immediately after he is done ?	divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | inverse ( #4 ) | inverse ( #5 ) | add ( #6 , #7 )
jaclyn buys $ n0 n1 worth of debentures in a company . she earns n2 % p . a . simple interest , paid to her quarterly ( that is , every n3 months ) . if the agreed period of the debenture was n4 months : calculate the amount of interest jaclyn will earn for each quarter	multiply ( const_100 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_4 )
a gardener is going to plant n2 red rosebushes and n2 white rosebushes . if the gardener is to select each of the bushes at random , one at a time , and plant them in a row , what is the probability that the n2 rosebushes in the middle of the row will be the red rosebushes ?	add ( n0 , n0 ) | choose ( #0 , n0 ) | divide ( const_1 , #1 )
in the coordinate plane , line a has a slope of - n1 and an x - intercept of n1 . line b has a slope of n3 and a y - intercept of - n3 . if the two lines intersect at the point ( a , b ) , what is the sum a + b ?	subtract ( n3 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the number of people who purchased book a is twice the number of people who purchased book b . the number of people who purchased both books a and b is n0 , which is twice the number of people who purchased only book b . what is the number of people x who purchased only book a ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #2 , n0 )
n0 buffaloes eat as much as n1 cows or n2 oxen . at a farm , there are n3 buffaloes , n4 oxen , and n5 cows . the fodder for these cattle is available for n6 days . if n7 more cows and n8 more buffaloes are brought in , how many days will the fodder last ?	add ( n3 , n8 ) | add ( n5 , n7 ) | divide ( n5 , n1 ) | divide ( n4 , n2 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( n3 , #5 ) | multiply ( n0 , #4 ) | add ( #7 , #6 ) | add ( #0 , #8 ) | add ( #10 , #6 ) | multiply ( n6 , #9 ) | divide ( #12 , #11 )
susan drove an average speed of n0 miles per hour for the first n3 miles of a trip then at a average speed of n2 miles / hr for the remaining n3 miles of the trip if she made no stops during the trip what was susan ' s avg speed in miles / hr for the entire trip	add ( n1 , n1 ) | divide ( n1 , n0 ) | divide ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #0 , #3 )
a n0 - litre mixture of milk and water contains n1 litres of milk . ' x ' litres of this mixture is removed and replaced with an equal quantum of water . if the process is repeated once , then the concentration of the milk stands reduced at n2 % . what is the value of x ?	divide ( n2 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 )
x and y are two towns . ganesh covers the distance from x to y at an average speed of n0 km / hr . however , he covers the distance from y to x at an average speed of n1 km / hr . his average speed during the whole journey in km / hr . is :	subtract ( n0 , const_10 ) | add ( #0 , const_100 ) | add ( #1 , #1 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | add ( #3 , #4 ) | divide ( #2 , #5 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
in a factory , an average of n0 tv ' s are produced per day for the fist n1 days of the months . a few workers fell ill for the next n4 days reducing the daily avg for the month to n3 sets / day . the average production per day for day last n4 days is ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
what is the greatest number of identical bouquets that can be made out of n0 white and n1 red tulips if no flowers are to be left out ? ( two bouquets are identical whenever the number of red tulips in the two bouquets is equal and the number of white tulips in the two bouquets is equal )	divide ( n0 , const_3 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
company x provides bottled water to its employees in n2 liter bottles , $ n1 each . at least how many n2 l bottles must company x buy monthly , so that new contract with $ n3 fixed monthly rate and $ n4 for n5 l bottle each paid off ? ( assume that no other costs apply )	divide ( const_1 , n4 ) | subtract ( n0 , #0 ) | divide ( n3 , #1 )
the weight of a glass of jar is n0 % of the weight of the jar filled with coffee beans . after some of the beans have been removed , the weight of the jar and the remaining beans is n1 % of the original total weight . what fraction part of the beans remain in the jar ?	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
the average wages of a worker during a fortnight comprising n0 consecutive working days was $ n5 per day . during the first n4 days , his average wages was $ n3 per day and the average wages during the last n4 days was $ n5 per day . what was his wage on the n6 th day ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
murali travelled from city a to city b at a speed of n0 kmph and from city b to city c at n1 kmph . what is the average speed of murali from a to c given that the ratio of distances between a to b and b to c is n2 : n3 ? a . n4 kmph	add ( n0 , n1 ) | divide ( #0 , n3 )
of the land owned by a farmer , n0 percent was cleared for planting . of the cleared land , n1 percent was planted with grapes and n2 percent of the cleared land was planted with potato . if the remaining n3 acres of cleared land was planted with tomato , how many acres did the farmer own ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , const_100 ) | multiply ( #3 , #0 ) | divide ( n3 , #4 )
n0 buffaloes eat as much as n1 cows or n2 oxen . at a farm , there are n8 buffaloes , n4 oxen , and n5 cows . the fodder for these cattle is available for n6 days . if n7 more cows and n8 more buffaloes are brought in , how many days will the fodder last ?	add ( n3 , n8 ) | add ( n5 , n7 ) | divide ( n5 , n1 ) | divide ( n4 , n2 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( n3 , #5 ) | multiply ( n0 , #4 ) | add ( #7 , #6 ) | add ( #0 , #8 ) | add ( #10 , #6 ) | multiply ( n6 , #9 ) | divide ( #12 , #11 )
in a factory , an average of n0 tv ' s are produced per day for the fist n1 days of the months . a few workers fell ill for the next n4 days reducing the daily avg for the month to n3 sets / day . the average production per day for day last n4 days is ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
show timer statistics to apply for the position of photographer at a local magazine , veronica needs to include n0 or n1 of her pictures in an envelope accompanying her application . if she has pre - selected n2 photos representative of her work , how many choices does she have to provide the photos for the magazine ?	factorial ( n2 ) | factorial ( n0 ) | factorial ( n1 ) | factorial ( const_1 ) | subtract ( n2 , n0 ) | factorial ( #4 ) | multiply ( #2 , #3 ) | divide ( #0 , #6 ) | multiply ( #1 , #5 ) | divide ( #0 , #8 ) | add ( #9 , #7 )
there are n0 people and n1 clubs m , s , and z in a company . n2 people joined m , n3 people joined s and n4 people joined z . if the members of m did not join any other club , at most , how many people of the company did not join any club ?	subtract ( n0 , n2 ) | subtract ( #0 , n3 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n3 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , n5 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
x and y are two towns . ganesh covers the distance from x to y at an average speed of n0 km / hr . however , he covers the distance from y to x at an average speed of n1 km / hr . his average speed during the whole journey in km / hr . is :	subtract ( n0 , const_10 ) | add ( #0 , const_100 ) | add ( #1 , #1 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | add ( #3 , #4 ) | divide ( #2 , #5 )
the value of a scooter depreciates in such a way that its value of the end of each year is n0 / n1 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 year ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
one hour before john started walking from p to q , a distance of n0 miles , ann had started walking along the same road from q to p . ann walked at a constant speed of n1 miles per hour and john at n2 miles per hour . how many miles had ann walked when they met ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
for a n4 - digit number xyz , where x , y , and z are the digits of the number , f ( xyz ) = n1 ^ x n2 ^ y n4 ^ z . if f ( abc ) = n4 * f ( def ) , what is the value of abc - def ?	subtract ( n0 , n2 )
in a certain business school class , p students are accounting majors , q students are finance majors , r students are marketing majors , and s students are strategy majors . if pqrs = n0 , and if n1 < p < q < r < s , how many students in the class are marketing majors ?	add ( const_10 , const_3 ) | add ( const_2 , const_3 ) | add ( #1 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n0 , #4 )
kim bought a total of $ n0 worth of postage stamps in n1 denominations . if she bought an equal number of n2 - cent and n3 - cent stamps and twice as many n4 - cent stamps as n5 - cent stamps , what is the least number of n6 - cent stamps she could have bought ?	add ( n2 , n3 ) | multiply ( n0 , const_100 ) | reminder ( #1 , #0 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 ) | add ( #12 , const_1 ) | add ( #13 , const_1 ) | add ( #14 , const_1 ) | add ( #15 , const_1 ) | add ( #16 , const_1 ) | add ( #17 , const_1 ) | add ( #18 , const_1 ) | add ( #19 , const_1 ) | add ( #20 , const_1 ) | add ( #21 , const_1 ) | add ( #22 , const_1 ) | add ( #23 , const_1 ) | add ( #24 , const_1 ) | add ( #25 , const_1 ) | add ( #26 , const_1 ) | add ( #27 , const_1 ) | add ( #28 , const_1 ) | add ( #29 , const_1 ) | add ( #30 , const_1 ) | add ( #31 , const_1 ) | add ( #32 , const_1 ) | add ( #33 , const_1 ) | add ( #34 , const_1 ) | add ( #35 , const_1 ) | add ( #36 , const_1 ) | add ( #37 , const_1 ) | add ( #38 , const_1 ) | add ( #39 , const_1 ) | add ( #40 , const_1 ) | add ( #41 , const_1 ) | add ( #42 , const_1 ) | add ( #43 , const_1 ) | add ( #44 , const_1 ) | add ( #45 , const_1 ) | add ( #46 , const_1 ) | add ( #47 , const_1 ) | add ( #48 , const_1 ) | add ( #49 , const_1 ) | add ( #50 , const_1 ) | add ( #51 , const_1 ) | add ( #52 , const_1 ) | add ( #53 , const_1 )
a train after traveling for n0 km meets with an accident and then proceeds at n1 / n2 of its former speed and arrives at its destination n3 minutes late . had the accident occurred n4 km farther , it would have reached the destination only n5 minutes late . what is the speed y of the train .	multiply ( n2 , n4 ) | subtract ( n3 , n5 ) | add ( n0 , #1 ) | divide ( #0 , n1 ) | divide ( #2 , #1 ) | subtract ( #3 , n4 ) | multiply ( #4 , #5 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
n0 buffaloes eat as much as n1 cows or n2 oxen . at a farm , there are n8 buffaloes , n4 oxen , and n5 cows . the fodder for these cattle is available for n6 days . if n7 more cows and n8 more buffaloes are brought in , how many days will the fodder last ?	add ( n3 , n8 ) | add ( n5 , n7 ) | divide ( n5 , n1 ) | divide ( n4 , n2 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( n3 , #5 ) | multiply ( n0 , #4 ) | add ( #7 , #6 ) | add ( #0 , #8 ) | add ( #10 , #6 ) | multiply ( n6 , #9 ) | divide ( #12 , #11 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
at a loading dock , each worker on the night crew loaded n0 / n2 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
at a loading dock , each worker on the night crew loaded n3 / n1 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
in township k , n4 / n1 of the housing units are equiped with cable tv . if n4 / n3 of the housing units , including n4 / n5 of those that are equiped with cable tv , are equipped with videocassette recorders , what fraction of the housing units have neither cable tv nor videocassette recorders ?	add ( n1 , n3 ) | multiply ( n3 , const_2 ) | divide ( #0 , #1 )
a certain tire company can produce tires at a cost of $ n0 per batch plus $ n1 per tire . the company can sell tires to the wholesaler at a cost of $ n2 per tire . if a batch of n3 tires is produced and sold , what is the company no_ascii_32 s profit per tire ?	multiply ( n2 , n3 ) | multiply ( n1 , n3 ) | add ( n0 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , n3 )
the length of each side of square a is increased by n0 percent to make square b . if the length of the side of square b is increased by n1 percent to make square c , by what percent is the area of square c greater than the sum of the areas of squares a and b ?	divide ( n0 , n0 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | square_area ( #1 ) | add ( #3 , const_1 ) | divide ( #2 , n0 ) | add ( #1 , #5 ) | square_area ( #6 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_4 ) | divide ( #9 , #4 ) | multiply ( n0 , #10 )
of the land owned by a farmer , n0 percent was cleared for planting . of the cleared land , n1 percent was planted with soybeans and n2 percent of the cleared land was planted with wheat . if the remaining n3 acres of cleared land was planted with corn , how many acres did the farmer own ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , const_100 ) | multiply ( #3 , #0 ) | divide ( n3 , #4 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n4 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , n5 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
n0 buffaloes eat as much as n1 cows or n2 oxen . at a farm , there are n3 buffaloes , n4 oxen , and n6 cows . the fodder for these cattle is available for n6 days . if n7 more cows and n8 more buffaloes are brought in , how many days will the fodder last ?	add ( n3 , n8 ) | add ( n5 , n7 ) | divide ( n5 , n1 ) | divide ( n4 , n2 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( n3 , #5 ) | multiply ( n0 , #4 ) | add ( #7 , #6 ) | add ( #0 , #8 ) | add ( #10 , #6 ) | multiply ( n6 , #9 ) | divide ( #12 , #11 )
company x provides bottled water to its employees in n4 liter bottles , $ n1 each . at least how many n4 l bottles must company x buy monthly , so that new contract with $ n3 fixed monthly rate and $ n4 for n5 l bottle each paid off ? ( assume that no other costs apply )	divide ( const_1 , n4 ) | subtract ( n0 , #0 ) | divide ( n3 , #1 )
last week vartan spent n0 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
at the opening of a trading day at a certain stock exchange , the price per share of stock k was $ n0 . if the price per share of stock k was $ n1 at the closing of the day , what was the percent increase in the price per share of stock k for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n7 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , n5 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
in the coordinate plane , line a has a slope of - n1 and an x - intercept of n1 . line b has a slope of n3 and a y - intercept of - n3 . if the two lines intersect at the point ( a , b ) , what is the sum a + b ?	subtract ( n3 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 )
if two of the n0 expressions x + y , x + n2 y , x - y , and n2 x - y are chosen at random , what is the probability t that their product will be of the form of x ^ n4 - ( by ) ^ n4 , where b is an integer ?	factorial ( n0 ) | factorial ( n3 ) | multiply ( #1 , #1 ) | divide ( #0 , #2 ) | divide ( const_1 , #3 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
at the opening of a trading day at a certain stock exchange , the price per share of stock k was $ n0 . if the price per share of stock k was $ n1 at the closing of the day , what was the percent increase in the price per share of stock k for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
a train after traveling for n0 km meets with an accident and then proceeds at n1 / n2 of its former speed and arrives at its destination n3 minutes late . had the accident occurred n4 km farther , it would have reached the destination only n5 minutes late . what is the speed q of the train .	multiply ( n2 , n4 ) | subtract ( n3 , n5 ) | add ( n0 , #1 ) | divide ( #0 , const_3 ) | divide ( #2 , #1 ) | subtract ( #3 , n4 ) | multiply ( #4 , #5 )
if two of the n0 expressions x + y , x + n2 y , x - y , and n2 x - y are chosen at random , what is the probability w that their product will be of the form of x ^ n4 - ( by ) ^ n4 , where b is an integer ?	factorial ( n0 ) | factorial ( const_2 ) | divide ( #0 , #1 ) | divide ( #2 , #1 ) | divide ( const_1 , #3 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n3 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , n5 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the average wages of a worker during a fortnight comprising n0 consecutive working days was $ n1 per day . during the first n4 days , his average wages was $ n3 per day and the average wages during the last n4 days was $ n5 per day . what was his wage on the n6 th day ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
two fill taps a and b can separately fill a cistern in n0 and n1 minutes respectively . they started to fill a cistern together but tap a is turned off after few minutes and tap b fills the rest part of cistern in n2 minutes . after how many minutes , was tap a turned - off ?	speed ( const_1 , n1 ) | speed ( const_1 , n0 ) | add ( #1 , #0 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 )
anil grows tomatoes in his backyard which is in the shape of a square . each tomato takes n0 cm n1 in his backyard . this year , he has been able to grow n2 more tomatoes than last year . the shape of the backyard remained a square . how many tomatoes did anil produce this year ?	add ( n0 , n2 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 )
a marketing firm determined that , of n4 households surveyed , n1 used neither brand e nor brand b soap , n2 used only brand e soap , and for every household that used both brands of soap , n3 used only brand b soap . how many of the n4 households surveyed used both brands of soap ?	subtract ( n0 , n1 ) | divide ( #0 , n3 )
a small water pump would take n0 hours to fill an empty tank . a larger pump would take n1 / n2 hour to fill the same tank . how many hours would it take both pumps , working at their respective constant rates , to fill the empty tank if they began pumping at the same time ?	inverse ( n0 ) | add ( n2 , #0 ) | inverse ( #1 )
in a colony the municipality decided to number the houses and the shops . they want to number the shops with the numbers containing n0 between n1 - n2 . the houses are n3 - n4 floored and at the back of the houses n5 feet is left for fire exit . how many shops can be numbered ?	multiply ( n0 , n3 ) | subtract ( #0 , n3 ) | subtract ( #1 , n1 )
n0 business people wish to invest in a new company . each person is willing to pay one third of the total investment . after careful calculations , they realize that each of them would pay $ n1 less if they could find two more equal investors . how much is the total investment in the new business ?	add ( n0 , const_2 ) | multiply ( n0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | reminder ( #3 , const_1000 ) | divide ( #4 , const_10 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has travelled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
at a certain paint store forest green is made by mixing n2 parts blue paint with n3 parts yellow paint . verdant green is made by mixing n2 parts yellow paint with n3 parts blue paint . how many liters of yellow paint must be added to n4 liters of forest green to change it to verdant green ?	divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n1 )
the weights of one liter vegetable ghee packet of two brands no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are n0 gm and n1 gm respectively . if they are mixed in the ratio of n2 : n3 by volumes to form a mixture of n4 liters , what is the weight ( in kg ) of the mixture ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_1000 )
at the opening of a trading day at a certain stock exchange , the price per share of stock k was $ n0 . if the price per share of stock k was $ n1 at the closing of the day , what was the percent increase in the price per share of stock k for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
of the land owned by a farmer , n0 percent was cleared for planting . of the cleared land , n1 percent was planted with potato and n2 percent of the cleared land was planted with tomato . if the remaining n3 acres of cleared land was planted with corn , how many acres did the farmer own ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , const_100 ) | multiply ( #3 , #0 ) | divide ( n3 , #4 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
one hour before john started walking from p to q , a distance of n0 miles , ann had started walking along the same road from q to p . ann walked at a constant speed of n1 miles per hour and john at n2 miles per hour . how many miles had ann walked when they met ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
n0 photographers , lisa , mike and norm , take photos of a wedding . the total of lisa and mikes photos is n1 less than the sum of mike ' s and norms . if norms photos number n2 more than twice the number of lisa ' s photos , then how many photos did norm take ?	multiply ( n1 , const_2 ) | subtract ( #0 , n2 )
three pipes , a , b , & c are attached to a tank . a & b can fill it in n0 & n1 minutes respectively while c can empty it in n2 minutes . if a , b & c are kept open successively for n3 minute each , how soon will the tank be filled ?	add ( n3 , n3 ) | add ( n3 , #0 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
in an election between two candidates , the winner has a margin of n2 % of the votes polled . if n1 people change their mind and vote for the loser , the loser would have won by a margin of n2 % of the votes polled . find the total number of votes polled in the election ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
a train can travel n0 % faster than a car . both start from point a at the same time and reach point b n1 kms away from a at the same time . on the way , however , the train lost about n2 minutes while stopping at the stations . the speed of the car is :	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | subtract ( #1 , const_1 ) | multiply ( #1 , #2 ) | divide ( #3 , #0 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
three pipes , a , b , & c are attached to a tank . a & b can fill it in n0 & n1 minutes respectively while c can empty it in n2 minutes . if a , b & c are kept open successively for n3 minute each , how soon will the tank be filled ?	add ( n3 , n3 ) | add ( n3 , #0 )
the ratio between the number of sheep and the number of horses at the stewart farm is n0 to n1 , if each horse is fed n2 ounces of horse food per day and the farm needs a total n3 , n4 ounces of horse food per day , what is the number of sheep in the farm ?	multiply ( const_2 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #5 , n2 ) | divide ( #6 , n1 ) | multiply ( n0 , #7 )
x and y are two towns . ganesh covers the distance from x to y at an average speed of n0 km / hr . however , he covers the distance from y to x at an average speed of n1 km / hr . his average speed during the whole journey in km / hr . is :	subtract ( n0 , const_10 ) | add ( #0 , const_100 ) | add ( #1 , #1 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | add ( #3 , #4 ) | divide ( #2 , #5 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n3 , #0 ) | divide ( #2 , #1 ) | subtract ( n2 , #3 ) | subtract ( #4 , #3 )
the length of each side of square a is increased by n0 percent to make square b . if the length of the side of square b is increased by n1 percent to make square c , by what percent is the area of square c greater than the sum of the areas of squares a and b ?	divide ( n0 , n0 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | square_area ( #1 ) | add ( #3 , const_1 ) | divide ( #2 , n0 ) | add ( #1 , #5 ) | square_area ( #6 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_4 ) | divide ( #9 , #4 ) | multiply ( n0 , #10 )
on a windy day , out of every n5 sand dunes formed , only n3 remains . out of n2 blown - out sand - dunes , n3 has treasure and only n4 out of n5 sand dunes formed have lucky coupons . find the probability that the blown - out sand dune will contain both the things .	divide ( n4 , n0 ) | divide ( n1 , n2 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 )
in a certain business school class , p students are accounting majors , q students are finance majors , r students are marketing majors , and s students are strategy majors . if pqrs = n0 , and if n1 < p < q < r < s , how many students in the class are finance majors ?	add ( const_10 , const_3 ) | add ( const_2 , const_3 ) | add ( #1 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n0 , #4 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
two sacks together contained n0 kilograms of sugar . if after n1 kilogram of sugar was taken from the first sack and poured into the second the weight of the sugar in the first sack became n2 % the weight of the sugar in the second , what was the original difference in the weights of the sacks ?	divide ( n2 , const_100 ) | add ( #0 , const_1 ) | divide ( n0 , #1 ) | subtract ( #2 , n1 ) | subtract ( n0 , #3 ) | subtract ( #3 , #4 )
in the coordinate plane , line a has a slope of - n1 and an x - intercept of n1 . line b has a slope of n3 and a y - intercept of - n3 . if the two lines intersect at the point ( a , b ) , what is the sum a + b ?	subtract ( n3 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 )
the length of each side of square a is increased by n0 percent to make square b . if the length of the side of square b is increased by n1 percent to make square c , by what percent is the area of square c greater than the sum of the areas of squares a and b ?	divide ( n0 , n0 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | square_area ( #1 ) | add ( #3 , const_1 ) | divide ( #2 , n0 ) | add ( #1 , #5 ) | square_area ( #6 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_4 ) | divide ( #9 , #4 ) | multiply ( n0 , #10 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
in township k , n4 / n1 of the housing units are equiped with cable tv . if n4 / n3 of the housing units , including n4 / n5 of those that are equiped with cable tv , are equipped with videocassette recorders , what fraction of the housing units have neither cable tv nor videocassette recorders ?	add ( n1 , n3 ) | multiply ( n3 , const_2 ) | divide ( #0 , #1 )
at a certain paint store forest green is made by mixing n2 parts blue paint with n3 parts yellow paint . verdant green is made by mixing n2 parts yellow paint with n3 parts blue paint . how many liters of yellow paint must be added to n4 liters of forest green to change it to verdant green ?	divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n1 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
at a loading dock , each worker on the night crew loaded n0 / n1 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
at the end of the month , a certain ocean desalination plant no_ascii_32 s reservoir contained n0 million gallons of water . this amount is one fifth of the normal level . if this amount represents n1 % of the reservoir no_ascii_32 s total capacity , how many million gallons short of total capacity is the normal level ?	divide ( n0 , const_2 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
an automotive test consisted of driving a car the same distance n0 separate times , first at an average rate of n1 miles per hour , then n2 miles per hour , then n3 miles per hour . if the test took n4 hours to complete , how many miles was the car driven during the entire test ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n4 , #4 ) | multiply ( #5 , const_3 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
fred and sam are standing n0 miles apart and they start walking in a straight line toward each other at the same time . if fred walks at a constant speed of n2 miles per hour and sam walks at a constant speed of n2 miles per hour , how many miles has sam walked when they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
a certain boxer has agreed to pay his opponent a fee of n0 % of his total purse for every pound over the specified weight limit he weighs in . if the boxer pays his opponent a fee of $ n1 after weighing in n2 pounds over the specified limit , what was the boxer ' s purse ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | divide ( #2 , const_1000 ) | subtract ( #3 , const_10 ) | subtract ( #4 , const_10 )
fred and sam are standing n0 miles apart and they start walking in a straight line toward each other at the same time . if fred walks at a constant speed of n1 miles per hour and sam walks at a constant speed of n2 miles per hour , how many miles has sam walked when they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
a call center has two teams . each member of team a was able to process n0 / n2 calls as compared to each member of team b . if team a has n2 / n3 as many number of call center agents as team b , what fraction of the total calls was processed by team b ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
a group of students was interviewed for that if it was asked whether or not they speak french and / or english . among those who speak french , n0 speak english well , while n1 of them do not speak english . if n2 % of students do not speak french , how many students were surveyed ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the ratio between the number of sheep and the number of horses at the stewart farm is n0 to n1 , if each horse is fed n2 ounces of horse food per day and the farm needs a total n3 , n4 ounces of horse food per day , what is the number of sheep in the farm ?	multiply ( const_2 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #5 , n2 ) | divide ( #6 , n1 ) | multiply ( n0 , #7 )
a call center has two teams . each member of team a was able to process n0 / n2 calls as compared to each member of team b . if team a has n2 / n3 as many number of call center agents as team b , what fraction of the total calls was processed by team b ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
at a loading dock , each worker on the night crew loaded n2 / n3 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
the weight of a glass of jar is n0 % of the weight of the jar filled with coffee beans . after some of the beans have been removed , the weight of the jar and the remaining beans is n1 % of the original total weight . what fraction part of the beans remain in the jar ?	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
after spending rs . n0 on rent , rs . n1 on milk , rs . n2 on groceries , rs . n3 on childrens education rs . n4 on petrol and rs . n5 on miscellaneous expenses , mr . kishore saved n6 % of his monthly salary . how much did he save in rs . ?	add ( n0 , n1 ) | subtract ( const_100 , n6 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | multiply ( #5 , const_100 ) | divide ( #6 , #1 ) | subtract ( #7 , #5 )
john bought a total of n3 mangoes and oranges . each mango costs n1 cents and each orange costs n2 cents . if the average price of the n3 mangoes and oranges that john originally purchased was n4 cents , then how many oranges needs to return to raise the average price of his purchase to n5 cents ?	divide ( n4 , const_100 ) | multiply ( n0 , #0 )
the number of people who purchased book a is twice the number of people who purchased book b . the number of people who purchased both books a and b is n0 , which is twice the number of people who purchased only book b . what is the number of people v who purchased only book a ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #2 , n0 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
the value of a scooter depreciates in such a way that its value of the end of each year is n0 / n4 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 years ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the n8 walls of the room at rs . n9 per square feet if there is one door of dimensions n5 feet * n9 feet and n9 windows of dimensions n8 feet * n9 feet each ?	multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n4 , n5 ) | add ( #0 , #1 ) | multiply ( n4 , #2 ) | add ( #5 , #3 ) | multiply ( #4 , const_2 ) | subtract ( #7 , #6 ) | multiply ( n4 , #8 )
after spending rs . n0 on rent , rs . n1 on milk , rs . n2 on groceries , rs . n3 on childrens education rs . n4 on petrol and rs . n5 on miscellaneous expenses , mr . kishore saved n6 % of his monthly salary . how much did he save in rs . ?	add ( n0 , n1 ) | subtract ( const_100 , n6 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | multiply ( #5 , const_100 ) | divide ( #6 , #1 ) | subtract ( #7 , #5 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years younger . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
man n4 alone can do a piece of work in n1 days and man n5 alone in n3 days . man n4 and man n5 undertook to do it for rs . n6 . with the help of man n9 , they completed the work in n9 days . how much is to be paid to man n9 ?	divide ( const_1 , n7 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 ) | divide ( n7 , #5 ) | multiply ( n6 , #6 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n3 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , const_3 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
at a loading dock , each worker on the night crew loaded n0 / n1 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
fred and sam are standing n0 miles apart and they start walking in a straight line toward each other at the same time . if fred walks at a constant speed of n2 miles per hour and sam walks at a constant speed of n2 miles per hour , how many miles has sam walked when they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
the length of each side of square a is increased by n0 percent to make square b . if the length of the side of square b is increased by n1 percent to make square c , by what percent is the area of square c greater than the sum of the areas of squares a and b ?	divide ( n0 , n0 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | square_area ( #1 ) | add ( #3 , const_1 ) | divide ( #2 , n0 ) | add ( #1 , #5 ) | square_area ( #6 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_4 ) | divide ( #9 , #4 ) | multiply ( n0 , #10 )
a and b started a business in partnership investing rs . n3 and rs . n1 respectively . after n2 months , c joined them with rs . n3 . what will be b ' s share in the total profit of rs . n4 earned at the end of n5 years from the starting of the business ?	multiply ( const_12 , const_2 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #0 , n2 ) | add ( #2 , #1 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | divide ( #1 , #6 ) | multiply ( n4 , #7 )
a train after traveling for n0 km meets with an accident and then proceeds at n1 / n2 of its former speed and arrives at its destination n3 minutes late . had the accident occurred n4 km farther , it would have reached the destination only n5 minutes late . what is the speed t of the train .	multiply ( n2 , n4 ) | subtract ( n3 , n5 ) | add ( n0 , #1 ) | divide ( #0 , n1 ) | divide ( #2 , #1 ) | subtract ( #3 , n4 ) | multiply ( #4 , #5 )
the ratio between the number of sheep and the number of horses at the stewart farm is n0 to n1 , if each horse is fed n2 ounces of horse food per day and the farm needs a total n3 , n4 ounces of horse food per day , what is the number of sheep in the farm ?	multiply ( const_2 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #5 , n2 ) | divide ( #6 , n1 ) | multiply ( n0 , #7 )
a n0 - litre mixture of milk and water contains n1 litres of milk . ' x ' litres of this mixture is removed and replaced with an equal quantum of water . if the process is repeated once , then the concentration of the milk stands reduced at n2 % . what is the value of x ?	divide ( n2 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
x and y are two towns . ganesh covers the distance from x to y at an average speed of n0 km / hr . however , he covers the distance from y to x at an average speed of n1 km / hr . his average speed during the whole journey in km / hr . is :	subtract ( n0 , const_10 ) | add ( #0 , const_100 ) | add ( #1 , #1 ) | divide ( #1 , n0 ) | divide ( #1 , n1 ) | add ( #3 , #4 ) | divide ( #2 , #5 )
a group of students was interviewed for that if it was asked whether or not they speak french and / or english . among those who speak french , n0 speak english well , while n1 of them do not speak english . if n2 % of students do not speak french , how many students were surveyed ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
if two of the n0 expressions x + y , x + n2 y , x - y , and n2 x - y are chosen at random , what is the probability r that their product will be of the form of x ^ n4 - ( by ) ^ n4 , where b is an integer ?	divide ( const_1 , n3 ) | divide ( const_1 , const_3 ) | multiply ( #0 , #1 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
in township k , n4 / n1 of the housing units are equiped with cable tv . if n4 / n3 of the housing units , including n4 / n5 of those that are equiped with cable tv , are equipped with videocassette recorders , what fraction of the housing units have neither cable tv nor videocassette recorders ?	add ( n1 , n3 ) | multiply ( n3 , const_2 ) | divide ( #0 , #1 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
james took a n0 - hour bike ride . in the second hour he traveled n1 miles , which was n2 percent farther than he traveled the first hour . if he traveled n3 percent farther in the third hour than he did in the second hour , how many miles did jose travel during the entire ride ?	add ( n3 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n1 , #3 ) | add ( n1 , #4 ) | add ( #6 , #5 )
at a loading dock , each worker on the night crew loaded n0 / n2 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
the average wages of a worker during a fortnight comprising n0 consecutive working days was $ n1 per day . during the first n4 days , his average wages was $ n3 per day and the average wages during the last n4 days was $ n5 per day . what was his wage on the n6 th day ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
james took a n0 - hour bike ride . in the second hour he travlled n1 miles , which was n2 percent farther than he traveled the first hour . if he traveled n3 percent farther in the third hour than he did in the second hour , how many miles did jose travel during the entire ride ?	multiply ( const_1 , const_100 ) | multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n2 ) | multiply ( n1 , #0 ) | divide ( #4 , #2 ) | add ( #5 , #3 ) | add ( n1 , #6 )
the value of a scooter depreciates in such a way that its value of the end of each year is n0 / n1 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 years ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
at a loading dock , each worker on the night crew loaded n0 / n2 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
here ' s an easy question of averages , but let ' s try to see innovative ways of solving this . a class has n0 boys and x girls . average score of boys and girls is n1 and n2 respectively . the average of the whole class is n3 , what is the value of x ?	multiply ( n0 , n3 ) | multiply ( n0 , n1 ) | subtract ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
the weight of a glass of jar is n0 % of the weight of the jar filled with coffee beans . after some of the beans have been removed , the weight of the jar and the remaining beans is n1 % of the original total weight . what fraction part of the beans remain in the jar ?	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
in an election between two candidates , the winner has a margin of n2 % of the votes polled . if n1 people change their mind and vote for the loser , the loser would have won by a margin of n2 % of the votes polled . find the total number of votes polled in the election ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the value of a scooter depreciates in such a way that its value of the end of each year is n0 / n1 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 years ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
a call center has two teams . each member of team a was able to process n0 / n2 calls as compared to each member of team b . if team a has n2 / n3 as many number of call center agents as team b , what fraction of the total calls was processed by team b ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
the weights of one liter vegetable ghee packet of two brands no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are n0 gm and n1 gm respectively . if they are mixed in the ratio of n2 : n3 by volumes to form a mixture of n4 liters , what is the weight ( in kg ) of the mixture ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_1000 )
a guy was asked to specify his age in years . he said , no_ascii_30 take my age n3 years hence , multiply it by n3 and subtract n3 times of my age n3 years ago and get the half of the result and you will know my age . no_ascii_79 what was the age of that guy ?	multiply ( n0 , n0 )
paul and jack are n4 mechanics who work n1 hours per day changing oil in cars at the oil spot . if paul can change oil in n4 cars per hour , and jack can change oil in n3 cars per hour . what is the least number of cars per work day the n4 men can finish ?	multiply ( n1 , n3 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
at the opening of a trading day at a certain stock exchange , the price per share of stock m was $ n0 . if the price per share of stock m was $ n1 at the closing of the day , what was the percent increase in the price per share of stock m for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
in an election between two candidates , the winner has a margin of n2 % of the votes polled . if n1 people change their mind and vote for the loser , the loser would have won by a margin of n2 % of the votes polled . find the total number of votes polled in the election ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
company c sells a line of n0 products with an average retail price of $ n5 , n2 . if none of these products sells for less than $ n3 , and exactly n4 of the products sell for less than $ n5 , n6 , what is the greatest possible selling price of the most expensive product ?	multiply ( const_100 , const_12 ) | multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , const_1 ) | multiply ( #4 , n4 ) | add ( #1 , #5 ) | subtract ( #3 , #6 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
at a loading dock , each worker on the night crew loaded n0 / n1 as many boxes as each worker on the day crew . if the night crew has n2 / n3 as many workers as the day crew , what fraction of all the boxes loaded by the two crews did the day crew load ?	multiply ( n1 , n3 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
a marketing firm determined that , of n4 households surveyed , n1 used neither brand w nor brand b soap , n2 used only brand w soap , and for every household that used both brands of soap , n3 used only brand b soap . how many of the n4 households surveyed used both brands of soap ?	subtract ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 )
one hour before john started walking from p to q , a distance of n0 miles , ann had started walking along the same road from q to p . ann walked at a constant speed of n1 miles per hour and john at n2 miles per hour . how many miles had ann walked when they met ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
one hour after matthew started waking from q to y , a distance of n0 km , johnny started walking along the same road from y to q . matthew ' s walking rate was n1 km per hour and johnny ' s was n2 km per hour , how many km had johnny walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
a bakery has n0 employees . it pays annual salaries of $ n1 , n8 to each of n3 employees , $ n4 , n8 to n6 employee , and $ n7 , n8 to each of the remaining n9 employees . which number is closest to the average ( arithmetic mean ) annual salary of these employees ?	add ( const_10 , const_10 ) | add ( #0 , n4 ) | subtract ( #0 , n4 ) | add ( #1 , n4 ) | multiply ( #2 , n2 ) | multiply ( #3 , n6 ) | add ( #5 , #4 ) | add ( #6 , #1 ) | divide ( #7 , n0 )
n0 buffaloes eat as much as n1 cows or n2 oxen . at a farm , there are n8 buffaloes , n4 oxen , and n6 cows . the fodder for these cattle is available for n6 days . if n7 more cows and n8 more buffaloes are brought in , how many days will the fodder last ?	add ( n3 , n8 ) | add ( n5 , n7 ) | divide ( n5 , n1 ) | divide ( n4 , n2 ) | divide ( #1 , n1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( n3 , #5 ) | multiply ( n0 , #4 ) | add ( #7 , #6 ) | add ( #0 , #8 ) | add ( #10 , #6 ) | multiply ( n6 , #9 ) | divide ( #12 , #11 )
fred and sam are standing n0 miles apart and they start walking in a straight line toward each other at the same time . if fred walks at a constant speed of n2 miles per hour and sam walks at a constant speed of n2 miles per hour , how many miles has sam walked when they meet ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
in township k , n4 / n1 of the housing units are equiped with cable tv . if n4 / n3 of the housing units , including n4 / n5 of those that are equiped with cable tv , are equipped with videocassette recorders , what fraction of the housing units have neither cable tv nor videocassette recorders ?	add ( n1 , n3 ) | multiply ( n3 , const_2 ) | divide ( #0 , #1 )
company x provides bottled water to its employees in n2 liter bottles , $ n2 each . at least how many n2 l bottles must company x buy monthly , so that new contract with $ n3 fixed monthly rate and $ n4 for n5 l bottle each paid off ? ( assume that no other costs apply )	divide ( const_1 , const_2 ) | subtract ( n0 , #0 ) | divide ( n3 , #1 )
last week vartan spent n1 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week ?	subtract ( const_100 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
the weights of one liter vegetable ghee packet of two brands no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are n0 gm and n1 gm respectively . if they are mixed in the ratio of n2 : n3 by volumes to form a mixture of n4 liters , what is the weight ( in kg ) of the mixture ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_1000 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a call center has two teams . each member of team a was able to process n0 / n2 calls as compared to each member of team b . if team a has n2 / n3 as many number of call center agents as team b , what fraction of the total calls was processed by team b ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
the ratio between the number of sheep and the number of horses at the stewart farm is n0 to n1 , if each horse is fed n2 ounces of horse food per day and the farm needs a total n3 , n4 ounces of horse food per day , what is the number of sheep in the farm ?	multiply ( const_2 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #5 , n2 ) | divide ( #6 , n1 ) | multiply ( n0 , #7 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
last week john spent n0 percent of his wages on recreation . this week , his wages are n1 percent less than last week no_ascii_57 s wages and he spent n2 percent of his wages on recreation . the amount he spends on recreation this week is what percent of the amount he spent on recreation last week ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #2 , const_100 ) | multiply ( #1 , const_100 ) | multiply ( #3 , const_100 ) | multiply ( #0 , #5 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
at a certain paint store forest green is made by mixing n2 parts blue paint with n3 parts yellow paint . verdant green is made by mixing n2 parts yellow paint with n3 parts blue paint . how many liters of yellow paint must be added to n4 liters of forest green to change it to verdant green ?	divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n1 )
a local business made a $ n0 profit on its first $ n4 million in sales and a $ n2 profit on its next $ n5 million in sales . by approximately what percent did the ratio of profit to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #1 , const_10 ) | subtract ( #0 , const_1000 ) | subtract ( #3 , #2 )
one hour before john started walking from p to q , a distance of n0 miles , ann had started walking along the same road from q to p . ann walked at a constant speed of n1 miles per hour and john at n2 miles per hour . how many miles had ann walked when they met ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 )
the mall charges n0 cents for the first hour of parking and $ n2 for each additional hour until the customer reaches n2 hours , after that the parking fee is $ n3 per hour . if edward parked his car in the mall for n4 hours and n5 minutes , how much is he going to pay ?	divide ( n0 , const_100 ) | multiply ( n1 , n1 ) | subtract ( n4 , n2 ) | add ( #0 , #2 ) | multiply ( n3 , #3 ) | add ( #1 , #4 ) | add ( #5 , #0 )
at a certain paint store forest green is made by mixing n2 parts blue paint with n3 parts yellow paint . verdant green is made by mixing n2 parts yellow paint with n3 parts blue paint . how many liters of yellow paint must be added to n4 liters of forest green to change it to verdant green ?	divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n1 )
the weights of one liter vegetable ghee packet of two brands no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are n0 gm and n1 gm respectively . if they are mixed in the ratio of n2 : n3 by volumes to form a mixture of n4 liters , what is the weight ( in kg ) of the mixture ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_1000 )
company c sells a line of n0 products with an average retail price of $ n5 , n6 . if none of these products sells for less than $ n3 , and exactly n4 of the products sell for less than $ n5 , n6 , what is the greatest possible selling price of the most expensive product ?	multiply ( const_100 , const_12 ) | multiply ( n2 , n3 ) | subtract ( n0 , n3 ) | multiply ( n0 , #0 ) | subtract ( #2 , const_1 ) | multiply ( #4 , n4 ) | add ( #1 , #5 ) | subtract ( #3 , #6 )
in the coordinate plane , line a has a slope of - n0 and an x - intercept of n1 . line b has a slope of n2 and a y - intercept of - n3 . if the two lines intersect at the point ( a , b ) , what is the sum a + b ?	subtract ( n3 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 )
in a certain business school class , p students are accounting majors , q students are finance majors , r students are marketing majors , and s students are strategy majors . if pqrs = n0 , and if n1 < p < q < r < s , how many students in the class are marketing majors ?	add ( const_10 , const_3 ) | add ( const_2 , const_3 ) | add ( #1 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n0 , #4 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
the dimensions of a room are n0 feet * n1 feet * n2 feet . what is the cost of white washing the four walls of the room at rs . n3 per square feet if there is one door of dimensions n4 feet * n7 feet and three windows of dimensions n6 feet * n7 feet each ?	add ( n0 , n1 ) | multiply ( n2 , const_2 ) | multiply ( n4 , n5 ) | multiply ( n5 , n6 ) | multiply ( #0 , #1 ) | multiply ( n5 , #3 ) | subtract ( #4 , #2 ) | subtract ( #6 , #5 ) | multiply ( n3 , #7 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
every disk in a bag is either blue , yellow or green . the ratio of blue disks to yellow disks to green disks in this bag is n0 : n1 : n2 . if the total number of disks in the bag is n3 , how many more green disks than blue disks are in the bag ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | add ( n2 , #0 ) | divide ( n3 , #2 ) | multiply ( #3 , #1 )
the n4 th grade french and spanish classes each have n1 students in them , and there are n2 students in the n4 th grade taking both languages . if everyone in the n4 th grade is in at least one of the two language classes , how many students are taking just one of the two classes ?	subtract ( n1 , n2 ) | add ( #0 , #0 )
the weight of a glass of jar is n0 % of the weight of the jar filled with coffee beans . after some of the beans have been removed , the weight of the jar and the remaining beans is n1 % of the original total weight . what fraction part of the beans remain in the jar ?	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
a n0 - litre mixture of milk and water contains n1 litres of milk . ' x ' litres of this mixture is removed and replaced with an equal quantum of water . if the process is repeated once , then the concentration of the milk stands reduced at n2 % . what is the value of x ?	divide ( n2 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 )
k is n3 % faster than l . if l starts at n1 a . m . and k starts at n2 a . m . l travels at a speed of n3 km / hr . if l and k are n4 kms apart , the time when they meet when they travel in opposite direction is ?	divide ( n0 , const_100 ) | subtract ( n4 , n0 ) | add ( #0 , const_1 ) | multiply ( n0 , #2 ) | add ( n0 , #3 ) | divide ( #1 , #4 ) | add ( n2 , #5 )
which fraction should be added to : n12 / ( n1 no_ascii_23 no_ascii_42 n4 ) + n12 / ( n4 no_ascii_23 no_ascii_42 n7 ) + n12 / ( n7 no_ascii_23 no_ascii_42 n8 ) + . . . . . . . + n12 / ( n10 no_ascii_23 no_ascii_42 n11 ) so that the result is equal to n12 ?	add ( n2 , const_10 ) | divide ( #0 , n11 )
of the land owned by a farmer , n3 percent was cleared for planting . of the cleared land , n1 percent was planted with barley and n2 percent of the cleared land was planted with potato . if the remaining n3 acres of cleared land was planted with tomato , how many acres did the farmer own ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , const_100 ) | multiply ( #3 , #0 ) | divide ( n3 , #4 )
every disk in a bag is either blue , yellow or green . the ratio of blue disks to yellow disks to green disks in this bag is n0 : n1 : n2 . if the total number of disks in the bag is n3 , how many more green disks than blue disks are in the bag ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | add ( n2 , #0 ) | divide ( n3 , #2 ) | multiply ( #3 , #1 )
after spending rs . n0 on rent , rs . n1 on milk , rs . n2 on groceries , rs . n3 on childrens education rs . n4 on petrol and rs . n5 on miscellaneous expenses , mr . kishore saved n6 % of his monthly salary . how much did he save in rs . ?	add ( n0 , n1 ) | subtract ( const_100 , n6 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | multiply ( #5 , const_100 ) | divide ( #6 , #1 ) | subtract ( #7 , #5 )
three pipes , a , b , & c are attached to a tank . a & b can fill it in n0 & n1 minutes respectively while c can empty it in n2 minutes . if a , b & c are kept open successively for n3 minute each , how soon will the tank be filled ?	add ( n3 , n3 ) | add ( n3 , #0 )
the average wages of a worker during a fortnight comprising n0 consecutive working days was $ n1 per day . during the first n4 days , his average wages was $ n3 per day and the average wages during the last n4 days was $ n5 per day . what was his wage on the n6 th day ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
company x provides bottled water to its employees in n2 liter bottles , $ n1 each . at least how many n2 l bottles must company x buy monthly , so that new contract with $ n3 fixed monthly rate and $ n4 for n5 l bottle each paid off ? ( assume that no other costs apply )	divide ( const_1 , n4 ) | subtract ( n1 , #0 ) | divide ( n3 , #1 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
the weights of one liter vegetable ghee packet of two brands no_ascii_47 a no_ascii_32 and no_ascii_47 b no_ascii_32 are n0 gm and n1 gm respectively . if they are mixed in the ratio of n2 : n3 by volumes to form a mixture of n4 liters , what is the weight ( in kg ) of the mixture ?	add ( n2 , n3 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | divide ( #4 , #0 ) | divide ( #5 , const_1000 )
a group of students was interviewed for that if it was asked whether or not they speak french and / or english . among those who speak french , n0 speak english well , while n2 of them do not speak english . if n2 % of students do not speak french , how many students were surveyed ?	add ( n0 , n1 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
john bought a total of n3 mangoes and oranges . each mango costs n1 cents and each orange costs n2 cents . if the average price of the n3 mangoes and oranges that john originally purchased was n4 cents , then how many oranges needs to return to raise the average price of his purchase to n5 cents ?	divide ( n4 , const_100 ) | multiply ( n0 , #0 )
james took a n0 - hour bike ride . in the second hour he traveled n1 miles , which was n2 percent farther than he traveled the first hour . if he traveled n3 percent farther in the third hour than he did in the second hour , how many miles did jose travel during the entire ride ?	add ( n3 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n1 , #3 ) | add ( n1 , #4 ) | add ( #6 , #5 )
every day , the value of a stock rises by exactly two dollars in the morning , and then falls by exactly one dollar in the afternoon . if the stock ' s value at the start of the first day is $ n0 , on what day will the stock ' s value first reach $ n1 ?	subtract ( n1 , n0 ) | subtract ( const_2 , const_1 ) | divide ( #0 , #1 )
in a circuit board factory , all circuit boards that pass a verification process are certified . every board that fails the verification process is indeed faulty , but n0 / n1 of those that pass are also faulty . approximately how many faulty circuit boards exist in a group of n2 circuit boards where n3 fail inspection ?	divide ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( n3 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
in an election between two candidates , the winner has a margin of n2 % of the votes polled . if n1 people change their mind and vote for the loser , the loser would have won by a margin of n2 % of the votes polled . find the total number of votes polled in the election ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the number of people who purchased book a is twice the number of people who purchased book b . the number of people who purchased both books a and b is n0 , which is twice the number of people who purchased only book b . what is the number of people z who purchased only book a ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #2 , n0 )
of the land owned by a farmer , n0 percent was cleared for planting . of the cleared land , n1 percent was planted with grapes and n2 percent of the cleared land was planted with potato . if the remaining n3 acres of cleared land was planted with tomato , how many acres did the farmer own ?	divide ( n0 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , const_100 ) | multiply ( #3 , #0 ) | divide ( n3 , #4 )
initially , the men and women in a room were in the ratio of n0 : n1 . then , n2 men entered the room and n3 women left the room . then , the number of women doubled . now there are n4 men in the room . how many r women are currently in the room ?	subtract ( n4 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | subtract ( #2 , n3 ) | multiply ( n2 , #3 )
a cuban cigar would cost n5 dollar less than n4 times a french cigar , had the french cigar cost n2 dollar less than it does now . an arabian cigar costs n3 cents more than n4 times the cuban cigar . the n5 cigars together cost n6 dollars . what is the price of the french cigar ?	divide ( n3 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n1 , n1 ) | add ( n0 , #1 ) | add ( n1 , #2 ) | add ( #4 , const_1 ) | multiply ( n1 , #3 ) | subtract ( #6 , #0 ) | add ( #3 , #7 ) | subtract ( n6 , #8 ) | divide ( #9 , #5 ) | add ( n2 , #10 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
in an election between two candidates , the winner has a margin of n2 % of the votes polled . if n1 people change their mind and vote for the loser , the loser would have won by a margin of n2 % of the votes polled . find the total number of votes polled in the election ?	divide ( n0 , const_100 ) | divide ( n1 , #0 )
every disk in a bag is either blue , yellow or green . the ratio of blue disks to yellow disks to green disks in this bag is n0 : n1 : n2 . if the total number of disks in the bag is n3 , how many more green disks than blue disks are in the bag ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | add ( n2 , #0 ) | divide ( n3 , #2 ) | multiply ( #3 , #1 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
initially , the men and women in a room were in the ratio of n0 : n1 . then , n2 men entered the room and n3 women left the room . then , the number of women doubled . now there are n4 men in the room . how many d women are currently in the room ?	subtract ( n4 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | subtract ( #2 , n3 ) | multiply ( n2 , #3 )
a marketing firm determined that , of n4 households surveyed , n1 used neither brand k nor brand b soap , n2 used only brand k soap , and for every household that used both brands of soap , n3 used only brand b soap . how many of the n4 households surveyed used both brands of soap ?	add ( n3 , const_1 ) | subtract ( n0 , n1 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 )
taequan is playing a dice game where he rolls two , fair , n0 - sided dice twice . if he gets the same roll on his second try as his first , he wins . if he rolled an n1 on his first try , what is the probability that he will win with his second roll ?	multiply ( n0 , n0 ) | subtract ( n0 , const_1 ) | divide ( #1 , #0 )
james took a n0 - hour bike ride . in the second hour he travlled n1 miles , which was n2 percent farther than he traveled the first hour . if he traveled n3 percent farther in the third hour than he did in the second hour , how many miles did jose travel during the entire ride ?	multiply ( const_1 , const_100 ) | multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n2 ) | multiply ( n1 , #0 ) | divide ( #4 , #2 ) | add ( #5 , #3 ) | add ( n1 , #6 )
the length of each side of square a is increased by n0 percent to make square b . if the length of the side of square b is increased by n1 percent to make square c , by what percent is the area of square c greater than the sum of the areas of squares a and b ?	divide ( n0 , n0 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | square_area ( #1 ) | add ( #3 , const_1 ) | divide ( #2 , n0 ) | add ( #1 , #5 ) | square_area ( #6 ) | subtract ( #7 , const_1 ) | subtract ( #8 , const_4 ) | divide ( #9 , #4 ) | multiply ( n0 , #10 )
the number of people who purchased book a is twice the number of people who purchased book b . the number of people who purchased both books a and b is n0 , which is twice the number of people who purchased only book b . what is the number of people b who purchased only book a ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | subtract ( #2 , n0 )
there are n0 workers in the factory a , b , c . the age of a is n2 more than the age of b and the age of b is n2 more than the age of c . if the sum of the square of the ages is n3 . what is the sum of their ages ?	power ( n1 , const_2 ) | add ( #0 , #0 ) | subtract ( n3 , #1 ) | divide ( #2 , n0 ) | sqrt ( #3 ) | multiply ( n0 , #4 )
james took a n0 - hour bike ride . in the second hour he traveled n1 miles , which was n2 percent farther than he traveled the first hour . if he traveled n3 percent farther in the third hour than he did in the second hour , how many miles did jose travel during the entire ride ?	add ( n3 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n1 , #3 ) | add ( n1 , #4 ) | add ( #6 , #5 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
a small water pump would take n0 hours to fill an empty tank . a larger pump would take n1 / n2 hour to fill the same tank . how many hours would it take both pumps , working at their respective constant rates , to fill the empty tank if they began pumping at the same time ?	inverse ( n0 ) | add ( n2 , #0 ) | inverse ( #1 )
a n0 - litre mixture of milk and water contains n1 litres of milk . ' x ' litres of this mixture is removed and replaced with an equal quantum of water . if the process is repeated once , then the concentration of the milk stands reduced at n2 % . what is the value of x ?	divide ( n2 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 ) | multiply ( n0 , #2 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
at the opening of a trading day at a certain stock exchange , the price per share of stock k was $ n0 . if the price per share of stock k was $ n1 at the closing of the day , what was the percent increase in the price per share of stock k for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
john bought a total of n3 mangoes and oranges . each mango costs n1 cents and each orange costs n2 cents . if the average price of the n3 mangoes and oranges that john originally purchased was n4 cents , then how many oranges needs to return to raise the average price of his purchase to n5 cents ?	divide ( n4 , const_100 ) | multiply ( n0 , #0 )
one - seventh of the light switches produced by a certain factory are defective . n0 - fifths of the defective switches are rejected and n1 / n2 of the non defective switches are rejected by mistake . if all the switches not rejected are sold , what percent of the switches sold by the factory are defective ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | add ( const_3 , const_3 ) | subtract ( n2 , n1 ) | divide ( n1 , #0 ) | divide ( #3 , n2 ) | divide ( #2 , #0 ) | inverse ( #1 ) | multiply ( #4 , #7 ) | multiply ( #5 , #6 ) | add ( #9 , #8 ) | divide ( #8 , #10 ) | multiply ( #11 , const_100 )
at a certain paint store forest green is made by mixing n2 parts blue paint with n3 parts yellow paint . verdant green is made by mixing n2 parts yellow paint with n3 parts blue paint . how many liters of yellow paint must be added to n4 liters of forest green to change it to verdant green ?	divide ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( #1 , n1 )
two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	subtract ( n1 , n0 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #3 )
a merchant has selected two items to be placed on sale , one of which currently sells for n0 percent less than the other . if he wishes to raise the price of the cheaper item so that the two items are equally priced , by what percentage must he raise the price of the less expensive item ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the ratio between the number of sheep and the number of horses at the stewart farm is n0 to n1 , if each horse is fed n2 ounces of horse food per day and the farm needs a total n3 , n4 ounces of horse food per day , what is the number of sheep in the farm ?	multiply ( const_2 , const_4 ) | multiply ( const_1000 , const_12 ) | multiply ( #0 , const_10 ) | multiply ( #0 , const_100 ) | add ( #2 , #3 ) | add ( #4 , #1 ) | divide ( #5 , n2 ) | divide ( #6 , n1 ) | multiply ( n0 , #7 )
a , b and c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | add ( #3 , #0 ) | divide ( #0 , #4 ) | multiply ( n6 , #5 )
the value of a scooter depreciates in such a way that its value of the end of each year is n0 / n1 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 years ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
a bakery has n0 employees . it pays annual salaries of $ n1 , n8 to each of n3 employees , $ n4 , n8 to n6 employee , and $ n7 , n8 to each of the remaining n9 employees . which number is closest to the average ( arithmetic mean ) annual salary of these employees ?	add ( const_10 , const_10 ) | add ( #0 , n4 ) | subtract ( #0 , n4 ) | add ( #1 , n4 ) | multiply ( #2 , n2 ) | multiply ( #3 , n6 ) | add ( #5 , #4 ) | add ( #6 , #1 ) | divide ( #7 , n0 )
one pump drains one - half of a pond in n0 hours , and then a second pump starts draining the pond . the two pumps working together finish emptying the pond in one - half hour . how long would it take the second pump to drain the pond if it had to do the job alone ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( const_1 , #2 )
after spending rs . n0 on rent , rs . n1 on milk , rs . n2 on groceries , rs . n3 on childrens education rs . n4 on petrol and rs . n5 on miscellaneous expenses , mr . kishore saved n6 % of his monthly salary . how much did he save in rs . ?	add ( n0 , n1 ) | subtract ( const_100 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | add ( n5 , #4 ) | multiply ( #5 , const_100 ) | divide ( #6 , #1 ) | subtract ( #7 , #5 )
in a certain business school class , p students are accounting majors , q students are finance majors , r students are marketing majors , and s students are strategy majors . if pqrs = n0 , and if n1 < p < q < r < s , how many students in the class are accounting majors ?	add ( const_10 , const_3 ) | add ( const_2 , const_3 ) | add ( #1 , const_2 ) | multiply ( #1 , #2 ) | multiply ( #0 , #3 ) | divide ( n0 , #4 )
if you wish to live to be n0 years old ( hypothetically ) , you must consume n1 calories less than your average daily allowance for your age . if you are in your n2 ' s , and your average daily allowance is n3 calories per day , how many calories are you allowed in a week ?	add ( const_3 , const_4 ) | subtract ( n3 , n1 ) | multiply ( #0 , #1 )
in a factory , an average of n0 tv ' s are produced per day for the fist n1 days of the months . a few workers fell ill for the next n4 days reducing the daily avg for the month to n3 sets / day . the average production per day for day last n4 days is ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
machine a can process n0 envelopes in n1 hours . machines b and c working together but independently can process the same number of envelopes in n2 hours . if machines a and c working together but independently process n3 envelopes in n4 hour , then how many hours would it take machine b to process n5 envelopes .	divide ( n0 , n2 ) | divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( n5 , #4 )
the weight of a glass of jar is n0 % of the weight of the jar filled with coffee beans . after some of the beans have been removed , the weight of the jar and the remaining beans is n1 % of the original total weight . what fraction part of the beans remain in the jar ?	subtract ( n1 , n0 ) | subtract ( const_100 , n0 ) | divide ( #0 , #1 )
in a factory , an average of n0 tv ' s are produced per day for the fist n1 days of the months . a few workers fell ill for the next n4 days reducing the daily avg for the month to n3 sets / day . the average production per day for day last n4 days is ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n2 )
wo passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of n0 kmph and n1 kmph respectively . when they meet , it is found that one train has traveled n2 km more than the other one . the distance between the two stations is ?	add ( n0 , n1 ) | subtract ( n1 , n0 ) | divide ( n2 , #1 ) | multiply ( #0 , #2 )
a call center has two teams . each member of team a was able to process n0 / n2 calls as compared to each member of team b . if team a has n2 / n3 as many number of call center agents as team b , what fraction of the total calls was processed by team b ?	multiply ( n1 , n3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( #0 , #2 )
a train after traveling for n0 km meets with an accident and then proceeds at n1 / n2 of its former speed and arrives at its destination n3 minutes late . had the accident occurred n4 km farther , it would have reached the destination only n5 minutes late . what is the speed r of the train .	multiply ( n2 , n4 ) | subtract ( n3 , n5 ) | add ( n0 , #1 ) | divide ( #0 , n1 ) | divide ( #2 , #1 ) | subtract ( #3 , n4 ) | multiply ( #4 , #5 )
a small water pump would take n0 hours to fill an empty tank . a larger pump would take n1 / n2 hour to fill the same tank . how many hours would it take both pumps , working at their respective constant rates , to fill the empty tank if they began pumping at the same time ?	inverse ( n0 ) | add ( n2 , #0 ) | inverse ( #1 )
john bought a total of n3 mangoes and oranges . each mango costs n1 cents and each orange costs n2 cents . if the average price of the n3 mangoes and oranges that john originally purchased was n4 cents , then how many oranges needs to return to raise the average price of his purchase to n5 cents ?	divide ( n4 , const_100 ) | multiply ( n0 , #0 )
the value of a scooter depreciates in such a way that its value of the end of each year is n4 / n1 of its value of the beginning of the same year . if the initial value of the scooter is rs . n2 , n3 , what is the value at the end of n4 years ?	divide ( n0 , n1 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , #1 ) | power ( #0 , n3 ) | multiply ( #2 , #3 )
at the opening of a trading day at a certain stock exchange , the price per share of stock k was $ n0 . if the price per share of stock k was $ n1 at the closing of the day , what was the percent increase in the price per share of stock k for that day ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , const_100 )
one - sixth of the light switches produced by a certain factory are defective . n0 - fifths of the defective switches are rejected and n1 / n2 of the non defective switches are rejected by mistake . if all the switches not rejected are sold , what percent of the switches sold by the factory are defective ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 ) | multiply ( #2 , #3 ) | subtract ( #3 , #4 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
due to construction , the speed limit along an n0 - mile section of highway is reduced from n1 miles per hour to n2 miles per hour . approximately how many minutes more will it take to travel along this section of highway at the new speed limit than it would have taken at the old speed limit ?	add ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( n0 , n1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | multiply ( #3 , #4 ) | max ( #5 , const_4 )
initially , the men and women in a room were in the ratio of n0 : n1 . then , n2 men entered the room and n3 women left the room . then , the number of women doubled . now there are n4 men in the room . how many e women are currently in the room ?	subtract ( n4 , n2 ) | multiply ( n1 , #0 ) | divide ( #1 , n0 ) | subtract ( #2 , n3 ) | multiply ( n2 , #3 )
a , b , c rent a pasture . if a puts n0 oxen for n1 months , b puts n2 oxen for n3 months and c puts n4 oxen for n5 months for grazing and the rent of the pasture is rs . n6 , then how much amount should c pay as his share of rent ?	multiply ( n4 , n5 )
a marketing firm determined that , of n4 households surveyed , n1 used neither brand r nor brand b soap , n2 used only brand r soap , and for every household that used both brands of soap , n3 used only brand b soap . how many of the n4 households surveyed used both brands of soap ?	add ( n1 , n2 ) | add ( n3 , const_1 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 ) | add ( #3 , #3 ) | add ( #4 , const_10 )
a bakery has n0 employees . it pays annual salaries of $ n1 , n8 to each of n3 employees , $ n4 , n8 to n6 employee , and $ n7 , n8 to each of the remaining n9 employees . which number is closest to the average ( arithmetic mean ) annual salary of these employees ?	add ( const_10 , const_10 ) | add ( #0 , n4 ) | subtract ( #0 , n4 ) | add ( #1 , n4 ) | multiply ( #2 , n2 ) | multiply ( #3 , n6 ) | add ( #5 , #4 ) | add ( #6 , #1 ) | divide ( #7 , n0 )
united telephone charges a base rate of $ n0 for service , plus an additional charge of $ n1 per minute . atlantic call charges a base rate of $ n2 for service , plus an additional charge of $ n3 per minute . for what number of minutes would the bills for each telephone company be the same ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
bella is taking a trip in her car from new york ( point a ) chicago , illinois ( point b ) . she is traveling at an average speed of n0 miles per hour , if the total distance from point a to point b is n1 miles , in approximately how long will bella reach her destination ?	divide ( n1 , n0 )
a sum of money is to be divided among ann , bob and chloe . first , ann receives $ n1 plus one - half of what remains . next , bob receives $ n1 plus one - third of what remains . finally , chloe receives the remaining $ n2 . how much money t did bob receive ?	multiply ( n2 , const_2 ) | divide ( #0 , const_3 )
in an electric circuit , two resistors with resistances m and n are connected in parallel . in this case , if p is the combined resistance of these two resistors , then the reciprocal of p is equal to the sum of the reciprocals of m and n . what is p in terms of m and n ?	add ( const_1 , const_3 ) | multiply ( const_1 , const_3 ) | divide ( #1 , #0 )
in a company the manager wants to give some gifts to all of the workers . in each block there are about n0 workers are there . the total amount for giving the gifts for all the workers is $ n1 . the worth of the gift is n2 $ . how many blocks are there in the company ?	divide ( n1 , n2 ) | divide ( #0 , n0 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
for a particular american football game , the probability of a team ' s quarterback throwing a completed pass on each throw is n0 / n1 . what is the least number of times that the quarterback should throw the ball that will increase the probability of getting a completed pass at least once to more than n2 % .	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
two trains leave a station traveling in the same direction . train a leaves traveling at a constant speed of n0 mph , while train b leaves traveling at a constant speed of n1 mph . if train b left the station n2 minutes after train a left , in how many minutes will train b overtake train a ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
a car ferry can hold up to n0 tons of cargo . what is the greatest number of vehicles that the ferry can carry if half the vehicles are cars with an average ( arithmetic mean ) weight of n1 tons and half of the vehicles are trucks with an average ( arithmetic mean ) weight of n2 tons ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( #1 , #1 )
the price of an item is discounted n3 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
the distance between n4 cities a and b is n1 km . a train starts from a at n2 p . m . and travels towards b at n3 km / hr . another starts from b at n4 p . m . and travels towards a at n5 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a thief is spotted by a policeman from a distance of n0 meters . when the policeman starts the chase , the thief also starts running . if the speed of the thief be n1 km / hr and that of the policeman n2 km / hr , how far the thief will have run before he is overtaken ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
at a contest with n9 participants , n7 / n2 of the people are aged n10 to n11 . next year , the number of people aged n10 to n11 will increase by n7 / n8 . after this change , what percentage of the total n9 people will the n10 - to n11 - year - olds represent ?	divide ( n1 , n8 ) | divide ( n0 , n2 ) | add ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
there was two trains from calcutta to kanyakumari one train is fast service travels with a speed n0 km per hour another travels with a speed of n1 km per hour the time taken to reach from calcutta to kanyakumari is n2 hours less than the first train . . . find the distance b / w calcatta to kanyakumari	multiply ( n0 , n1 ) | subtract ( n0 , n1 ) | multiply ( #0 , const_4 ) | divide ( #2 , #1 )
a sum of money is to be divided among ann , bob and chloe . first , ann receives $ n1 plus one - half of what remains . next , bob receives $ n1 plus one - third of what remains . finally , chloe receives the remaining $ n2 . how much money m did bob receive ?	multiply ( n2 , const_2 ) | divide ( #0 , const_3 )
we define that k @ j is the product of j number from k in increasing order for positive integers k , j . for example , n2 @ n1 = n2 * n3 * n4 * n5 . if a = n6 and b = n7 , what is the value r of the ratio a / b ?	divide ( n6 , n6 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
in the xy - plane , the point ( n4 , n3 ) is the center of a circle . the point ( - n5 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle is an integer , then r =	add ( n2 , n2 ) | add ( n1 , #0 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , n1 ) | power ( #1 , n1 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , n1 )
a technology company made a $ n0 million profit on its first $ n4 million in sales and a $ n2 million profit on its next $ n5 million in sales . by what percent did the ratio of profit to sales increase from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
two pipes a and b fill at a certain rate . b is filled at n0 , n1 ( n2 in n8 hour , n4 in n5 hours , n6 in n7 hrs and so on ) . if n8 / n9 of b is filled in n10 hrs , what time it will take to get completely filled ?	log ( n9 ) | add ( n10 , #0 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
in assembling a bluetooth device , a factory uses one of two kinds of modules . one module costs $ n0 and the other one , that is cheaper , costs $ n1 . the factory holds a $ n2 worth stock of n3 modules . how many of the modules in the stock are of the cheaper kind ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
a milk man has n0 liters of milk . if he mixes n1 liters of water , which is freely available , in n2 liters of pure milk . if the cost of pure milk is rs . n3 per liter , then the profit of the milkman , when he sells all the mixture at cost price is :	add ( n1 , n2 ) | divide ( n1 , const_2 ) | multiply ( n0 , n3 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | subtract ( #6 , #2 ) | divide ( #7 , #2 ) | multiply ( #8 , const_100 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda no_ascii_21 s walking rate was n1 miles per hour and bob no_ascii_21 s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
when n4 is divided by a certain divisor the remainder obtained is n1 . when n5 is divided by the same divisor the remainder obtained is n3 . however , when the sum of the two numbers n4 and n5 is divided by the divisor , the remainder obtained is n6 . what is the value of the divisor ?	add ( n1 , n3 ) | subtract ( #0 , n6 )
a company received $ n0 million in royalties on the first $ n4 million in sales and then $ n2 million in royalties on the next $ n5 million in sales . by what percent did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , const_10 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 )
the price of an item is discounted n0 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
the price of an item is discounted n3 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
before leaving home for the town of madison , pete checks a map which shows that madison is n1 inches from his current location , gardensquare . pete arrives in madison n1 hours later and drove at an average speed of n2 miles per hour . at what scale , in inches per mile , is the map drawn ?	divide ( n1 , n0 ) | multiply ( #0 , n2 ) | divide ( const_1 , #1 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a car ferry can hold up to n0 tons of cargo . what is the greatest number of vehicles that the ferry can carry if half the vehicles are cars with an average ( arithmetic mean ) weight of n1 tons and half of the vehicles are trucks with an average ( arithmetic mean ) weight of n2 tons ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( #1 , #1 )
before leaving home for the town of madison , pete checks a map which shows that madison is n0 inches from his current location , gardensquare . pete arrives in madison n1 hours later and drove at an average speed of n2 miles per hour . at what scale , in inches per mile , is the map drawn ?	divide ( n1 , n0 ) | multiply ( #0 , n2 ) | divide ( const_1 , #1 )
a train can travel n0 % faster than a car . both start from point a at the same time and reach point b n1 kms away from a at the same time . on the way , however , the train lost about n2 minutes while stopping at the stations . what is the speed of the car ?	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | subtract ( #1 , const_1 ) | multiply ( #1 , #2 ) | divide ( #3 , #0 )
the captain of a cricket team of n2 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
in the science city , kolkata the rate of the ticket is increased by n0 % to increased the revenue but simultaneously n1 % of the visitor decreased . what is percentage change in the revenue . if it is known that the science city collects one revenue only from the visitors and it has no other financial supports :	add ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , const_100 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda no_ascii_21 s walking rate was n1 miles per hour and bob no_ascii_21 s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
the distance between n0 cities a and b is n1 km . a train starts from a at n2 a . m . and travels towards b at n3 km / hr . another starts from b at n4 a . m . and travels towards a at n5 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a rectangular region has a fence along three sides and a wall along the fourth side . the fenced side opposite the wall is twice the length of each of the other two fenced sides . if the area of the rectangular region is n0 square feet , what is the total length of the fence , in feet ?	add ( const_1 , const_1 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( #2 , const_2 ) | add ( #3 , #3 ) | add ( #2 , #3 ) | add ( #4 , #3 ) | add ( #5 , #2 ) | divide ( n0 , #7 ) | add ( #6 , #8 )
a milk man has n2 liters of milk . if he mixes n1 liters of water , which is freely available , in n2 liters of pure milk . if the cost of pure milk is rs . n3 per liter , then the profit of the milkman , when he sells all the mixture at cost price is :	add ( n1 , n2 ) | divide ( n1 , const_2 ) | multiply ( n0 , n3 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | subtract ( #6 , #2 ) | divide ( #7 , #2 ) | multiply ( #8 , const_100 )
a thief is spotted by a policeman from a distance of n0 meters . when the policeman starts the chase , the thief also starts running . if the speed of the thief be n1 km / hr and that of the policeman n2 km / hr , how far the thief will have run before he is overtaken ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
if a certain toy store ' s revenue in november was n3 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
a beaker contains n0 liters of alcohol . on n1 st day , n4 l of alcohol is taken out and replaced by water . n3 nd day , n4 l of mixture iss taken out and replaced by water and the process continues day after day . what will be the quantity of alcohol in beaker after n5 days	divide ( n2 , n0 ) | subtract ( n1 , #0 ) | power ( #1 , n5 ) | multiply ( n0 , #2 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
united telephone charges a base rate of $ n0 for service , plus an additional charge of $ n1 per minute . atlantic call charges a base rate of $ n2 for service , plus an additional charge of $ n3 per minute . for what number of minutes would the bills for each telephone company be the same ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
in an electric circuit , two resistors with resistances x and y are connected in parallel . if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of x and y . what is r if x is n0 ohms and y is n1 ohms ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , n1 ) | power ( #1 , n1 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , n1 )
if a certain toy store ' s revenue in november was n0 / n3 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
the price of an item is discounted n2 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
there are n0 items that are members of set u . of these items , n1 are members of set b , n2 are not members of either of set a or set b , and n3 are members of both sets a and b . how many of the members of set u are members of set a ?	subtract ( n0 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
a sum of money is to be divided among ann , bob and chloe . first , ann receives $ n1 plus one - half of what remains . next , bob receives $ n1 plus one - third of what remains . finally , chloe receives the remaining $ n2 . how much money r did bob receive ?	multiply ( n2 , const_2 ) | divide ( #0 , const_3 )
in assembling a bluetooth device , a factory uses one of two kinds of modules . one module costs $ n0 and the other one , that is cheaper , costs $ n1 . the factory holds a $ n2 worth stock of n3 modules . how many of the modules in the stock are of the cheaper kind ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
there are n0 items that are members of set u . of these items , n1 are members of set b , n2 are not members of either of set a or set b , and n3 are members of both sets a and b . how many of the members of set u are members of set a ?	subtract ( n0 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n1 )
the price of an item is discounted n0 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
a string of n0 light bulbs is wired in such a way that if any individual light bulb fails , the entire string fails . if for each individual light bulb the probability of failing during time period t is n1 , what is the probability that the string of light bulbs will fail during the time period t ?	subtract ( const_1 , n1 ) | power ( #0 , n0 ) | subtract ( const_1 , #1 )
a milk man has n0 liters of milk . if he mixes n1 liters of water , which is freely available , in n2 liters of pure milk . if the cost of pure milk is rs . n3 per liter , then the profit of the milkman , when he sells all the mixture at cost price is :	add ( n1 , n2 ) | divide ( n1 , const_2 ) | multiply ( n0 , n3 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | subtract ( #6 , #2 ) | divide ( #7 , #2 ) | multiply ( #8 , const_100 )
the ratio between the present ages of a and b is n0 : n1 respectively . the ratio between a ' s age n7 years ago and b ' s age n7 years hence is n5 : n5 . what is the ratio between a ' s age n7 years hence and b ' s age n7 years ago ?	add ( n0 , n0 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n0 , #3 ) | subtract ( #4 , n0 ) | divide ( #5 , #6 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , n1 ) | power ( #1 , n1 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , n1 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n3 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 liters per minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hours . the capacity of the tank is ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
we define that k @ j is the product of j number from k in increasing order for positive integers k , j . for example , n2 @ n1 = n2 * n3 * n4 * n5 . if a = n6 and b = n7 , what is the value q of the ratio a / b ?	divide ( n6 , n6 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
when n4 is divided by a certain divisor the remainder obtained is n1 . when n5 is divided by the same divisor the remainder obtained is n3 . however , when the sum of the two numbers n4 and n5 is divided by the divisor , the remainder obtained is n6 . what is the value of the divisor ?	add ( n1 , n3 ) | subtract ( #0 , n6 )
there are n0 items that are members of set u . of these items , n1 are members of set b , n2 are not members of either of set a or set b , and n3 are members of both sets a and b . how many of the members of set u are members of set a ?	subtract ( n0 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n1 )
the ratio between the present ages of a and b is n7 : n1 respectively . the ratio between a ' s age n7 years ago and b ' s age n7 years hence is n5 : n5 . what is the ratio between a ' s age n7 years hence and b ' s age n7 years ago ?	add ( n0 , n0 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n0 , #3 ) | subtract ( #4 , n0 ) | divide ( #5 , #6 )
a palindrome is a word or a number that reads the same forward and backward . for example , n0 and n1 are palindromes . if n7 - digit palindromes are formed using one or more of the digits n3 , n4 , n5 , n6 , n7 , n8 , and n9 , how many palindromes are possible ?	power ( n2 , n5 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
in assembling a bluetooth device , a factory uses one of two kinds of modules . one module costs $ n0 and the other one , that is cheaper , costs $ n1 . the factory holds a $ n2 worth stock of n3 modules . how many of the modules in the stock are of the cheaper kind ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
in the xy - plane , the point ( n4 , n3 ) is the center of a circle . the point ( - n4 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle is an integer , then r =	add ( n0 , n0 ) | add ( n1 , #0 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 liters per minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hours . the capacity of the tank is ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
the price of an item is discounted n3 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
in the xy - plane the point ( - n3 - n5 ) is the centre of a circle , the point ( - n3 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle r is an integer then r =	negate ( n0 ) | subtract ( n4 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 )
a train can travel n0 % faster than a car . both start from point a at the same time and reach point b at n1 kms away from a at the same time . on the way , however , the train lost about n2 minutes while stopping at the stations . the speed of the car is ?	add ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | subtract ( #1 , const_1 ) | multiply ( #1 , #2 ) | divide ( #3 , #0 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
before leaving home for the town of madison , pete checks a map which shows that madison is n0 inches from his current location , gardensquare . pete arrives in madison n1 hours later and drove at an average speed of n2 miles per hour . at what scale , in inches per mile , is the map drawn ?	divide ( n1 , n0 ) | multiply ( #0 , n2 ) | divide ( const_1 , #1 )
a is a working partner and b is a sleeping partner in a business . a puts in n0 , n3 and b n2 , n3 . a gets n4 % of the profit for managing the business , and the rest is divided in proportion to their capitals . find the share of a in profit of n5 .	add ( const_2 , const_3 ) | add ( const_2 , const_4 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( n3 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , #3 ) | add ( #7 , #4 )
in a village of n0 households , n1 have at least one dvd player , n2 have at least one cell phone , and n3 have at least one mp n5 player . if x and y are respectively the greatest and lowest possible number of households that have all n5 of these devices , x no_ascii_77 y is :	subtract ( n0 , n1 ) | subtract ( n0 , n2 ) | subtract ( n0 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | subtract ( n0 , #4 ) | subtract ( n3 , #5 )
a car ferry can hold up to n0 tons of cargo . what is the greatest number of vehicles that the ferry can carry if half the vehicles are cars with an average ( arithmetic mean ) weight of n1 tons and half of the vehicles are trucks with an average ( arithmetic mean ) weight of n2 tons ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( #1 , #1 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( const_3.0 , const_3.0 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda no_ascii_21 s walking rate was n1 miles per hour and bob no_ascii_21 s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
a = { n5 , n1 , n2 , n3 , n4 } b = { n5 , n6 , n7 , n8 } two integers will be randomly selected from sets a and b , one integer from set a and one from set b , and then multiplied together . how many different products can be obtained ?	multiply ( n6 , n7 )
a specialized type of sand consists of n0 % mineral x by volume and n1 % mineral y by volume . if mineral x weighs n2 grams per cubic centimeter and mineral y weighs n3 grams per cubic centimeter , how many grams does a cubic meter of specialized sand combination weigh ? ( n4 meter = n5 centimeters )	multiply ( const_2 , n3 ) | volume_cube ( n5 ) | divide ( #1 , const_10 ) | multiply ( #2 , n2 ) | multiply ( #2 , #0 ) | multiply ( #3 , n2 ) | multiply ( #4 , n3 ) | add ( #5 , #6 ) | subtract ( #7 , #1 )
united telephone charges a base rate of $ n0 for service , plus an additional charge of $ n1 per minute . atlantic call charges a base rate of $ n2 for service , plus an additional charge of $ n3 per minute . for what number of minutes would the bills for each telephone company be the same ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
the length of a rectangle is five times of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	add ( const_2 , const_3 ) | sqrt ( n0 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 )
a thief is spotted by a policeman from a distance of n0 meters . when the policeman starts the chase , the thief also starts running . if the speed of the thief be n1 km / hr and that of the policeman n2 km / hr , how far the thief will have run before he is overtaken ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
if x is the product of the positive integers from n0 to n1 , inclusive , and if i , k , m , and p are positive integers such that x = n6 i n7 k n8 m n9 px = n6 i n7 k n8 m n9 p , then i + k + m + p =	add ( n2 , n5 ) | divide ( n4 , n4 ) | divide ( n3 , n3 ) | add ( #0 , #1 ) | add ( #3 , #2 )
pipe a can fill a tank in n0 hrs and pipe b can fill it in n1 hrs . if both the pipes are opened in the empty tank . there is an outlet pipe in n4 / n5 th of the tank . in how many hours will it be fill n4 / n5 th of that tank ?	divide ( n2 , n3 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | inverse ( #3 ) | multiply ( #0 , #4 )
the price of an item is discounted n3 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m and travels towards a at n4 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
the price of an item is discounted n3 percent on day n7 of a sale . on day n2 , the item is discounted another n3 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
to deliver an order on time , a company has to make n1 parts a day . after making n1 parts per day for n2 days , the company started to produce n3 more parts per day , and by the last day of work n4 more parts than planned were produced . how many parts the company made ?	add ( n0 , n3 ) | multiply ( n0 , n2 ) | multiply ( n2 , #0 ) | add ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 ) | multiply ( n0 , #5 ) | add ( n4 , #6 )
there are n0 items that are members of set u . of these items , n1 are members of set b , n2 are not members of either of set a or set b , and n3 are members of both sets a and b . how many of the members of set u are members of set a ?	subtract ( n0 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n1 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m and travels towards a at n4 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a goods train leaves a station at a certain time and at a fixed speed . after ^ hours , an express train leaves the same station and moves in the same direction at a uniform speed of n0 kmph . this train catches up the goods train in n1 hours . find the speed of the goods train .	add ( const_3 , const_3 ) | multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , #2 )
ram and shakil run a race of n0 meters . first , ram gives shakil a start of n1 meters and beats him by one minute . if , ram gives shakil a start of n2 minutes ram is beaten by n3 meters . find the time in minutes in which ram and shakil can run the races separately .	divide ( n3 , n1 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( #0 , const_10 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
there are n0 seniors at morse high school , and n1 % of them have cars . of the remaining grades ( freshmen , sophomores , and juniors ) , only n2 % of them have cars . if n3 % of all the students at morse have cars , how many students are in the n4 lower grades ?	multiply ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( n3 , n2 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m and travels towards a at n4 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 liters per minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hours . the capacity of the tank is ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
a tree of height n0 m is on one edge of a road broke at a certain height . it fell in such a way that the top of the tree touches the other edge of the road . if the breadth of the road is n1 m , then what is the height at which the tree broke ?	multiply ( n0 , const_2 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 )
out of n0 applicants to a law school , n1 majored in political science , n2 had a grade point average higher than n6 , and n4 did not major in political science and had a gpa equal to or lower than n6 . how many w applicants majored in political science and had a gpa higher than n6 ?	add ( n1 , n4 ) | subtract ( n0 , #0 ) | subtract ( n2 , #1 )
a specialized type of sand consists of n0 % mineral x by volume and n1 % mineral y by volume . if mineral x weighs n2 grams per cubic centimeter and mineral y weighs n3 grams per cubic centimeter , how many grams does a cubic meter of specialized sand combination weigh ? ( n4 meter = n5 centimeters )	multiply ( const_2 , n3 ) | volume_cube ( n5 ) | divide ( #1 , const_10 ) | multiply ( #2 , n2 ) | multiply ( #2 , #0 ) | multiply ( #3 , n2 ) | multiply ( #4 , n3 ) | add ( #5 , #6 ) | subtract ( #7 , #1 )
the length of a rectangle is two third of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , const_3 ) | rectangle_area ( n1 , #2 )
n0 ) a marketing firm determined that , of n1 households surveyed , n2 used neither brand a nor brand b soap . n3 used only brand a soap and for every household that used both brands of soap , n4 used only brand b soap . how many of the n5 household surveyed used both brands of soap ?	subtract ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_4 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( const_3.0 , const_3.0 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
tough and tricky questions : word problems . mike , sarah and david decided to club together to buy a present . each of them gave equal amount of money . luckily sarah negotiated a n0 % discount for the present so that each of them paid n1 dollars less . how much did they pay for a present ?	multiply ( n1 , const_3 ) | multiply ( n0 , n1 ) | multiply ( #0 , const_100 ) | divide ( #2 , n0 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 )
two dogsled teams raced across a n0 - mile course in wyoming . team a finished the course in n1 fewer hours than did team b . if team a no_ascii_32 s average speed was n2 miles per hour greater than that of team b , what was team b no_ascii_32 s average speed , in miles per hour ?	multiply ( n1 , n2 ) | multiply ( n1 , const_4 ) | multiply ( n0 , n2 ) | multiply ( n1 , const_2 ) | negate ( #0 ) | negate ( #2 ) | power ( #0 , const_2 ) | multiply ( #1 , #5 ) | subtract ( #6 , #7 ) | sqrt ( #8 ) | add ( #4 , #9 ) | divide ( #10 , #3 )
the pinedale bus line travels at an average speed of n0 km / h , and has stops every n1 minutes along its route . yahya wants to go from his house to the pinedale mall , which is n2 stops away . how far away , in kilometers , is pinedale mall away from yahya ' s house ?	multiply ( n1 , n2 ) | divide ( #0 , const_60 ) | multiply ( n0 , #1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a sum of money is to be divided among ann , bob and chloe . first , ann receives $ n1 plus one - half of what remains . next , bob receives $ n1 plus one - third of what remains . finally , chloe receives the remaining $ n2 . how much money j did bob receive ?	multiply ( n2 , const_2 ) | divide ( #0 , const_3 )
if a certain toy store ' s revenue in november was n3 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
we define that k @ j is the product of j number from k in increasing order for positive integers k , j . for example , n2 @ n1 = n2 * n3 * n4 * n5 . if a = n6 and b = n7 , what is the value t of the ratio a / b ?	divide ( n6 , n6 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
in assembling a bluetooth device , a factory uses one of two kinds of modules . one module costs $ n0 and the other one , that is cheaper , costs $ n1 . the factory holds a $ n2 worth stock of n3 modules . how many of the modules in the stock are of the cheaper kind ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
in the xy - plane the point ( - n2 - n5 ) is the centre of a circle , the point ( - n2 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle r is an integer then diameter ?	negate ( n0 ) | subtract ( n4 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 year older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( const_3.0 , const_3.0 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
bexy walks n0 miles from point a to point b in one hour , then bicycles back to point a along the same route at n1 miles per hour . ben makes the same round trip , but does so at half of bexy no_ascii_32 s average speed . how many minutes does ben spend on his round trip ?	divide ( n1 , const_2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | divide ( #1 , #2 ) | multiply ( #3 , const_60 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , const_2 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n2 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a project scheduled to be carried out over a single fiscal year has a budget of $ n0 , divided into n1 equal monthly allocations . at the end of the sixth month of that fiscal year , the total amount actually spent on the project was $ n2 . by how much was the project over its budget ?	add ( const_2 , const_4 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n2 , #2 )
working simultaneously and independently at an identical constant rate , n3 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
in the xy - plane , the point ( n2 , n5 ) is the center of a circle . the point ( n2 , - n4 ) lies inside the circle and the point ( - n4 , n5 ) lies outside the circle . if the radius r of the circle is an integer , then r =	add ( n4 , n4 ) | add ( n1 , #0 )
set a of n2 positive integers may have the same element and have n4 . and set b of n2 positive integers must have different elements and have n4 . when m and n are the greatest possible differences between n4 and other elements no_ascii_32 sums in set a and set b , respectively , m - n = ?	add ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 )
sanoop bought n0 t - shirts at an average price ( arithmetic mean ) of rs . n1 . if sanoop returned n2 t - shirts to the retailer , and the average price of the remaining t - shirts was rs . n3 , then what is the average price , of the n4 returned t - shirts ?	multiply ( n0 , n1 ) | subtract ( n0 , n2 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda no_ascii_21 s walking rate was n1 miles per hour and bob no_ascii_21 s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , n1 ) | power ( #1 , n1 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , n1 )
n3 letters have to be put in n3 different envelopes numbered n6 through n3 such that each of the letters go into only n6 envelope . the letter is said to be put in correct position if for example letter n6 goes into envelope n6 . now what is the probability that all letters be put into wrong envelopes ?	factorial ( const_4 ) | factorial ( const_2 ) | factorial ( const_3 ) | factorial ( n0 ) | inverse ( #0 ) | inverse ( #1 ) | inverse ( #2 ) | inverse ( #3 ) | subtract ( #5 , #6 ) | add ( #4 , #8 ) | subtract ( #9 , #7 )
a thief is spotted by a policeman from a distance of n0 meters . when the policeman starts the chase , the thief also starts running . if the speed of the thief be n1 km / hr and that of the policeman n2 km / hr , how far the thief will have run before he is overtaken ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
there are n0 items that are members of set u . of these items , n1 are members of set b , n2 are not members of either of set a or set b , and n3 are members of both sets a and b . how many of the members of set u are members of set a ?	subtract ( n0 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n1 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
the distance between n0 cities a and b is n1 km . a train starts from a at n2 a . m . and travels towards b at n3 km / hr . another starts from b at n4 a . m . and travels towards a at n5 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
united telephone charges a base rate of $ n0 for service , plus an additional charge of $ n1 per minute . atlantic call charges a base rate of $ n2 for service , plus an additional charge of $ n3 per minute . for what number of minutes would the bills for each telephone company be the same ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
robert is travelling on his cycle and has calculated to reach point a at n0 p . m . if he travels at n1 km / hr ; he will reach there at n2 noon if he travels at n3 km / hr . at what speed must he travel to reach a at n4 p . m . ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | subtract ( #1 , #2 ) | divide ( n0 , #3 ) | divide ( #4 , #0 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 liters per minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hours . the capacity of the tank is ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
the ratio between the present ages of a and b is n0 : n1 respectively . the ratio between a ' s age n7 years ago and b ' s age n7 years hence is n5 : n5 . what is the ratio between a ' s age n7 years hence and b ' s age n7 years ago ?	add ( n0 , n0 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #2 ) | add ( n0 , #3 ) | subtract ( #4 , n0 ) | divide ( #5 , #6 )
a triangle has sides n0 , n1 , and n2 . a square is inscribed in the triangle . one side of the square lies on the longest side of the triangle . the other two vertices of the square touch the two shorter sides of the triangle . what is the length of the side of the square ?	triangle_area_three_edges ( n0 , n1 , n2 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 ) | divide ( #2 , n2 ) | add ( #3 , const_1 ) | divide ( #2 , #4 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
a thief is spotted by a policeman from a distance of n0 meters . when the policeman starts the chase , the thief also starts running . if the speed of the thief be n1 km / hr and that of the policeman n2 km / hr , how far the thief will have run before he is overtaken ?	multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
if a certain toy store ' s revenue in november was n0 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( const_1 , #4 )
before leaving home for the town of madison , pete checks a map which shows that madison is n0 inches from his current location , gardensquare . pete arrives in madison n1 hours later and drove at an average speed of n2 miles per hour . at what scale , in inches per mile , is the map drawn ?	divide ( n1 , n0 ) | multiply ( #0 , const_60 ) | divide ( const_1 , #1 )
in an electric circuit , two resistors with resistances x and y are connected in parallel . if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of x and y . what is r if x is n0 ohms and y is n1 ohms ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
at n9 : n1 there were n2 students in the computer lab . at n9 : n4 and every three minutes after that , n5 students entered the lab . if at n9 : n7 and every ten minutes after that n8 students left the lab , how many students were in the computer lab at n9 : n10 ?	divide ( n10 , n4 ) | divide ( n10 , n8 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n4 , #2 ) | multiply ( n8 , #3 ) | add ( n2 , #4 ) | subtract ( #6 , #5 ) | add ( n4 , #7 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 liters per minute . when the tank is full in inlet is opened and due to the leak the tank is empties in n2 hours . the capacity of the tank is ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
a milk man has n0 liters of milk . if he mixes n1 liters of water , which is freely available , in n2 liters of pure milk . if the cost of pure milk is rs . n3 per liter , then the profit of the milkman , when he sells all the mixture at cost price is :	add ( n1 , n2 ) | divide ( n1 , const_2 ) | multiply ( n0 , n3 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | subtract ( #6 , #2 ) | divide ( #7 , #2 ) | multiply ( #8 , const_100 )
p , q , r enter into a partnership & their share are in the ratio n4 / n1 : n4 / n3 : n4 / n5 , after two months , p withdraws half of the capitals & after n6 months , a profit of rs n7 is divided among them . what is q ' s share ?	multiply ( n1 , n5 ) | multiply ( n1 , n6 ) | add ( n0 , #1 ) | multiply ( n7 , #0 ) | divide ( #3 , #2 )
n0 friends visited a fruit stall , and everyone decided to contribute equally to the total bill of $ n1 . if one of the friends had a coupon for n2 % off the total bill , and if each friend still contributed equally after the coupon was applied to the bill , how much did each friend pay ?	multiply ( n1 , n2 ) | divide ( #0 , const_100 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 )
n0 ) a marketing firm determined that , of n1 households surveyed , n2 used neither brand a nor brand b soap . n3 used only brand a soap and for every household that used both brands of soap , n4 used only brand b soap . how many of the n5 household surveyed used both brands of soap ?	subtract ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_4 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n1 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
if a certain toy store ' s revenue in november was n0 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
set a of n2 positive integers may have the same element and have n4 . and set b of n2 positive integers must have different elements and have n4 . when m and n are the greatest possible differences between n4 and other elements no_ascii_32 sums in set a and set b , respectively , m - n = ?	add ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m and travels towards a at n4 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a merchant gains or loses , in a bargain , a certain sum . in a second bargain , he gains n0 dollars , and , in a third , loses n1 . in the end he finds he has gained n2 dollars , by the n3 together . how much did he gain or lose bv the first ?	subtract ( n0 , n1 ) | subtract ( n2 , #0 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( const_3.0 , const_3.0 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
p , q , r enter into a partnership & their share are in the ratio n4 / n1 : n4 / n3 : n4 / n5 , after two months , p withdraws half of the capitals & after n6 months , a profit of rs n7 is divided among them . what is r ' s share ?	add ( n3 , n5 ) | multiply ( n1 , n3 ) | multiply ( n7 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
set a of n2 positive integers may have the same element and have n4 . and set b of n2 positive integers must have different elements and have n4 . when m and n are the greatest possible differences between n4 and other elements no_ascii_32 sums in set a and set b , respectively , m - n = ?	add ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 )
if a certain toy store ' s revenue in november was n0 / n3 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
when n4 is divided by a certain divisor the remainder obtained is n1 . when n5 is divided by the same divisor the remainder obtained is n3 . however , when the sum of the two numbers n4 and n5 is divided by the divisor , the remainder obtained is n6 . what is the value of the divisor ?	add ( n1 , n3 ) | subtract ( #0 , n6 )
n0 % of men have unlisted phone numbers and n2 % of women have unlisted phone numbers . population ratio of men : women in the city of gpuzzles is n2 : n3 . if we select randomly n4 people from the phone directory , can you tell us how many people selected will definitely have unlisted phone numbers ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n3 , n1 ) | multiply ( const_0_25 , const_100 ) | multiply ( #0 , #3 ) | multiply ( #2 , const_100 ) | multiply ( #1 , #5 ) | add ( #4 , #6 )
x and y started a business with capitals rs . n0 and rs . n1 . after few months z joined them with a capital of rs . n2 . if the share of z in the annual profit of rs . n3 is rs . n4 , then after how many months from the beginning did z join ?	add ( n0 , n1 ) | divide ( n4 , n3 ) | multiply ( #0 , const_12 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | subtract ( const_12 , #6 )
a specialized type of sand consists of n0 % mineral x by volume and n1 % mineral y by volume . if mineral x weighs n2 grams per cubic centimeter and mineral y weighs n3 grams per cubic centimeter , how many grams does a cubic meter of specialized sand combination weigh ? ( n4 meter = n5 centimeters )	multiply ( const_2 , n3 ) | volume_cube ( n5 ) | divide ( #1 , const_10 ) | multiply ( #2 , n2 ) | multiply ( #2 , #0 ) | multiply ( #3 , n2 ) | multiply ( #4 , n3 ) | add ( #5 , #6 ) | subtract ( #7 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda no_ascii_21 s walking rate was n1 miles per hour and bob no_ascii_21 s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
set a of n2 positive integers may have the same element and have n4 . and set b of n2 positive integers must have different elements and have n4 . when m and n are the greatest possible differences between n4 and other elements no_ascii_32 sums in set a and set b , respectively , m - n = ?	add ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 )
a car ferry can hold up to n0 tons of cargo . what is the greatest number of vehicles that the ferry can carry if half the vehicles are cars with an average ( arithmetic mean ) weight of n1 tons and half of the vehicles are trucks with an average ( arithmetic mean ) weight of n2 tons ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | add ( #1 , #1 )
a is a working partner and b is a sleeping partner in a business . a puts in n0 , n3 and b n2 , n3 . a gets n4 % of the profit for managing the business , and the rest is divided in proportion to their capitals . find the share of a in profit of n5 .	add ( const_2 , const_3 ) | add ( const_2 , const_4 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( n3 , #4 ) | multiply ( #0 , #5 ) | divide ( #6 , #3 ) | add ( #7 , #4 )
square abcd is the base of the cube while square efgh is the cube ' s top face such that point e is above point a , point f is above point b etc . what is the distance between the midpoint of edge ab and the midpoint of edge eh if the area of square abcd is n0 ?	add ( n0 , const_1 ) | sqrt ( #0 )
a specialized type of sand consists of n0 % mineral x by volume and n1 % mineral y by volume . if mineral x weighs n2 grams per cubic centimeter and mineral y weighs n3 grams per cubic centimeter , how many grams does a cubic meter of specialized sand combination weigh ? ( n4 meter = n5 centimeters )	multiply ( const_2 , const_3 ) | volume_cube ( const_100 ) | divide ( #1 , const_10 ) | multiply ( #2 , const_4 ) | multiply ( #2 , #0 ) | multiply ( #3 , const_4 ) | multiply ( #4 , const_3 ) | add ( #5 , #6 ) | subtract ( #7 , #1 )
in the xy - plane the point ( - n2 - n5 ) is the centre of a circle , the point ( - n2 , n5 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle r is an integer then r =	negate ( n0 ) | subtract ( n4 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
a specialized type of sand consists of n0 % mineral x by volume and n1 % mineral y by volume . if mineral x weighs n2 grams per cubic centimeter and mineral y weighs n3 grams per cubic centimeter , how many grams does a cubic meter of specialized sand combination weigh ? ( n4 meter = n5 centimeters )	multiply ( const_2 , n3 ) | volume_cube ( n5 ) | divide ( #1 , const_10 ) | multiply ( #2 , n2 ) | multiply ( #2 , #0 ) | multiply ( #3 , n2 ) | multiply ( #4 , n3 ) | add ( #5 , #6 ) | subtract ( #7 , #1 )
in the xy - plane the point ( - n3 - n5 ) is the centre of a circle , the point ( - n3 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle r is an integer then r =	negate ( n0 ) | subtract ( n4 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 )
at a contest with n9 participants , n7 / n2 of the people are aged n10 to n11 . next year , the number of people aged n10 to n11 will increase by n7 / n8 . after this change , what percentage of the total n9 people will the n10 - to n11 - year - olds represent ?	divide ( n1 , n8 ) | divide ( n0 , const_2 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
n0 ) a marketing firm determined that , of n1 households surveyed , n2 used neither brand a nor brand b soap . n3 used only brand a soap and for every household that used both brands of soap , n4 used only brand b soap . how many of the n5 household surveyed used both brands of soap ?	subtract ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_4 )
we define that k @ j is the product of j number from k in increasing order for positive integers k , j . for example , n2 @ n1 = n2 * n3 * n4 * n5 . if a = n6 and b = n7 , what is the value w of the ratio a / b ?	divide ( n6 , n6 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
in an electric circuit , two resistors with resistances x and y are connected in parallel . if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of x and y . what is r if x is n0 ohms and y is n1 ohms ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a rectangular region has a fence along three sides and a wall along the fourth side . the fenced side opposite the wall is twice the length of each of the other two fenced sides . if the area of the rectangular region is n0 square feet , what is the total length of the fence , in feet ?	add ( const_1 , const_1 ) | multiply ( #0 , const_2 ) | add ( #1 , const_1 ) | multiply ( #2 , const_2 ) | add ( #3 , #3 ) | add ( #2 , #3 ) | add ( #4 , #3 ) | add ( #5 , #2 ) | divide ( n0 , #7 ) | add ( #6 , #8 )
a string of n0 light bulbs is wired in such a way that if any individual light bulb fails , the entire string fails . if for each individual light bulb the probability of failing during time period t is n1 , what is the probability that the string of light bulbs will fail during the time period t ?	subtract ( const_1 , n1 ) | power ( #0 , n0 ) | subtract ( const_1 , #1 )
we define that k @ j is the product of j number from k in increasing order for positive integers k , j . for example , n2 @ n1 = n2 * n3 * n4 * n5 . if a = n6 and b = n7 , what is the value e of the ratio a / b ?	divide ( n6 , n6 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
the time it took car p to travel n0 miles was n1 hours less than the time it took car r to travel the same distance . if car p no_ascii_32 s average speed was n2 miles per hour greater than that of car r , what was car r no_ascii_32 s average speed , in miles per hour ?	multiply ( n0 , n2 ) | negate ( n2 ) | divide ( #0 , n1 ) | power ( #1 , n1 ) | negate ( #2 ) | multiply ( #4 , const_4 ) | subtract ( #3 , #5 ) | sqrt ( #6 ) | add ( #1 , #7 ) | divide ( #8 , n1 )
if a certain toy store ' s revenue in november was n3 / n1 of its revenue in december and its revenue in january was n2 / n3 of its revenue in november , then the store ' s revenue in december was how many times the average ( arithmetic mean ) of its revenues in november and january ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_2 ) | divide ( n2 , #4 )
the price of an item is discounted n5 percent on day n7 of a sale . on day n2 , the item is discounted another n5 percent , and on day n6 , it is discounted an additional n5 percent . the price of the item on day n6 is what percentage of the sale price on day n7 ?	divide ( n5 , const_100 ) | divide ( n1 , n0 ) | subtract ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 ) | add ( n2 , #4 )
from january n8 , n9 , to january n8 , n6 , the number of people enrolled in health maintenance organizations increased by n4 percent . the enrollment on january n8 , n6 , was n7 million . how many million people , to the nearest million , were enrolled in health maintenance organizations on january n8 , n9 ?	add ( n4 , const_100 ) | divide ( const_100 , #0 ) | multiply ( n7 , #1 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
a string of n0 light bulbs is wired in such a way that if any individual light bulb fails , the entire string fails . if for each individual light bulb the probability of failing during time period t is n1 , what is the probability that the string of light bulbs will fail during the time period t ?	subtract ( const_1 , n1 ) | power ( #0 , n0 ) | subtract ( const_1 , #1 )
in assembling a bluetooth device , a factory uses one of two kinds of modules . one module costs $ n0 and the other one , that is cheaper , costs $ n1 . the factory holds a $ n2 worth stock of n3 modules . how many of the modules in the stock are of the cheaper kind ?	subtract ( n2 , n0 ) | divide ( #0 , n1 )
the average salary of a person for the months of january , february , march and april is rs . n0 and that for the months february , march , april and may is rs . n1 . if his salary for the month of may is rs . n2 , find his salary for the month of january ?	multiply ( n0 , const_4 ) | multiply ( n1 , const_4 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
a discount electronics store normally sells all merchandise at a discount of n0 percent to n1 percent off the suggested retail price . if , during a special sale , an additional n2 percent were to be deducted from the discount price , what would be the lowest possible price of an item costing $ n3 before any discount ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | multiply ( n3 , #1 )
a milk man has n2 liters of milk . if he mixes n1 liters of water , which is freely available , in n2 liters of pure milk . if the cost of pure milk is rs . n3 per liter , then the profit of the milkman , when he sells all the mixture at cost price is :	add ( n1 , n2 ) | divide ( n1 , const_2 ) | multiply ( n0 , n3 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | subtract ( #6 , #2 ) | divide ( #7 , #2 ) | multiply ( #8 , const_100 )
in an electric circuit , two resistors with resistances x and y are connected in parallel . if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of x and y . what is r if x is n0 ohms and y is n1 ohms ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
a goods train leaves a station at a certain time and at a fixed speed . after n0 hours , an express train leaves the same station and moves in the same direction at a uniform speed of n1 kmph . this train catches up the goods train in n2 hours . find the speed of the goods train .	add ( n0 , n2 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 )
united telephone charges a base rate of $ n0 for service , plus an additional charge of $ n1 per minute . atlantic call charges a base rate of $ n2 for service , plus an additional charge of $ n3 per minute . for what number of minutes would the bills for each telephone company be the same ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 )
at n9 : n1 there were n2 students in the computer lab . at n9 : n4 and every three minutes after that , n5 students entered the lab . if at n9 : n7 and every ten minutes after that n8 students left the lab , how many students were in the computer lab at n9 : n10 ?	divide ( n10 , n5 ) | divide ( n10 , n8 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n5 , #2 ) | multiply ( n8 , #3 ) | add ( n2 , #4 ) | subtract ( #6 , #5 ) | add ( n4 , #7 )
the rowing athletes in a rowing conference voted for coach of the year . each rower who voted chose exactly n0 coaches to vote for among the n4 coaches in the conference . if each of the n4 coaches received exactly n3 votes ( a n4 way tie ) , how many rowers voted for coach of the year ?	multiply ( n1 , n3 ) | divide ( #0 , n0 )
list i : { y , n0 , n7 , n9 , n10 , n4 } list ii : { n6 , n6 , n7 , n8 , n9 , n10 } if the median q of list i is equal to the sum of the median of list ii and the mode of list ii , then y equals	add ( n5 , n8 )
out of n0 applicants to a law school , n1 majored in political science , n2 had a grade point average higher than n6 , and n4 did not major in political science and had a gpa equal to or lower than n6 . how many r applicants majored in political science and had a gpa higher than n6 ?	add ( n1 , n4 ) | subtract ( n0 , #0 ) | subtract ( n2 , #1 )
a small pool filled only with water will require an additional n2 gallons of water in order to be filled to n1 % of its capacity . if pumping in these additional n2 gallons of water will increase the amount of water in the pool by n3 % , what is the total capacity of the pool in gallons ?	divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #1 , n3 ) | add ( n0 , #2 ) | divide ( #3 , #0 )
working simultaneously and independently at an identical constant rate , n0 machines of a certain type can produce a total of x units of product p in n3 days . how many of these machines , working simultaneously and independently at this constant rate , can produce a total of n2 x units of product p in n3 days ?	divide ( n1 , n3 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 )
list i : { y , n0 , n7 , n9 , n10 , n4 } list ii : { n6 , n6 , n7 , n8 , n9 , n10 } if the median r of list i is equal to the sum of the median of list ii and the mode of list ii , then y equals	add ( n1 , n8 ) | divide ( #0 , n0 ) | add ( n5 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , n2 )
in the xy - plane the point ( - n4 - n5 ) is the centre of a circle , the point ( - n4 , n3 ) lies inside the circle and the point ( n4 , - n5 ) lies outside the circle . if the radius r of the circle r is an integer then r =	negate ( n0 ) | subtract ( n4 , #0 ) | add ( n4 , #1 ) | divide ( #2 , n0 )
a qualified worker digs a well in n7 hours . he invites n4 apprentices , both capable of working n2 / n7 as fast and n4 trainees both working n5 / n7 as fast as he . if the n7 - person team digs the same well , how much time does the team need to finish the job ?	divide ( n5 , n0 ) | divide ( const_12 , const_100 ) | multiply ( #0 , #0 ) | multiply ( n1 , #2 ) | add ( #3 , #2 ) | add ( #4 , #0 ) | add ( #5 , #1 ) | add ( n5 , #6 ) | divide ( #7 , const_60 )
the captain of a cricket team of n0 members is n1 years old and the wicket keeper is n2 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ?	add ( n1 , n2 ) | multiply ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
at a contest with n9 participants , n7 / n2 of the people are aged n10 to n11 . next year , the number of people aged n10 to n11 will increase by n7 / n8 . after this change , what percentage of the total n9 people will the n10 - to n11 - year - olds represent ?	divide ( n1 , n8 ) | divide ( n0 , n2 ) | add ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m and travels towards a at n4 km / hr . at what time do they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
the pinedale bus line travels at an average speed of n0 km / h , and has stops every n2 minutes along its route . yahya wants to go from his house to the pinedale mall , which is n2 stops away . how far away , in kilometers , is pinedale mall away from yahya ' s house ?	multiply ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n0 , #1 )
n0 ) a marketing firm determined that , of n1 households surveyed , n2 used neither brand a nor brand b soap . n3 used only brand a soap and for every household that used both brands of soap , n4 used only brand b soap . how many of the n5 household surveyed used both brands of soap ?	subtract ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_4 )
at n9 : n1 there were n2 students in the computer lab . at n9 : n4 and every three minutes after that , n5 students entered the lab . if at n9 : n7 and every ten minutes after that n8 students left the lab , how many students were in the computer lab at n9 : n10 ?	divide ( n10 , n4 ) | divide ( n10 , n8 ) | floor ( #0 ) | floor ( #1 ) | multiply ( n4 , #2 ) | multiply ( n8 , #3 ) | add ( n2 , #4 ) | subtract ( #6 , #5 ) | add ( n4 , #7 )
in an electric circuit , two resistors with resistances x and y are connected in parallel . if r is the combined resistance of these two resistors , then the reciprocal of r is equal to the sum of the reciprocals of x and y . what is r if x is n0 ohms and y is n1 ohms ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
it takes nine minutes to load a certain video on a cellphone , and fifteen seconds to load that same video on a laptop . if the two devices were connected so that they operated in concert at their respective rates , how many seconds would it take them to load the video , rounded to the nearest hundredth ?	add ( const_2 , const_3 ) | multiply ( const_3 , const_4 ) | multiply ( const_4 , const_4 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_4 ) | add ( #1 , const_3 ) | multiply ( #2 , const_3 ) | inverse ( #5 ) | multiply ( #4 , const_60 ) | subtract ( #6 , const_2 ) | divide ( #9 , #3 ) | inverse ( #8 ) | add ( #11 , #7 ) | inverse ( #12 ) | subtract ( #13 , #10 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
n1 lts are taken of from a container full of liquid a and replaced with liquid b . again n1 more lts of the mixture is taken and replaced with liquid b . after this process , if the container contains liquid a and b in the ratio n2 : n3 , what is the capacity of the container s ?	add ( n2 , n3 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | divide ( n0 , #3 )
a certain roller coaster has n4 cars , and a passenger is equally likely to ride in any n1 of the n4 cars each time that passenger rides the roller coaster . if a certain passenger is to ride the roller coaster n4 times , what is the probability that the passenger will ride in each of the n4 cars ?	divide ( n1 , n0 ) | factorial ( n0 ) | power ( #0 , n0 ) | multiply ( #1 , #2 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe - benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
three table runners have a combined area of n0 square inches . by overlapping the runners to cover n1 % of a table of area n2 square inches , the area that is covered by exactly two layers of runner is n3 square inches . what is the area of the table that is covered with three layers of runner ?	divide ( n1 , const_100 ) | subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 , n5 and variables costs averaging $ n2 per item . if the manufacturer no_ascii_32 s selling price per item is $ n3 , how many items the manufacturer produce and sell to earn an annual profit of $ n4 , n5 ?	add ( n1 , const_3 ) | multiply ( const_2 , const_4 ) | power ( const_100 , const_2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | multiply ( #4 , #2 ) | divide ( #5 , #3 ) | divide ( #6 , #1 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_1000 )
n1 lts are taken of from a container full of liquid a and replaced with liquid b . again n1 more lts of the mixture is taken and replaced with liquid b . after this process , if the container contains liquid a and b in the ratio n2 : n3 , what is the capacity of the container q ?	add ( n2 , n3 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | divide ( n0 , #3 )
cubes with each side one inch long are glued together to form a larger cube . the larger cube ' s face is painted with red color and the entire assembly is taken apart . n0 small cubes are found with no paints on them . how many of unit cubes have at least one face that is painted red ?	add ( const_1 , const_3 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | subtract ( #2 , n0 )
nails and screws are manufactured at a uniform weight per nail and a uniform weight per screw . if the total weight of one screw and one nail is half that of n0 screws and one nail , then the total weight of n2 screws , and n2 nails is how many times that of n3 screws and n4 nails ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( #1 , const_10 )
a jar contains only red , yellow , and orange marbles . if there are n3 red , n1 yellow , and n2 orange marbles , and n3 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda ' s walking rate was n1 miles per hour and bob no_ascii_34 ' s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
three table runners have a combined area of n0 square inches . by overlapping the runners to cover n1 % of a table of area n2 square inches , the area that is covered by exactly two layers of runner is n3 square inches . what is the area of the table that is covered with three layers of runner ?	divide ( n1 , const_100 ) | subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
in a certain supermarket , a triangular display of cans is arranged in n2 rows , numbered n1 through n2 from top to bottom . each successively numbered row contains n3 more cans than the row immediately above it . if there are fewer than n4 cans in the entire display , how many cans are in the six row ?	add ( n3 , n3 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , const_2 ) | multiply ( n0 , #4 ) | subtract ( n4 , #5 ) | divide ( #6 , n0 ) | floor ( #7 ) | add ( #8 , #3 )
karen places a bet with tom that she will beat tom in a car race by n1 miles even if karen starts n1 minutes late . assuming that karen drives at an average speed of n2 mph and tom drives at an average speed of n3 mph , how many y miles will tom drive before karen wins the bet ?	divide ( n3 , n2 ) | divide ( n2 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n0 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda ' s walking rate was n1 miles per hour and bob no_ascii_34 ' s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
karen places a bet with tom that she will beat tom in a car race by n1 miles even if karen starts n1 minutes late . assuming that karen drives at an average speed of n2 mph and tom drives at an average speed of n3 mph , how many h miles will tom drive before karen wins the bet ?	divide ( n3 , n2 ) | divide ( n2 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n0 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe - benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
working at a constant rate , p can finish a job in n0 hours . q , also working at a constant rate , can finish the same job in n1 hours . if they work together for n2 hours , how many more minutes will it take p to finish the job , working alone at his constant rate ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 )
suresh started a business , investing rs . n0 . after n1 months and n2 months respectively , rohan and sudhir joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rohan no_ascii_32 s and sudhir no_ascii_32 s share in the profit ?	multiply ( const_3 , const_4 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | add ( n0 , #5 ) | subtract ( #5 , #6 ) | add ( #7 , #6 ) | divide ( n5 , #9 ) | multiply ( #10 , #8 )
in a certain supermarket , a triangular display of cans is arranged in n2 rows , numbered n1 through n2 from top to bottom . each successively numbered row contains n3 more cans than the row immediately above it . if there are fewer than n4 cans in the entire display , how many cans are in the fifth row ?	add ( n3 , n3 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , const_2 ) | multiply ( n0 , #4 ) | subtract ( n4 , #5 ) | divide ( #6 , n0 ) | floor ( #7 ) | add ( #8 , #3 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe - benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a car traveled n0 % of the way from town a to town b at an average speed of n1 miles per hour . the car travels at an average speed of s miles per hour for the remaining part of the trip . the average speed for the entire trip was n2 miles per hour . what is s ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
an amount of rs . n0 is invested in two types of shares . the first yields an interest of n3 % p . a and the second , n6 % p . a . if the total interest at the end of one year is n3 n4 / n5 % , then the amount invested at n6 % was ?	divide ( n4 , n5 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 ) | multiply ( n0 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #5 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
an amount of rs . n0 is invested in two types of shares . the first yields an interest of n3 % p . a and the second , n6 % p . a . if the total interest at the end of one year is n3 n4 / n5 % , then the amount invested at n6 % was ?	divide ( n4 , n5 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 ) | multiply ( n0 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #5 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
a certain business school has n0 students , and the law school at the same university has n1 students . among these students , there are n2 sibling pairs consisting of n5 business student and n5 law student . if n5 student is selected at random from both schools , what is the probability that a sibling pair is selected ?	divide ( n3 , n0 ) | divide ( n3 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 )
at deluxe paint store , fuchsia paint is made by mixing n3 parts of red paint with n2 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
tim and no_ascii_0 lan are n0 miles away from one another . they are starting to move towards each other simultaneously , tim at a speed of n1 mph and no_ascii_0 lan at a speed of n2 mph . if every hour they double their speeds , what is the distance that tim will pass until he meets no_ascii_0 lan ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
working at a constant rate , p can finish a job in n0 hours . q , also working at a constant rate , can finish the same job in n1 hours . if they work together for n2 hours , how many more minutes will it take p to finish the job , working alone at his constant rate ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
brenda and sally run in opposite direction on a circular track , starting at diametrically opposite points . they first meet after brenda has run n0 meters . they next meet after sally has run n1 meters past their first meeting point . each girl runs at a constant speed . what is the length of the track in meters ?	multiply ( n0 , const_2 ) | add ( n1 , #0 )
cubes with each side one inch long are glued together to form a larger cube . the larger cube ' s face is painted with red color and the entire assembly is taken apart . n0 small cubes are found with no paints on them . how many of unit cubes have at least one face that is painted red ?	add ( const_1 , const_3 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | subtract ( #2 , n0 )
a fashion designer sold a pair of jeans to a retail store for n1 percent more than it cost to manufacture the pair of jeans . a customer bought the pair of jeans for n1 percent more than the retailer paid for them . the price the customer paid was what percent greater than the cost of manufacturing the jeans ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , const_100 ) | multiply ( #2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #6 , const_1 ) | multiply ( #7 , const_100 )
in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by n0 % of the total number of votes polled . if n1 % of the votes polled were invalid and a total of n2 votes were polled , then how many valid votes did b get ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , const_2 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
of the n0 residents of clermontville , n1 % watch the television show island survival , n2 % watch lovelost lawyers and n3 % watch medical emergency . if all residents watch at least one of these n4 shows and n5 % watch exactly n6 of these shows , then how many clermontville residents b watch all of the shows ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | divide ( n5 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | add ( #8 , #6 ) | subtract ( #9 , n0 ) | subtract ( #10 , #7 ) | divide ( #11 , n6 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
at deluxe paint store , fuchsia paint is made by mixing n0 parts of red paint with n2 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
in a certain animal shelter , the ratio of the number of catsto the number of dogs is n3 to n1 . if n2 additional dogs were to be taken in by the shelter , the ratio of the number of cats to the number of dogs would be n3 to n4 . how many cats are in the shelter ?	subtract ( n4 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
out of n0 applicants to a law school , n1 majored in political science , n2 had a grade point average higher than n6 , and n4 did not major in political science and had a gpa equal to or lower than n6 . how many of q applicants majored in political science and had a gpa higher than n6 ?	add ( n1 , n4 ) | subtract ( n0 , #0 ) | subtract ( n2 , #1 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda ' s walking rate was n1 miles per hour and bob no_ascii_34 ' s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
suresh started a business , investing rs . n0 . after n1 months and n2 months respectively , rohan and sudhir joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rohan no_ascii_32 s and sudhir no_ascii_32 s share in the profit ?	multiply ( n1 , n2 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | add ( n0 , #5 ) | subtract ( #5 , #6 ) | add ( #7 , #6 ) | divide ( n5 , #9 ) | multiply ( #10 , #8 )
the volume of a rectangular swimming pool is n0 cubic meters and water is flowing into the swimming pool . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate t , in cubic meters per minutes , at which the water is flowing into the swimming pool ?	divide ( n0 , n1 )
n1 lts are taken of from a container full of liquid a and replaced with liquid b . again n1 more lts of the mixture is taken and replaced with liquid b . after this process , if the container contains liquid a and b in the ratio n2 : n3 , what is the capacity of the container m ?	add ( n2 , n3 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | divide ( n0 , #3 )
a fashion designer sold a pair of jeans to a retail store for n0 percent more than it cost to manufacture the pair of jeans . a customer bought the pair of jeans for n1 percent more than the retailer paid for them . the price the customer paid was what percent greater than the cost of manufacturing the jeans ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , const_100 ) | multiply ( #2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #6 , const_1 ) | multiply ( #7 , const_100 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
at joes steakhouse the hourly wage for a chef is n0 % greater than that of a dishwasher , and the hourly wage of a dishwasher is half as much as the hourly wage of a manager . if a managers wage is $ n1 per hour , how much less than a manager does a chef earn each hour ?	add ( n0 , const_100 ) | divide ( const_1 , const_2 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
a block of wood has dimensions n1 cm x n1 cm x n2 cm . the block is painted red and then cut evenly at the n3 cm mark , parallel to the sides , to form two rectangular solids of equal volume . what percentage of the surface area of each of the new solids is not painted red ?	multiply ( const_100 , const_4 ) | multiply ( #0 , const_4 ) | add ( #1 , const_100 ) | add ( #2 , const_100 ) | divide ( const_100 , #3 ) | multiply ( #4 , const_100 )
suresh started a business , investing rs . n0 . after n1 months and n2 months respectively , rohan and sudhir joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rohan no_ascii_32 s and sudhir no_ascii_32 s share in the profit ?	multiply ( n1 , n2 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | add ( n0 , #5 ) | subtract ( #5 , #6 ) | add ( #7 , #6 ) | divide ( n5 , #9 ) | multiply ( #10 , #8 )
it takes n5 workers a total of n1 hours to build a giant machine with each worker working at the same rate . if n2 workers start to build the machine at n3 : n6 am , and one extra worker per hour is added beginning at n5 : n6 pm , at what time will the machine be complete ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | subtract ( #1 , const_0_33 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe - benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
at joes steakhouse the hourly wage for a chef is n0 % greater than that of a dishwasher , and the hourly wage of a dishwasher is half as much as the hourly wage of a manager . if a managers wage is $ n1 per hour , how much less than a manager does a chef earn each hour ?	add ( n0 , const_100 ) | divide ( const_1 , const_2 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by n0 % of the total number of votes polled . if n1 % of the votes polled were invalid and a total of n2 votes were polled , then how many valid votes did b get ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , const_2 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
a jar contains only red , yellow , and orange marbles . if there are n3 red , n3 yellow , and n2 orange marbles , and n3 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
the volume v of a rectangular swimming pool is n0 cubic meters and water is flowing into the swimming pool . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate , in cubic meters per minutes , at which the water is flowing into the swimming pool ?	cube_edge_by_volume ( n0 ) | square_area ( #0 ) | multiply ( n1 , #1 )
in n0 the budgets for projects q and v were $ n1 and $ n2 , respectively . in each of the next n3 years , the budget for q was increased by $ n4 and the budget for v was decreased by $ n5 . in which year was the budget for q equal to the budget for v ?	add ( n0 , const_4 )
a certain drink of type a is prepared by mixing n2 parts milk with n3 parts fruit juice . another drink of type b is prepared by mixing n2 parts of fruit juice and n3 parts of milk . how many liters of fruit juice must be added to n4 liters of drink a to convert it to drink b ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( n4 , #2 ) | multiply ( n0 , #3 ) | divide ( #5 , n1 ) | subtract ( #6 , #4 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 , n4 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n0 , n2 ) | multiply ( const_1000 , const_3 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | subtract ( n0 , n1 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #0 , #6 ) | divide ( #7 , #4 ) | subtract ( n2 , #8 ) | subtract ( #8 , #9 )
a fashion designer sold a pair of jeans to a retail store for n0 percent more than it cost to manufacture the pair of jeans . a customer bought the pair of jeans for n1 percent more than the retailer paid for them . the price the customer paid was what percent greater than the cost of manufacturing the jeans ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , const_100 ) | multiply ( #2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #6 , const_1 ) | multiply ( #7 , const_100 )
set a contains n0 different positive odd integers and n1 different positive even integers . set b contains two different positive odd integers and n2 different positive even integers . if one integer from set a and one integer from set b are chosen at random , what is the probability that the product of the chosen integers is even ?	add ( const_2 , const_3 ) | add ( n0 , n1 ) | divide ( const_2 , #0 ) | divide ( n0 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 )
a car traveled n0 % of the way from town a to town b at an average speed of n1 miles per hour . the car travels at an average speed of s miles per hour for the remaining part of the trip . the average speed for the entire trip was n2 miles per hour . what is s ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a man by motorcycle goes from delhi to bharatpur , a distance of n0 km , at an average speed of n1 kmph . another man starts from delhi by car n2 h after the motorcyclist starts and reaches bharatpur half an hour late . what is the ratio of person on the motorcycle to the person going by car ?	divide ( const_1 , const_2 ) | divide ( n0 , n1 ) | subtract ( #1 , n2 ) | add ( #0 , #2 ) | divide ( #3 , #1 )
a cylindrical container of radius n0 cm and height n1 cm is filled with ice - cream . the whole icecream has to be distributed to n2 children in equal cones with hemispherical tops . if the height of the conical portion is four times the radius of its base , find the radius of the ice - cream cone .	divide ( const_1 , const_3 ) | divide ( const_2 , const_3 ) | volume_cylinder ( n0 , n1 ) | divide ( #2 , const_10 ) | multiply ( #0 , const_pi ) | multiply ( #1 , const_pi ) | multiply ( #4 , const_4 ) | add ( #6 , #5 ) | divide ( #3 , #7 ) | divide ( #8 , const_3 ) | sqrt ( #9 )
in a certain deck of cards , each card has a positive integer written on it , in a multiplication game a child draws a card and multiplies the integer on the card with the next large integer . if the each possible product is between n0 and n1 , then the least and greatest integer on the card would be	sqrt ( n0 ) | sqrt ( n1 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | subtract ( #3 , const_1 ) | multiply ( #4 , const_100 ) | add ( #6 , #5 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 , n5 and variables costs averaging $ n2 per item . if the manufacturer no_ascii_32 s selling price per item is $ n3 , how many items the manufacturer produce and sell to earn an annual profit of $ n4 , n5 ?	add ( const_10 , const_3 ) | multiply ( const_2 , const_4 ) | power ( const_100 , const_2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | multiply ( #4 , #2 ) | divide ( #5 , #3 ) | divide ( #6 , #1 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_1000 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
last year the range of the annual yield on equal amount of investments in n2 mutual funds was $ n1 . if the annual yield this year for each of the n2 mutual funds has improved by n3 percent this year than it was last year , what is the range of the annual yield on mutual funds this year ?	divide ( n3 , n0 ) | multiply ( n1 , #0 ) | add ( n1 , #1 )
a certain roller coaster has n4 cars , and a passenger is equally likely to ride in any n1 of the n4 cars each time that passenger rides the roller coaster . if a certain passenger is to ride the roller coaster n4 times , what is the probability that the passenger will ride in each of the n4 cars ?	divide ( n1 , n0 ) | factorial ( n0 ) | power ( #0 , n0 ) | multiply ( #1 , #2 )
brenda and sally run in opposite direction on a circular track , starting at diametrically opposite points . they first meet after brenda has run n0 meters . they next meet after sally has run n1 meters past their first meeting point . each girl runs at a constant speed . what is the length of the track in meters ?	multiply ( n0 , const_2 ) | add ( n1 , #0 )
a rectangular pig farm has a fence along three sides and a wall along the fourth side . the fenced side opposite the wall is twice the length of each of the other two fenced sides . if the area of the rectangular region is n0 square feet , what is the total length of the fence , in feet ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 ) | rectangle_perimeter ( #2 , #1 )
of the n0 residents of clermontville , n1 % watch the television show island survival , n2 % watch lovelost lawyers and n3 % watch medical emergency . if all residents watch at least one of these n4 shows and n5 % watch exactly n6 of these shows , then how many clermontville residents c watch all of the shows ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | divide ( n5 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | add ( #8 , #6 ) | subtract ( #9 , n0 ) | subtract ( #10 , #7 ) | divide ( #11 , n6 )
the length of a rectangle is one - sixth of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	sqrt ( n0 ) | multiply ( n1 , #0 )
in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by n0 % of the total number of votes polled . if n1 % of the votes polled were invalid and a total of n2 votes were polled , then how many valid votes did b get ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , const_2 )
on sunday , bill ran n0 more miles than he ran on saturday . julia did not run on saturday , but she ran twice the number of miles on sunday that bill ran on sunday . if bill and julia ran a total of n1 miles on saturday and sunday , how many miles did bill run on sunday ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 ) | add ( n0 , #3 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 , n4 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n0 , n2 ) | multiply ( const_1000 , const_3 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | subtract ( n0 , n1 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #0 , #6 ) | divide ( #7 , #4 ) | subtract ( n2 , #8 ) | subtract ( #8 , #9 )
a certain drink of type a is prepared by mixing n2 parts milk with n3 parts fruit juice . another drink of type b is prepared by mixing n2 parts of fruit juice and n3 parts of milk . how many liters of fruit juice must be added to n4 liters of drink a to convert it to drink b ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( n4 , #2 ) | multiply ( n0 , #3 ) | divide ( #5 , n1 ) | subtract ( #6 , #4 )
a certain roller coaster has n4 cars , and a passenger is equally likely to ride in any n1 of the n4 cars each time that passenger rides the roller coaster . if a certain passenger is to ride the roller coaster n4 times , what is the probability that the passenger will ride in each of the n4 cars ?	divide ( n1 , n0 ) | factorial ( n0 ) | power ( #0 , n0 ) | multiply ( #1 , #2 )
in an election , candidate douglas won n0 percent of the total vote in counties x and y . he won n1 percent of the vote in county x . if the ratio of people who voted in county x to county y is n2 : n3 , what percent of the vote did candidate douglas win in county y ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_3 ) | divide ( n3 , const_3 ) | multiply ( #1 , #2 ) | subtract ( #0 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
cubes with each side one inch long are glued together to form a larger cube . the larger cube ' s face is painted with red color and the entire assembly is taken apart . n0 small cubes are found with no paints on them . how many of unit cubes have at least one face that is painted red ?	add ( const_1 , const_3 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | subtract ( #2 , n0 )
it takes n5 workers a total of n1 hours to build a giant machine with each worker working at the same rate . if n2 workers start to build the machine at n3 : n6 am , and one extra worker per hour is added beginning at n5 : n6 pm , at what time will the machine be complete ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | subtract ( #1 , const_0_33 )
suresh started a business , investing rs . n0 . after n1 months and n2 months respectively , rohan and sudhir joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rohan no_ascii_32 s and sudhir no_ascii_32 s share in the profit ?	multiply ( n1 , n2 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | add ( n0 , #5 ) | subtract ( #5 , #6 ) | add ( #7 , #6 ) | divide ( n5 , #9 ) | multiply ( #10 , #8 )
a survey of employers found that during n5 employment costs rose n1 percent , where employment costs consist of salary costs and fringe - benefit costs . if salary costs rose n2 percent and fringe - benefit costs rose n3 percent during n5 , then fringe - benefit costs represented what percent of employment costs at the beginning of n5 ?	subtract ( n1 , n2 ) | subtract ( n3 , n2 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
bert left the house with n dollars . he spent n0 / n1 of this at the hardware store , then $ n2 at the dry cleaners , and then half of what was left at the grocery store . when he got home , he had $ n3 left in his pocket . what was the value of n ?	divide ( n2 , const_2 ) | divide ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | inverse ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_2 )
bert left the house with n dollars . he spent n0 / n1 of this at the hardware store , then $ n2 at the dry cleaners , and then half of what was left at the grocery store . when he got home , he had $ n3 left in his pocket . what was the value of n ?	divide ( n2 , const_2 ) | divide ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | inverse ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_2 )
brenda and sally run in opposite direction on a circular track , starting at diametrically opposite points . they first meet after brenda has run n0 meters . they next meet after sally has run n1 meters past their first meeting point . each girl runs at a constant speed . what is the length of the track in meters ?	multiply ( n0 , const_2 ) | add ( n1 , #0 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
at the beginning of n2 , maria ' s stock portfolio was worth $ n1 . during n2 , the portfolio ' s value increased by n3 % . during the next year , the portfolio increased its worth by only n4 % . what was maria ' s portfolio worth , in dollars , by the end of n5 ?	divide ( n1 , const_3 )
bert left the house with n dollars . he spent n0 / n1 of this at the hardware store , then $ n2 at the dry cleaners , and then half of what was left at the grocery store . when he got home , he had $ n3 left in his pocket . what was the value of n ?	divide ( n2 , const_2 ) | divide ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | inverse ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_2 )
bert and rebecca were looking at the price of a condominium . the price of the condominium was n0 % more than bert had in savings , and separately , the same price was also n1 % more than rebecca had in savings . what is the ratio of what bert has in savings to what rebecca has in savings .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( const_100 , #0 ) | divide ( const_100 , #1 ) | divide ( #2 , #3 )
there is a point p on the circle . a and b started running in two constant different speeds . a in clockwise and b in anti - clockwise . first time n0 m in clockwise from p then n1 anti - clockwise . if b is yet to complete one round , what is the circumference of the circle ?	multiply ( const_1 , const_2 ) | multiply ( n0 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_2 )
the volume of a rectangular swimming pool is n0 cubic meters and water is flowing into the swimming pool . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate w , in cubic meters per minutes , at which the water is flowing into the swimming pool ?	divide ( n0 , n1 )
krishan and nandan jointly started a business . krishan invested n0 times as nandan did and invested his money for trible time as compared to nandan . if the gain is proportional to the money invested and the time for which the money is invested and the total gain was rs . n1 , find the nandan ' s earning .	multiply ( const_3 , const_4 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
the volume of a rectangular swimming pool is n0 cubic meters and water is flowing into the swimming pool . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate r , in cubic meters per minutes , at which the water is flowing into the swimming pool ?	divide ( n0 , n1 )
anna left for city a from city b at n0 a . m . she traveled at the speed of n1 km / hr for n2 hrs n3 min . after that the speed was reduced to n4 km / hr . if the distance between two cities is n5 kms , at what time did anna reach city a ?	multiply ( const_3 , const_3 ) | multiply ( n1 , #0 ) | divide ( #1 , const_4 ) | subtract ( n5 , #2 ) | divide ( #3 , n4 ) | divide ( #4 , n2 ) | subtract ( #5 , const_1 ) | multiply ( #6 , const_60 ) | divide ( #7 , const_100 ) | add ( n4 , #8 )
cubes with each side one inch long are glued together to form a larger cube . the larger cube ' s face is painted with red color and the entire assembly is taken apart . n0 small cubes are found with no paints on them . how many of unit cubes have at least one face that is painted red ?	add ( const_1 , const_3 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | subtract ( #2 , n0 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
the average speed of a train is n0 kmph . the train was scheduled to start at n1 am in bangalore , and as per schedule it has to reach a destination of n2 km away from bangalore at n3 : n4 pm same day and a halt was scheduled onthe way . for how long was the halt scheduled ?	add ( const_2 , const_4 ) | divide ( n2 , n0 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_60 ) | add ( n3 , #2 ) | subtract ( #4 , n1 ) | multiply ( #5 , const_60 ) | add ( n4 , #6 ) | subtract ( #7 , #3 )
rajan and rakesh started a business and invested rs . n0 , n6 and rs . n2 , n6 respectively . after n7 months rakesh left and mukesh joined by investing rs . n5 , n6 . at the end of the year there was a profit of rs . n7 , n8 . what is the share of rajan ?	add ( const_2 , const_3 ) | add ( n2 , n2 ) | multiply ( n2 , const_3 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #6 , #5 ) | add ( #8 , #3 ) | multiply ( #7 , const_100 ) | multiply ( #7 , const_2 ) | add ( #10 , #8 ) | multiply ( #10 , #2 ) | multiply ( #9 , #1 ) | subtract ( #8 , #11 ) | multiply ( n2 , #12 ) | add ( #13 , #16 ) | add ( #17 , #14 ) | divide ( #13 , #18 ) | multiply ( #19 , #15 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( const_10 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
an amount of rs . n0 is invested in two types of shares . the first yields an interest of n3 % p . a and the second , n2 % p . a . if the total interest at the end of one year is n3 n4 / n5 % , then the amount invested in each share was ?	divide ( n2 , const_100 ) | divide ( n4 , n5 ) | divide ( n1 , const_100 ) | add ( n1 , #1 ) | multiply ( n0 , #0 ) | subtract ( #0 , #2 ) | divide ( #3 , const_100 ) | multiply ( n0 , #6 ) | subtract ( #4 , #7 ) | divide ( #8 , #5 ) | subtract ( n0 , #9 )
a car traveled n0 % of the way from town a to town b at an average speed of n1 miles per hour . the car travels at an average speed of s miles per hour for the remaining part of the trip . the average speed for the entire trip was n2 miles per hour . what is s ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 , n4 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n0 , n2 ) | multiply ( const_1000 , const_3 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | subtract ( n0 , n1 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #0 , #6 ) | divide ( #7 , #4 ) | subtract ( n2 , #8 ) | subtract ( #8 , #9 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travel towards b at n2 km / hr . another train starts from b at n3 a . m . and travels towards a at n4 km / hr . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
john started a business , investing rs . n0 . after n1 months and n2 months respectively , rose and tom joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rose no_ascii_32 s and tom no_ascii_32 s share in the profit ?	multiply ( n1 , n2 ) | multiply ( const_10 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | add ( #5 , #8 ) | multiply ( n5 , #8 ) | multiply ( n5 , #9 ) | add ( #10 , #9 ) | divide ( #11 , #13 ) | divide ( #12 , #13 ) | subtract ( #14 , #15 )
bert left the house with n dollars . he spent n0 / n1 of this at the hardware store , then $ n2 at the dry cleaners , and then half of what was left at the grocery store . when he got home , he had $ n3 left in his pocket . what was the value of n ?	divide ( n2 , const_2 ) | divide ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | inverse ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_2 )
at joes steakhouse the hourly wage for a chef is n0 % greater than that of a dishwasher , and the hourly wage of a dishwasher is half as much as the hourly wage of a manager . if a managers wage is $ n1 per hour , how much less than a manager does a chef earn each hour ?	add ( n0 , const_100 ) | divide ( const_1 , const_2 ) | divide ( #0 , const_100 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( n1 , #4 )
equal amount of water were poured into two empty jars of different capacities , which made one jar n2 / n1 full and other jar n2 / n3 full . if the water in the jar with lesser capacity is then poured into the jar with greater capacity , what fraction of the larger jar will be filled with water ?	divide ( const_2 , n1 )
tim and no_ascii_0 lan are n0 miles away from one another . they are starting to move towards each other simultaneously , tim at a speed of n1 mph and no_ascii_0 lan at a speed of n2 mph . if every hour they double their speeds , what is the distance that tim will pass until he meets no_ascii_0 lan ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
n1 lts are taken of from a container full of liquid a and replaced with liquid b . again n1 more lts of the mixture is taken and replaced with liquid b . after this process , if the container contains liquid a and b in the ratio n2 : n3 , what is the capacity of the container w ?	add ( n2 , n3 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | divide ( n0 , #3 )
every digit of a number written in binary is either n0 or n3 . to translate a number from binary , multiply the nth digit ( reading from right to left ) by n2 ^ ( n - n3 ) what is the largest prime number ( written in binary ) that is a factor of both n4 and n5 ?	divide ( n5 , n4 ) | add ( #0 , const_1000 )
it takes n2 workers a total of n1 hours to build a giant machine with each worker working at the same rate . if n2 workers start to build the machine at n3 : n6 am , and one extra worker per hour is added beginning at n5 : n6 pm , at what time will the machine be complete ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | subtract ( #1 , const_0_33 )
it takes n0 workers a total of n1 hours to build a giant machine with each worker working at the same rate . if n2 workers start to build the machine at n3 : n6 am , and one extra worker per hour is added beginning at n5 : n6 pm , at what time will the machine be complete ?	multiply ( n0 , n1 ) | divide ( #0 , n1 ) | subtract ( #1 , const_0_33 )
bert and rebecca were looking at the price of a condominium . the price of the condominium was n0 % more than bert had in savings , and separately , the same price was also n1 % more than rebecca had in savings . what is the ratio of what bert has in savings to what rebecca has in savings .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( const_100 , #0 ) | divide ( const_100 , #1 ) | divide ( #2 , #3 )
there are n0 seniors at morse high school , and n1 % of them have cars . of the remaining grades ( freshmen , sophomores , and juniors ) , only n2 % of them have cars . if n3 % of all the students at morse have cars , how many students are in those other n4 lower grades ?	multiply ( n3 , const_100 )
cubes with each side one inch long are glued together to form a larger cube . the larger cube ' s face is painted with red color and the entire assembly is taken apart . n0 small cubes are found with no paints on them . how many of unit cubes have at least one face that is painted red ?	add ( const_1 , const_3 ) | add ( #0 , const_1 ) | power ( #1 , const_3 ) | subtract ( #2 , n0 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
nails and screws are manufactured at a uniform weight per nail and a uniform weight per screw . if the total weight of one screw and one nail is half that of n0 screws and one nail , then the total weight of n2 screws , and n2 nails is how many times that of n3 screws and n4 nails ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( #1 , const_10 )
on sunday , bill ran n0 more miles than he ran on saturday . julia did not run on saturday , but she ran twice the number of miles on sunday that bill ran on sunday . if bill and julia ran a total of n1 miles on saturday and sunday , how many miles did bill run on sunday ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 ) | add ( n0 , #3 )
at a summer camp with n9 participants , n7 / n2 of the campers are aged n10 to n11 . next year , the number of campers aged n10 to n11 will increase by n7 / n8 . after this change , what percentage of the total n9 campers will the n10 - to n11 - year - olds represent ?	divide ( n1 , n8 ) | multiply ( n3 , const_100 ) | add ( #0 , n1 ) | add ( #1 , const_1000 ) | divide ( #3 , n2 ) | multiply ( #2 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 ) | multiply ( #7 , n8 ) | divide ( #8 , const_10 ) | add ( #9 , #8 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 , n4 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n0 , n2 ) | multiply ( const_1000 , const_3 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | subtract ( n0 , n1 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #0 , #6 ) | divide ( #7 , #4 ) | subtract ( n2 , #8 ) | subtract ( #8 , #9 )
the commuter rail between scottsdale and sherbourne is n0 km of track , and one train makes a round trip in n1 hours . if harsha boards the train at the forest grove station , which is located one fifth of the track ' s length out from scottsdale , how long will it take her to get to sherbourne ?	divide ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( #0 , #1 ) | divide ( n0 , #2 )
a jar contains only red , yellow , and orange marbles . if there are n3 red , n1 yellow , and n2 orange marbles , and n3 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
two airplanes fly the same exact route from atlanta to chicago . plane a flies n0 mph while plane b flies n1 mph ( assume that simple model versus actual acceleration / deceleration near the airports ) . if plane a took off exactly n2 minutes before plane b , after how many minutes will plane b overtake plane a ?	multiply ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 , n5 and variables costs averaging $ n2 per item . if the manufacturer no_ascii_32 s selling price per item is $ n3 , how many items the manufacturer produce and sell to earn an annual profit of $ n4 , n5 ?	add ( const_10 , const_3 ) | multiply ( const_2 , const_4 ) | power ( const_100 , const_2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | multiply ( #4 , #2 ) | divide ( #5 , #3 ) | divide ( #6 , #1 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_1000 )
a beekeeper has n0 bees living in n1 beehives . among these beehives , the sizes of the beehives are proportional to the numbers of bees living in them . no beehive has less than n2 % the number of bees of any other beehive . what is the maximum possible number of bees that the greatest beehive could have ?	divide ( n0 , n1 ) | divide ( n0 , const_100 ) | multiply ( const_10 , const_1000 ) | multiply ( const_100 , const_4 ) | subtract ( n2 , const_10 ) | add ( #0 , #2 ) | add ( #5 , #2 ) | add ( #6 , #1 ) | add ( #7 , #3 ) | add ( #8 , #4 )
a train starts full of passengers at the first station it drops n0 / n1 of the passengers and takes n2 more at the second station it drops one half the new total and takes n3 more . on arriving at the third station it is found to have n4 passengers . find the no of passengers in the beginning ?	divide ( n2 , const_2 ) | multiply ( n1 , const_2 ) | add ( n3 , #0 ) | subtract ( n4 , #2 ) | divide ( #3 , const_2 ) | multiply ( #4 , #1 )
in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by n0 % of the total number of votes polled . if n1 % of the votes polled were invalid and a total of n2 votes were polled , then how many valid votes did b get ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , const_2 )
karen places a bet with tom that she will beat tom in a car race by n1 miles even if karen starts n1 minutes late . assuming that karen drives at an average speed of n2 mph and tom drives at an average speed of n3 mph , how many e miles will tom drive before karen wins the bet ?	divide ( n3 , const_60 ) | divide ( n2 , const_60 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n0 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , const_3 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
tim and no_ascii_0 lan are n0 miles away from one another . they are starting to move towards each other simultaneously , tim at a speed of n1 mph and no_ascii_0 lan at a speed of n2 mph . if every hour they double their speeds , what is the distance that tim will pass until he meets no_ascii_0 lan ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
tough and tricky questions : mixture problems . a drink holding n0 ounces of an alcoholic drink that is n4 part rum to n2 parts coke is added to a jug holding n3 ounces of an alcoholic drink that is n4 part rum to n5 parts coke . what is the ratio of rum to coke in the resulting mixture ?	divide ( n0 , const_3 ) | multiply ( n2 , #0 ) | divide ( n3 , #1 ) | add ( #0 , #2 ) | multiply ( #3 , const_3 ) | divide ( #3 , #4 )
at deluxe paint store , fuchsia paint is made by mixing n0 parts of red paint with n1 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda ' s walking rate was n1 miles per hour and bob no_ascii_34 ' s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
three table runners have a combined area of n0 square inches . by overlapping the runners to cover n1 % of a table of area n2 square inches , the area that is covered by exactly two layers of runner is n3 square inches . what is the area of the table that is covered with three layers of runner ?	divide ( n1 , const_100 ) | subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
in an acoustics class , n0 students are male and n1 students are female . n5 % of the male students and n4 % of the female students are engineering students . n4 % of the male engineering students and n5 % of the female engineering students passed the final exam . what percentage of engineering students passed the exam ?	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | divide ( n1 , #0 ) | divide ( #1 , #0 ) | divide ( #2 , const_4 ) | multiply ( #3 , const_2 ) | add ( #4 , #5 ) | add ( #6 , #0 )
nails and screws are manufactured at a uniform weight per nail and a uniform weight per screw . if the total weight of one screw and one nail is half that of n0 screws and one nail , then the total weight of n2 screws , and n2 nails is how many times that of n3 screws and n4 nails ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( #1 , const_10 )
the length of a rectangle is one - fourth of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	volume_rectangular_prism ( n1 , n1 , const_2 )
in an election , candidate douglas won n0 percent of the total vote in counties x and y . he won n1 percent of the vote in county x . if the ratio of people who voted in county x to county y is n2 : n3 , what percent of the vote did candidate douglas win in county y ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_3 ) | divide ( n3 , const_3 ) | multiply ( #1 , #2 ) | subtract ( #0 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
a block of wood has dimensions n1 cm x n1 cm x n2 cm . the block is painted red and then cut evenly at the n3 cm mark , parallel to the sides , to form two rectangular solids of equal volume . what percentage of the surface area of each of the new solids is not painted red ?	multiply ( const_100 , const_4 ) | multiply ( #0 , const_4 ) | add ( #1 , const_100 ) | add ( #2 , const_100 ) | divide ( const_100 , #3 ) | multiply ( #4 , const_100 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
an amount of rs . n0 is invested in two types of shares . the first yields an interest of n3 % p . a and the second , n6 % p . a . if the total interest at the end of one year is n3 n4 / n5 % , then the amount invested at n6 % was ?	divide ( n4 , n5 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 ) | multiply ( n0 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #5 )
bert left the house with n dollars . he spent n0 / n1 of this at the hardware store , then $ n2 at the dry cleaners , and then half of what was left at the grocery store . when he got home , he had $ n3 left in his pocket . what was the value of n ?	divide ( n2 , const_2 ) | divide ( n0 , n1 ) | add ( n3 , #0 ) | subtract ( n0 , #1 ) | inverse ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_2 )
working at a constant rate , p can finish a job in n0 hours . q , also working at a constant rate , can finish the same job in n1 hours . if they work together for n2 hours , how many more minutes will it take p to finish the job , working alone at his constant rate ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 )
equal amount of water were poured into two empty jars of different capacities , which made one jar n2 / n1 full and other jar n2 / n3 full . if the water in the jar with lesser capacity is then poured into the jar with greater capacity , what fraction of the larger jar will be filled with water ?	divide ( const_2 , n1 )
a , b and c enter into a partnership and theirs shares are in the ratio n4 / n1 : n4 / n3 : n4 / n5 . after two months , a withdraws half of his capital and after n6 months , a profit of rs . n7 is divided among them . what is b no_ascii_32 s share ?	add ( n3 , n5 ) | multiply ( n1 , n5 ) | multiply ( n7 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , #3 )
one hour after yolanda started walking from x to y , a distance of n0 miles , bob started walking along the same road from y to x . if yolanda ' s walking rate was n1 miles per hour and bob no_ascii_34 ' s was n2 miles per hour , how many miles had bob walked when they met ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n2 , #2 )
in country x a returning tourist may import goods with a total value of $ n2 or less tax free , but must pay an n1 percent tax on the portion of the total value in excess of $ n2 . what tax must be paid by a returning tourist who imports goods with a total value of $ n3 ?	divide ( n1 , const_100 ) | subtract ( n3 , n0 ) | multiply ( #0 , #1 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
in a certain deck of cards , each card has a positive integer written on it , in a multiplication game a child draws a card and multiplies the integer on the card with the next large integer . if the each possible product is between n0 and n1 , then the least and greatest integer on the card would be	sqrt ( n0 ) | sqrt ( n1 ) | floor ( #0 ) | floor ( #1 ) | add ( #2 , const_1 ) | subtract ( #3 , const_1 ) | multiply ( #4 , const_100 ) | add ( #6 , #5 )
bert and rebecca were looking at the price of a condominium . the price of the condominium was n0 % more than bert had in savings , and separately , the same price was also n1 % more than rebecca had in savings . what is the ratio of what bert has in savings to what rebecca has in savings .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( const_100 , #0 ) | divide ( const_100 , #1 ) | divide ( #2 , #3 )
a man has a certain number of small boxes to pack into parcles . if he packs n0 , n1 , n2 or n3 in a parcel , he is left with one over ; if he packs n4 in a parcle , none is left over . what is the number of boxes , he may have to pack ?	lcm ( n0 , n1 ) | lcm ( n2 , #0 ) | lcm ( n3 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_1 )
in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by n0 % of the total number of votes polled . if n1 % of the votes polled were invalid and a total of n2 votes were polled , then how many valid votes did b get ?	divide ( n1 , const_100 ) | multiply ( n0 , n2 ) | divide ( #1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #3 ) | subtract ( #4 , #2 ) | divide ( #5 , const_2 )
a jar contains only red , yellow , and orange marbles . if there are n5 red , n1 yellow , and n2 orange marbles , and n3 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another surveyof n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
tim and no_ascii_0 lan are n0 miles away from one another . they are starting to move towards each other simultaneously , tim at a speed of n1 mph and no_ascii_0 lan at a speed of n2 mph . if every hour they double their speeds , what is the distance that tim will pass until he meets no_ascii_0 lan ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
working at a constant rate , p can finish a job in n0 hours . q , also working at a constant rate , can finish the same job in n1 hours . if they work together for n2 hours , how many more minutes will it take p to finish the job , working alone at his constant rate ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 )
brenda and sally run in opposite direction on a circular track , starting at diametrically opposite points . they first meet after brenda has run n1 meters . they next meet after sally has run n1 meters past their first meeting point . each girl runs at a constant speed . what is the length of the track in meters ?	multiply ( n0 , const_2 ) | add ( n1 , #0 )
working at a constant rate , p can finish a job in n0 hours . q , also working at a constant rate , can finish the same job in n1 hours . if they work together for n2 hours , how many more minutes will it take p to finish the job , working alone at his constant rate ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , n2 ) | subtract ( const_1 , #3 ) | divide ( #4 , #0 ) | multiply ( #5 , const_60 )
n0 friends are planning to attend a concert . if another friend also goes with them , they will get a group discount on their tickets . if the new total price of the tickets with the group discount is the same as the original total price of the tickets without the group discount , how much is the discount ?	add ( n0 , const_1 ) | divide ( const_3 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , const_100 )
karen places a bet with tom that she will beat tom in a car race by n1 miles even if karen starts n1 minutes late . assuming that karen drives at an average speed of n2 mph and tom drives at an average speed of n3 mph , how many w miles will tom drive before karen wins the bet ?	divide ( n3 , n2 ) | divide ( n2 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n0 )
a fashion designer sold a pair of jeans to a retail store for n0 percent more than it cost to manufacture the pair of jeans . a customer bought the pair of jeans for n1 percent more than the retailer paid for them . the price the customer paid was what percent greater than the cost of manufacturing the jeans ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( #3 , const_100 ) | multiply ( #2 , #4 ) | divide ( #5 , const_100 ) | subtract ( #6 , const_1 ) | multiply ( #7 , const_100 )
three table runners have a combined area of n0 square inches . by overlapping the runners to cover n1 % of a table of area n2 square inches , the area that is covered by exactly two layers of runner is n3 square inches . what is the area of the table that is covered with three layers of runner ?	divide ( n1 , const_100 ) | subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
a jar contains only red , yellow , and orange marbles . if there are n0 red , n1 yellow , and n2 orange marbles , and n4 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
suresh started a business , investing rs . n0 . after n1 months and n2 months respectively , rohan and sudhir joined him with capitals of n3 and n4 . at the end of the year the total profit was rs . n5 . what is the difference between rohan no_ascii_32 s and sudhir no_ascii_32 s share in the profit ?	multiply ( n1 , n2 ) | subtract ( #0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , #0 ) | divide ( #2 , #0 ) | multiply ( n3 , #3 ) | multiply ( n4 , #4 ) | add ( n0 , #5 ) | subtract ( #5 , #6 ) | add ( #7 , #6 ) | divide ( n5 , #9 ) | multiply ( #10 , #8 )
in a certain supermarket , a triangular display of cans is arranged in n2 rows , numbered n1 through n2 from top to bottom . each successively numbered row contains n3 more cans than the row immediately above it . if there are fewer than n4 cans in the entire display , how many cans are in the seventh row ?	add ( n3 , n3 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , const_2 ) | multiply ( n0 , #4 ) | subtract ( n4 , #5 ) | divide ( #6 , n0 ) | floor ( #7 ) | add ( #8 , #3 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
tim and no_ascii_0 lan are n0 miles away from one another . they are starting to move towards each other simultaneously , tim at a speed of n1 mph and no_ascii_0 lan at a speed of n2 mph . if every hour they double their speeds , what is the distance that tim will pass until he meets no_ascii_0 lan ?	add ( n1 , n2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
n0 friends a , b , c went for week end party to mcdonald no_ascii_32 s restaurant and there they measure there weights in some order in n3 rounds . a , b , c , ab , bc , ac , abc . final round measure is n2 kg then find the average weight of all the n3 rounds ?	add ( const_1 , n0 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 )
karen places a bet with tom that she will beat tom in a car race by n1 miles even if karen starts n1 minutes late . assuming that karen drives at an average speed of n2 mph and tom drives at an average speed of n3 mph , how many q miles will tom drive before karen wins the bet ?	divide ( n3 , n2 ) | divide ( n2 , n2 ) | multiply ( n0 , #0 ) | subtract ( #1 , #0 ) | add ( n0 , #2 ) | divide ( #4 , #3 ) | subtract ( #5 , n0 )
a theater charges $ n0 for seats in the orchestra and $ n1 for seats in the balcony . on a certain night , a total of n2 tickets were sold for a total cost of $ n3 , n4 . how many more tickets were sold that night for seats in the balcony than for seats in the orchestra ?	multiply ( n0 , n2 ) | multiply ( const_1000 , const_3 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | subtract ( n0 , n1 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #0 , #6 ) | divide ( #7 , #4 ) | subtract ( n2 , #8 ) | subtract ( #8 , #9 )
three table runners have a combined area of n0 square inches . by overlapping the runners to cover n1 % of a table of area n2 square inches , the area that is covered by exactly two layers of runner is n3 square inches . what is the area of the table that is covered with three layers of runner ?	divide ( n1 , const_100 ) | subtract ( n0 , n3 ) | multiply ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , const_2 )
nails and screws are manufactured at a uniform weight per nail and a uniform weight per screw . if the total weight of one screw and one nail is half that of n0 screws and one nail , then the total weight of n2 screws , and n2 nails is how many times that of n3 screws and n4 nails ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( #1 , const_10 )
the average temperature of the town in the first n0 days of a month was n1 degrees . the average for the second , third , fourth and fifth days was n2 degrees . if the temperatures of the first and fifth days were in the ratio n3 : n4 , then what is the temperature on the fifth day ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | subtract ( #0 , #1 ) | multiply ( n4 , #2 )
a block of wood has dimensions n1 cm x n1 cm x n2 cm . the block is painted red and then cut evenly at the n3 cm mark , parallel to the sides , to form two rectangular solids of equal volume . what percentage of the surface area of each of the new solids is not painted red ?	multiply ( const_100 , const_4 ) | multiply ( #0 , const_4 ) | add ( #1 , const_100 ) | add ( #2 , const_100 ) | divide ( const_100 , #3 ) | multiply ( #4 , const_100 )
at deluxe paint store , fuchsia paint is made by mixing n3 parts of red paint with n2 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
of the n0 residents of clermontville , n1 % watch the television show island survival , n2 % watch lovelost lawyers and n3 % watch medical emergency . if all residents watch at least one of these n4 shows and n5 % watch exactly n6 of these shows , then how many clermontville residents z watch all of the shows ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | add ( #4 , #5 ) | add ( #8 , #6 ) | subtract ( #9 , n0 ) | subtract ( #10 , #7 ) | divide ( #11 , n6 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
a car traveled n0 % of the way from town a to town b at an average speed of n1 miles per hour . the car travels at an average speed of s miles per hour for the remaining part of the trip . the average speed for the entire trip was n2 miles per hour . what is s ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
at deluxe paint store , fuchsia paint is made by mixing n3 parts of red paint with n1 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
equal amount of water were poured into two empty jars of different capacities , which made one jar n2 / n1 full and other jar n2 / n3 full . if the water in the jar with lesser capacity is then poured into the jar with greater capacity , what fraction of the larger jar will be filled with water ?	divide ( const_2 , n1 )
a labourer was engaged for n0 days on the condition that for every day , he works , he will be paid rs . n1 and for every day , he is absent he will be fined n4 p . if he receives only rs . n3 no_ascii_44 n4 , find the no . of days he was absent is _____	divide ( n2 , const_100 ) | add ( n3 , #0 ) | add ( #0 , const_2 ) | subtract ( n2 , #1 ) | divide ( #3 , #2 )
at a certain restaurant , the price of a sandwich is $ n0 more than the price of a cup of coffee . if the price of a sandwich and a cup of coffee is $ n1 , including a sales tax of n2 % , what is the price of a cup of coffee , excluding the sales tax ?	divide ( const_1 , n2 ) | multiply ( n1 , n2 ) | divide ( #1 , const_10 ) | add ( #2 , #2 ) | subtract ( #3 , n2 ) | add ( #0 , #4 ) | subtract ( #5 , const_1 )
a certain roller coaster has n4 cars , and a passenger is equally likely to ride in any n1 of the n4 cars each time that passenger rides the roller coaster . if a certain passenger is to ride the roller coaster n4 times , what is the probability that the passenger will ride in each of the n4 cars ?	divide ( n1 , n0 ) | factorial ( n0 ) | power ( #0 , n0 ) | multiply ( #1 , #2 )
the breath of a rectangle is three - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the length is n1 units ?	add ( const_1 , const_4 ) | square_edge_by_area ( n0 ) | multiply ( #1 , const_3 ) | divide ( #2 , #0 ) | rectangle_area ( n1 , #3 )
in an election only two candidates contested n0 % of the voters did not vote and n1 votes were declared as invalid . the winner got n2 votes more than his opponent thus he secured n3 % votes of the total voters on the voter list . percentage votes of the defeated candidate out of the total votes casted is :	add ( n0 , const_10 ) | add ( n1 , n2 ) | divide ( n3 , const_100 ) | multiply ( #2 , const_1000 ) | multiply ( #1 , const_10 ) | add ( #0 , #3 ) | add ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
in a certain supermarket , a triangular display of cans is arranged in n2 rows , numbered n1 through n2 from top to bottom . each successively numbered row contains n3 more cans than the row immediately above it . if there are fewer than n4 cans in the entire display , how many cans are in the sixth row ?	add ( n3 , n3 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | multiply ( n3 , #0 ) | divide ( #2 , const_2 ) | multiply ( n0 , #4 ) | subtract ( n4 , #5 ) | divide ( #6 , n0 ) | floor ( #7 ) | add ( #8 , #3 )
if a number p is prime , and n0 p + n3 = q , where q is also prime , then the decimal expansion of n3 / q will produce a decimal with q - n3 digits . if this method produces a decimal with n4 digits , what is the units digit of the product of p and q	add ( n2 , n4 ) | subtract ( #0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , n2 ) | subtract ( #2 , #3 )
a car traveled n0 % of the way from town a to town b at an average speed of n2 miles per hour . the car travels at an average speed of s miles per hour for the remaining part of the trip . the average speed for the entire trip was n2 miles per hour . what is s ?	add ( n1 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( #0 , n0 ) | subtract ( #2 , #1 ) | divide ( #3 , #4 )
a vessel of capacity n0 litre has n1 % of alcohol and another vessel of capacity n2 litre had n3 % alcohol . the total liquid of n4 litre was poured out in a vessel of capacity n5 litre and thus the rest part of the vessel was filled with the water . what is the new concentration of mixture ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n5 ) | multiply ( #5 , const_100 )
a jar contains only red , yellow , and orange marbles . if there are n3 red , n1 yellow , and n2 orange marbles , and n3 marbles are chosen from the jar at random without replacing any of them , what is the probability that n4 yellow , n5 red , and no orange marbles will be chosen ?	add ( n1 , n2 ) | choose ( n1 , n4 ) | choose ( n0 , n5 ) | add ( n0 , #0 ) | multiply ( #1 , #2 ) | choose ( #3 , n0 ) | divide ( #4 , #5 )
at deluxe paint store , fuchsia paint is made by mixing n0 parts of red paint with n1 parts of blue paint . mauve paint is made by mixing n2 parts of red paint with n3 parts blue paint . how many liters of blue paint must be added to n4 liters of fuchsia to change it to mauve paint ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n2 , #0 ) | divide ( n3 , #0 ) | multiply ( n4 , #1 ) | divide ( #4 , #2 ) | subtract ( n4 , #4 ) | multiply ( #5 , #3 ) | subtract ( #7 , #6 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 , n5 and variables costs averaging $ n2 per item . if the manufacturer no_ascii_32 s selling price per item is $ n3 , how many items the manufacturer produce and sell to earn an annual profit of $ n4 , n5 ?	add ( n1 , const_3 ) | multiply ( const_2 , const_4 ) | power ( const_100 , const_2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | multiply ( #4 , #2 ) | divide ( #5 , #3 ) | divide ( #6 , #1 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_1000 )
in an election , candidate douglas won n0 percent of the total vote in counties x and y . he won n1 percent of the vote in county x . if the ratio of people who voted in county x to county y is n2 : n3 , what percent of the vote did candidate douglas win in county y ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_3 ) | divide ( n3 , const_3 ) | multiply ( #1 , #2 ) | subtract ( #0 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
nails and screws are manufactured at a uniform weight per nail and a uniform weight per screw . if the total weight of one screw and one nail is half that of n0 screws and one nail , then the total weight of n2 screws , and n2 nails is how many times that of n3 screws and n4 nails ?	multiply ( n1 , const_4 ) | add ( n1 , #0 ) | divide ( #1 , const_10 )
equal amount of water were poured into two empty jars of different capacities , which made one jar n2 / n1 full and other jar n2 / n3 full . if the water in the jar with lesser capacity is then poured into the jar with greater capacity , what fraction of the larger jar will be filled with water ?	divide ( const_2 , n1 )
the mall charges n0 cents for the first hour of parking and $ n1 for each additional hour until the customer reaches n2 hours , after that the parking fee is $ n3 per hour . if mr . park parked his car in the mall for n4 hours and n5 minutes , how much is he going to pay ?	divide ( n0 , const_100 ) | multiply ( n1 , n1 ) | subtract ( n4 , n2 ) | add ( #0 , #2 ) | multiply ( n3 , #3 ) | add ( #1 , #4 ) | add ( #5 , #0 )
a certain drink of type a is prepared by mixing n2 parts milk with n3 parts fruit juice . another drink of type b is prepared by mixing n2 parts of fruit juice and n3 parts of milk . how many liters of fruit juice must be added to n4 liters of drink a to convert it to drink b ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( n4 , #2 ) | multiply ( n0 , #3 ) | divide ( #5 , n1 ) | subtract ( #6 , #4 )
in an election , candidate douglas won n0 percent of the total vote in counties x and y . he won n1 percent of the vote in county x . if the ratio of people who voted in county x to county y is n2 : n3 , what percent of the vote did candidate douglas win in county y ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_3 ) | divide ( n3 , const_3 ) | multiply ( #1 , #2 ) | subtract ( #0 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
on sunday , bill ran n0 more miles than he ran on saturday . julia did not run on saturday , but she ran twice the number of miles on sunday that bill ran on sunday . if bill and julia ran a total of n1 miles on saturday and sunday , how many miles did bill run on sunday ?	multiply ( n0 , const_2 ) | add ( n0 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 ) | add ( n0 , #3 )
in a certain animal shelter , the ratio of the number of catsto the number of dogs is n3 to n1 . if n2 additional dogs were to be taken in by the shelter , the ratio of the number of cats to the number of dogs would be n3 to n4 . how many cats are in the shelter ?	subtract ( n4 , n1 ) | divide ( n2 , #0 ) | multiply ( n0 , #1 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
an offshore company sells two products , l and m . last year , seventy percent of the units sold were product l , and the price of product l was n0 percent greater than the price of product m . approximately what percent of the total revenue the company received last year was from the sale of product l ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( const_1 , #1 ) | subtract ( const_100 , #2 ) | multiply ( #4 , #3 ) | add ( #5 , #2 ) | divide ( #2 , #6 ) | multiply ( #7 , const_100 )
an amount of rs . n0 is invested in two types of shares . the first yields an interest of n3 % p . a and the second , n6 % p . a . if the total interest at the end of one year is n3 n4 / n5 % , then the amount invested at n6 % was ?	divide ( n4 , n5 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | subtract ( #2 , #1 ) | divide ( #3 , const_100 ) | multiply ( n0 , #6 ) | subtract ( #7 , #4 ) | divide ( #8 , #5 )
x , y , and z are all unique numbers . if x is chosen randomly from the set { n0 , n1 , n2 } and y and z are chosen randomly from the set { n3 , n4 , n5 , n6 } , what is the probability that x and y are prime and z is not ?	divide ( const_1 , const_2 ) | divide ( const_1 , const_4 ) | multiply ( #0 , #1 )
a certain manufacturer produces items for which the production costs consist of annual fixed costs totaling $ n0 , n5 and variables costs averaging $ n2 per item . if the manufacturer no_ascii_32 s selling price per item is $ n3 , how many items the manufacturer produce and sell to earn an annual profit of $ n4 , n5 ?	add ( const_10 , const_3 ) | multiply ( const_2 , const_4 ) | power ( const_100 , const_2 ) | subtract ( n2 , n1 ) | add ( n2 , #0 ) | multiply ( #4 , #2 ) | divide ( #5 , #3 ) | divide ( #6 , #1 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_1000 )
the volume of a rectangular swimming pool is n0 cubic meters and water is flowing into the swimming pool . if the surface level of the water is rising at the rate of n1 meters per minute , what is the rate s , in cubic meters per minutes , at which the water is flowing into the swimming pool ?	divide ( n0 , n1 )
bert and rebecca were looking at the price of a condominium . the price of the condominium was n0 % more than bert had in savings , and separately , the same price was also n1 % more than rebecca had in savings . what is the ratio of what bert has in savings to what rebecca has in savings .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( const_100 , #0 ) | divide ( const_100 , #1 ) | divide ( #2 , #3 )
the length of a rectangle is two - fifths of the radius of a circle . the radius of the circle is equal to the side of the square , whose area is n0 sq . units . what is the area ( in sq . units ) of the rectangle if the rectangle if the breadth is n1 units ?	divide ( n1 , const_2 ) | sqrt ( n0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_2 ) | multiply ( n1 , #3 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
in cliff no_ascii_32 s impressive rock collection , there are half as many igneous rocks as sedimentary rocks . of the igneous rocks , n0 / n1 are shiny and the rest are matte , while n2 / n3 of the sedimentary rocks are shiny . if there are n4 shiny igneous rocks , how many total rocks does cliff have ?	multiply ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 )
two assembly line inspectors , smithy and glen , inspect widgets as they come off the assembly line . if smithy inspects every fifth widget , starting with the fifth , and glen inspects every third , starting with the third , how many of the n0 widgets produced in the first hour of operation are not inspected by either inspector ?	divide ( const_10 , const_2 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | multiply ( #0 , const_3 ) | add ( #2 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 ) | subtract ( n0 , #6 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . if in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 , in which year will commodity x cost n5 cents more than the commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
the no_ascii_30 length of integer x no_ascii_79 refers to the number of prime factors , not necessarily distinct , that x has . ( if x = n2 , the length of x would be n1 because n2 = n4 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 . ) what is the greatest possible length of integer z if z < n7 ?	power ( n3 , const_10 ) | log ( #0 )
two stations p and q are n0 km apart on a straight track . one train starts from p at n1 a . m . and travels towards q at n2 kmph . another train starts from q at n3 a . m . and travels towards p at a speed of n4 kmph . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
an order was placed for a carpet whose length and width were in the ratio of n0 : n1 . subsequently , the dimensions of the carpet were altered such that its length and width were in the ratio n3 : n3 but were was no change in its perimeter . what is the ratio of the areas of the carpets ?	add ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | divide ( #2 , n1 ) | divide ( #3 , #0 ) | multiply ( n2 , #4 ) | rectangle_area ( #4 , #5 ) | divide ( #1 , #6 )
a certain rectangular crate measures n0 feet by n1 feet by n2 feet . a cylindrical gas tank is to be made for shipment in the crate and will stand upright when the crate is placed on one of its six faces . what should the radius of the tank be if it is to be of the largest possible volume ?	divide ( n1 , const_2 ) | multiply ( n0 , const_pi ) | volume_cylinder ( #0 , n0 ) | divide ( #2 , #1 ) | sqrt ( #3 )
a certain junior class has n0 students and a certain senior class has n1 students . among these students , there are n2 siblings pairs each consisting of n5 junior and n5 senior . if n5 student is to be selected at random from each class , what is the probability that the n6 students selected will be a sibling pair ?	divide ( n3 , const_3 )
the ratio of the amount of the oil bill for the month of february to the amount of the oil bill for the month of january was n4 : n1 . if the oil bill for february had been $ n2 more , the corresponding ratio would have been n3 : n4 . how much was the oil bill for january ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
anne and katherine are both saving money from their summer jobs to buy bicycles . if anne had $ n0 less , she would have exactly n1 / n3 as much as katherine . and if katherine had twice as much , she would have exactly n3 times as much as anne . how much money have they saved together ? (	divide ( const_2 , n2 ) | multiply ( n0 , n2 ) | multiply ( #0 , #1 ) | add ( #1 , #2 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a , b and c invests rs . n0 , rs . n1 and rs . n2 in a business . after one year a removed his money ; b and c continued the business for one more year . if the net profit after n3 years be rs . n4 , then a ' s share in the profit is ?	multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 ) | multiply ( n0 , #4 )
s = { n0 , n1 , n4 , n5 } b = { n4 , n5 , n6 , n7 , n8 } two integers will be randomly selected from the sets above , one integer from set s and one integer from set b . what is the probability that the sum of the two integers will equal n9 ?	multiply ( n3 , const_4 ) | divide ( const_4 , #0 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a camera lens filter kit containing n8 filters sells for $ n1 . if the filters are purchased individually , n4 of them are priced at $ n3 each , n4 at $ n5 each , n6 at $ n7 . the amount saved by purchasing the kit is what percent of the total price of the n8 filters purchased individually ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( n7 , #2 ) | subtract ( n1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , n1 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts two hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
a total of $ n0 , n1 was invested in two certificates of deposit at simple annual interest rates of n2 percent and n3 percent , respectively . if the total interest on the two certificates was $ n4 , n5 at the end of one year , what fractional part of the $ n6 was invested at the higher rate ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | add ( #5 , #4 ) | divide ( #6 , n4 ) | divide ( #7 , n2 ) | add ( n2 , #8 ) | subtract ( #9 , n1 ) | divide ( #10 , n4 )
on a certain transatlantic crossing , n0 percent of a ship ' s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship ' s passengers held round - trip tickets ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a , b and c invests rs . n0 , rs . n1 and rs . n2 in a business . after one year a removed his money ; b and c continued the business for two more year . if the net profit after n3 years be rs . n4 , then a ' s share in the profit is ?	multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 ) | multiply ( n0 , #4 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
a cubic object n2 ' ' x n2 ' ' x n2 ' ' is painted blue on all the outside surfaces , including the top and bottom . if the cube is cut into n3 cubes of n7 ' ' x n7 ' ' x n7 ' ' , how many n7 ' ' cubes do have any painted surfaces ?	subtract ( n3 , const_1 )
a and b walk around a circular track . they start at n0 a . m . from the same point in the opposite directions . a and b walk at a speed of n1 rounds per hour and n2 rounds per hour respectively . how many times shall they cross each other before n3 : n4 p . m . ?	add ( n1 , n2 ) | add ( #0 , #0 )
in cliff no_ascii_32 s impressive rock collection , there are half as many igneous rocks as sedimentary rocks . of the igneous rocks , n0 / n3 are shiny and the rest are matte , while n2 / n3 of the sedimentary rocks are shiny . if there are n4 shiny igneous rocks , how many total rocks does cliff have ?	multiply ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 )
an order was placed for a carpet whose length and width were in the ratio of n0 : n2 . subsequently , the dimensions of the carpet were altered such that its length and width were in the ratio n2 : n3 but were was no change in its perimeter . what is the ratio of the areas of the carpets ?	add ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | divide ( #2 , n1 ) | divide ( #3 , #0 ) | multiply ( n2 , #4 ) | rectangle_area ( #4 , #5 ) | divide ( #1 , #6 )
a snooker tournament charges $ n0 for vip seats and $ n1 for general admission ( no_ascii_30 regular no_ascii_79 seats ) . on a certain night , a total of n2 tickets were sold , for a total cost of $ n3 , n4 . how many fewer tickets were sold that night for vip seats than for general admission seats ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | multiply ( #1 , #1 ) | add ( #3 , #4 ) | subtract ( #6 , #2 ) | divide ( #7 , #5 ) | subtract ( n2 , #8 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
two stations p and q are n0 km apart on a straight track . one train starts from p at n1 a . m . and travels towards q at n2 kmph . another train starts from q at n3 a . m . and travels towards p at a speed of n4 kmph . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a glucose molecule contains n2 carbon , n3 hydrogen and n2 oxygen atoms . during photosynthesis , green plants create glucose daily . if , over a period of n3 days , an eucalyptus plant ( a green plant ) creates n4 molecules of glucose then approximately how many more atoms of hydrogen than carbon are created on average per day ?	divide ( n4 , n1 ) | multiply ( n1 , #0 )
a runner runs the n0 miles from marathon to athens at a constant speed . halfway through the run she injures her foot , and continues to run at half her previous speed . if the second half takes her n1 hours longer than the first half , how many hours did it take the runner to run the second half ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
during a special promotion , a certain filling station is offering a n0 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , n0 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
r = { n0 , n1 , n4 , n5 } b = { n4 , n5 , n6 , n7 , n8 } two integers will be randomly selected from the sets above , one integer from set r and one integer from set b . what is the probability that the sum of the two integers will equal n9 ?	divide ( n2 , n2 ) | divide ( const_1 , n3 ) | multiply ( #0 , #1 )
a lemonade stand sold only small and large cups of lemonade on tuesday . n0 / n1 of the cups sold were small and the rest were large . if the large cups were sold for n2 / n3 as much as the small cups , what fraction of tuesday ' s total revenue was from the sale of large cups ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 ) | multiply ( #2 , #2 ) | subtract ( const_10 , #2 ) | multiply ( #3 , #5 ) | add ( #4 , #6 ) | divide ( #6 , #7 )
a rotameter is a device that measures flow of liquid and gases . when measuring liquid phase flows , n0 inches represent n1 liters per minute of liquid . with gas measurements the rotameter moves n2 % of the movement he moves with the liquid phase . how many liters of gas passed through the rotameter if it measured n3 inches ?	divide ( n2 , const_100 ) | multiply ( n1 , n3 ) | divide ( #1 , n0 ) | divide ( #2 , #0 )
on june n4 a bicycle dealer noted that the number of bicycles in stock had decreased by n1 for each of the past n2 months . if the stock continues to decrease at the same rate for the rest of the year , how many fewer bicycles will be in stock on november n4 than were in stock on january n4 ?	subtract ( const_10 , n0 ) | multiply ( n1 , #0 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another survey of n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
if grapes are n0 % water and raisins are n1 % water , then how many kilograms did a quantity of raisins , which currently weighs n2 kilograms , weigh when all the raisins were grapes ? ( assume that the only difference between their raisin - weight and their grape - weight is water that evaporated during their transformation . )	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
on june n4 a bicycle dealer noted that the number of bicycles in stock had decreased by n1 for each of the past n2 months . if the stock continues to decrease at the same rate for the rest of the year , how many fewer bicycles will be in stock on december n4 than were in stock on january n4 ?	subtract ( const_10 , n0 ) | multiply ( n1 , #0 )
an engine moves at the speed of n0 kmph without any coaches attached to it . speed of the train reduces at the rate that varies directly as the square root of the number of coaches attached . when n1 coaches are attached speed decreases to n2 kmph . what will be the speed of train when n3 coaches are attached .	sqrt ( n1 ) | sqrt ( n3 ) | subtract ( n0 , n2 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 ) | subtract ( n0 , #4 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts six hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
if a number p is prime , and n0 p + n1 = q , where q is also prime , then the decimal expansion of n3 / q will produce a decimal with q - n3 digits . if this method produces a decimal with n4 digits , what is the units digit of the product of p and q ?	add ( n2 , n4 ) | subtract ( #0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , n2 ) | subtract ( #2 , #3 )
during a special promotion , a certain filling station is offering a n1 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , n0 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
marla starts running around a circular track at the same time nick starts walking around the same circular track . marla completes n0 laps around the track per hour and nick completes n1 laps around the track per hour . how many minutes after marla and nick begin moving will marla have completed n2 more laps around the track than nick ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
during a special promotion , a certain filling station is offering a n0 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , const_10 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
two stations p and q are n0 km apart on a straight track . one train starts from p at n1 a . m . and travels towards q at n2 kmph . another train starts from q at n3 a . m . and travels towards p at a speed of n4 kmph . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
a total of $ n0 , n1 was invested in two certificates of deposit at simple annual interest rates of n2 percent and n3 percent , respectively . if the total interest on the two certificates was $ n4 , n5 at the end of one year , what fractional part of the $ n6 was invested at the higher rate ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | add ( #5 , #4 ) | divide ( #6 , n4 ) | divide ( #7 , n2 ) | add ( n2 , #8 ) | subtract ( #9 , n1 ) | divide ( #10 , n4 )
nicky and cristina are running a race . since cristina is faster than nicky , she gives him a n0 meter head start . if cristina runs at a pace of n1 meters per second and nicky runs at a pace of only n2 meters per second , how many seconds will nicky have run before cristina catches up to him ?	subtract ( n1 , n2 ) | divide ( n0 , #0 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts three hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
line q has the equation n0 y no_ascii_77 n1 x = n2 . if line s is perpendicular to q , has an integer for its y - intercept , and intersects q in the second quadrant , then how many possible line s no_ascii_32 s exist ? ( note : intersections on one of the axes do not count . )	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( #1 , const_2 ) | add ( #2 , #3 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
an engine moves at the speed of n0 kmph without any coaches attached to it . speed of the train reduces at the rate that varies directly as the square root of the number of coaches attached . when n1 coaches are attached speed decreases to n2 kmph . what will be the speed of train when n3 coaches are attached .	sqrt ( n1 ) | sqrt ( n3 ) | subtract ( n0 , n2 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 ) | subtract ( n0 , #4 )
a lemonade stand sold only small and large cups of lemonade on tuesday . n0 / n1 of the cups sold were small and the rest were large . if the large cups were sold for n2 / n3 as much as the small cups , what fraction of tuesday ' s total revenue was from the sale of large cups ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 ) | multiply ( #2 , #2 ) | subtract ( const_10 , #2 ) | multiply ( #3 , #5 ) | add ( #4 , #6 ) | divide ( #6 , #7 )
lionel left his house and walked towards walt ' s house , n0 miles away . two hours later , walt left his house and ran towards lionel ' s house . if lionel ' s speed was n1 miles per hour and walt ' s n2 miles per hour , how many miles had lionel walked when he met walt ?	add ( n1 , n2 ) | multiply ( n1 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , n1 ) | multiply ( n1 , #4 )
the ratio of the amount of the oil bill for the month of february to the amount of the oil bill for the month of january was n4 : n1 . if the oil bill for february had been $ n2 more , the corresponding ratio would have been n3 : n4 . how much was the oil bill for january ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
a contest will consist of n questions , each of which is to be answered eithertrueorfalse . anyone who answers all n questions correctly will be a winner . what is the least value of n for which the probability is less than n0 / n1 that a person who randomly guesses the answer to each question will be a winner ?	divide ( n0 , n1 ) | multiply ( #0 , const_1000 )
a snooker tournament charges $ n0 for vip seats and $ n1 for general admission ( no_ascii_30 regular no_ascii_79 seats ) . on a certain night , a total of n2 tickets were sold , for a total cost of $ n3 , n4 . how many fewer tickets were sold that night for vip seats than for general admission seats ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | multiply ( #1 , #1 ) | add ( #3 , #4 ) | subtract ( #6 , #2 ) | divide ( #7 , #5 ) | subtract ( n2 , #8 )
a runner runs the n0 miles from marathon to athens at a constant speed . halfway through the run she injures her foot , and continues to run at half her previous speed . if the second half takes her n1 hours longer than the first half , how many hours did it take the runner to run the second half ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
a snooker tournament charges $ n0 for vip seats and $ n1 for general admission ( no_ascii_30 regular no_ascii_79 seats ) . on a certain night , a total of n2 tickets were sold , for a total cost of $ n3 , n4 . how many fewer tickets were sold that night for vip seats than for general admission seats ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | multiply ( #1 , #1 ) | add ( #3 , #4 ) | subtract ( #6 , #2 ) | divide ( #7 , #5 ) | subtract ( n2 , #8 )
the malibu country club needs to drain its pool for refinishing . the hose they use to drain it can remove n0 cubic feet of water per minute . if the pool is n1 feet wide by n2 feet long by n3 feet deep and is currently at n4 % capacity , how long will it take to drain the pool ?	divide ( n4 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , n0 )
a and b can do a piece of work in n0 days , while b and c can do the same work in n1 days and c and a in n2 days . they started working together , after n4 days a left . after another n4 days b left . in how many days c can finish the remaining work ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | multiply ( n3 , #5 ) | subtract ( #5 , #1 ) | subtract ( const_1 , #6 ) | divide ( #8 , #7 )
timothy drove at an average speed of n0 mph for some time and then at an average speed of n3 mph for the rest of the journey . if he made no stops during the trip and his average speed for the entire journey was n2 mph , for what fraction of the total time did he drive at n3 mph ?	subtract ( n2 , n0 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 ) | divide ( #2 , const_4 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
in an office , n0 percent of the workers have at least n6 years of service , and a total of n2 workers have at least n7 years of service . if n4 percent of the workers have fewer than n7 years of service , how many of the workers have at least n6 but fewer than n7 years of service ?	divide ( n3 , const_100 ) | divide ( const_1 , const_2 ) | multiply ( const_2 , const_4 ) | divide ( n2 , #0 ) | multiply ( n4 , #3 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 ) | subtract ( #6 , #5 ) | divide ( #7 , #2 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another survey of n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
during a special promotion , a certain filling station is offering a n1 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , n0 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . willam . mr . willam paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
a total of $ n0 , n1 was invested in two certificates of deposit at simple annual interest rates of n2 percent and n3 percent , respectively . if the total interest on the two certificates was $ n4 , n5 at the end of one year , what fractional part of the $ n6 was invested at the higher rate ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | add ( #5 , #4 ) | divide ( #6 , n4 ) | divide ( #7 , n2 ) | add ( n2 , #8 ) | subtract ( #9 , n1 ) | divide ( #10 , n4 )
the malibu country club needs to drain its pool for refinishing . the hose they use to drain it can remove n0 cubic feet of water per minute . if the pool is n1 feet wide by n2 feet long by n3 feet deep and is currently at n4 % capacity , how long will it take to drain the pool ?	divide ( n4 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , n0 )
a flamboyant comic book villain has abducted a bystander ! captain valiant is alerted to the crime and reaches the start of the villain ' s trail n0 minutes later . the villain is in a getaway car going n1 kmph , and captain valiant can fly at n2 kmph . how long will the bystander have to wait for rescue ?	subtract ( n2 , n1 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . william . mr . william paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
if n0 people a , b , c can do a work simultaneously in n1 days . a and b can do work in n2 days . b and c can do work in n3 days . c and a can do the same work in n4 days . in how many days that a can complete the same work alone ?	divide ( const_1 , n2 ) | divide ( const_1 , n3 ) | divide ( const_1 , n4 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | subtract ( #5 , #1 ) | divide ( const_1 , #6 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . william . mr . william paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another survey of n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a camera lens filter kit containing n8 filters sells for $ n1 . if the filters are purchased individually , n4 of them are priced at $ n3 each , n4 at $ n5 each , n6 at $ n7 . the amount saved by purchasing the kit is what percent of the total price of the n8 filters purchased individually ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( n7 , #2 ) | subtract ( n1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , n1 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a camera lens filter kit containing n8 filters sells for $ n1 . if the filters are purchased individually , n4 of them are priced at $ n3 each , n4 at $ n5 each , n6 at $ n7 . the amount saved by purchasing the kit is what percent of the total price of the n8 filters purchased individually ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( n7 , #2 ) | subtract ( n1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , n1 )
a contest will consist of n questions , each of which is to be answered eithertrueorfalse . anyone who answers all n questions correctly will be a winner . what is the least value of n for which the probability is less than n0 / n1 that a person who randomly guesses the answer to each question will be a winner ?	divide ( n0 , n1 ) | multiply ( #0 , const_1000 )
a total of $ n0 , n1 was invested in two certificates of deposit at simple annual interest rates of n2 percent and n3 percent , respectively . if the total interest on the two certificates was $ n4 , n5 at the end of one year , what fractional part of the $ n6 was invested at the higher rate ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | add ( #5 , #4 ) | divide ( #6 , n4 ) | divide ( #7 , n2 ) | add ( n2 , #8 ) | subtract ( #9 , n1 ) | divide ( #10 , n4 )
nicky and cristina are running a race . since cristina is faster than nicky , she gives him a n0 meter head start . if cristina runs at a pace of n1 meters per second and nicky runs at a pace of only n2 meters per second , how many seconds will nicky have run before cristina catches up to him ?	subtract ( const_4 , const_3 ) | divide ( n0 , #0 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many f cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
an order was placed for a carpet whose length and width were in the ratio of n3 : n1 . subsequently , the dimensions of the carpet were altered such that its length and width were in the ratio n2 : n3 but were was no change in its perimeter . what is the ratio of the areas of the carpets ?	add ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | divide ( #2 , n1 ) | divide ( #3 , #0 ) | multiply ( n2 , #4 ) | rectangle_area ( #4 , #5 ) | divide ( #1 , #6 )
in arun ' s company n2 % of the employees earn less than $ n1 a year , n2 % of the employees earn more than $ n3 a year , n4 % of the employees earn $ n5 a year and n6 % of the employees earn $ n7 a year . what is the median salary for the company ?	multiply ( n5 , const_2 ) | divide ( #0 , const_2 ) | divide ( #1 , const_100 ) | divide ( #2 , const_10 )
a certain rectangular crate measures n0 feet by n1 feet by n2 feet . a cylindrical gas tank is to be made for shipment in the crate and will stand upright when the crate is placed on one of its six faces . what should the radius of the tank be if it is to be of the largest possible volume ?	divide ( n1 , const_2 ) | multiply ( n0 , const_pi ) | volume_cylinder ( #0 , n0 ) | divide ( #2 , #1 ) | sqrt ( #3 )
pipe a can fill a pool in n0 hours at a constant rate . if pipe a does the job for n1 hours and pipe b does the rest of the job , which works at n2 / n3 constant rate of pipe a . how long will it take for pipe b alone to do the rest of the job ?	inverse ( n3 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts four hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
one pack of cake mix is being stirred before being poured into two separate baking trays . the first tray can hold a certain amount of cups of the mix while the other holds n0 cups less than the first . if the total number of cups poured is n1 , how many cups of batter does the second tray hold ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . willam . mr . willam paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many r cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
a lemonade stand sold only small and large cups of lemonade on tuesday . n0 / n1 of the cups sold were small and the rest were large . if the large cups were sold for n2 / n3 as much as the small cups , what fraction of tuesday ' s total revenue was from the sale of large cups ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 ) | multiply ( #2 , #2 ) | subtract ( const_10 , #2 ) | multiply ( #3 , #5 ) | add ( #4 , #6 ) | divide ( #6 , #7 )
in cliff no_ascii_32 s impressive rock collection , there are half as many igneous rocks as sedimentary rocks . of the igneous rocks , n2 / n1 are shiny and the rest are matte , while n2 / n3 of the sedimentary rocks are shiny . if there are n4 shiny igneous rocks , how many total rocks does cliff have ?	multiply ( n0 , n1 ) | multiply ( n4 , #0 ) | divide ( #1 , n0 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 )
a , b and c invests rs . n0 , rs . n1 and rs . n5 in a business . after n3 year a removed his money ; b and c continued the business for two more year . if the net profit after n4 years be rs . n5 , then a ' s share in the profit is ?	multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 ) | multiply ( n0 , #4 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . william . mr . william paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
a certain junior class has n0 students and a certain senior class has n1 students . among these students , there are n2 siblings pairs each consisting of n5 junior and n5 senior . if n5 student is to be selected at random from each class , what is the probability that the n6 students selected will be a sibling pair ?	divide ( n3 , const_3 )
line q has the equation n0 y no_ascii_77 n1 x = n2 . if line s is perpendicular to q , has an integer for its y - intercept , and intersects q in the second quadrant , then how many possible line s no_ascii_32 s exist ? ( note : intersections on one of the axes do not count . )	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( #1 , const_2 ) | add ( #2 , #3 )
a camera lens filter kit containing n8 filters sells for $ n1 . if the filters are purchased individually , n4 of them are priced at $ n3 each , n4 at $ n5 each , n6 at $ n7 . the amount saved by purchasing the kit is what percent of the total price of the n8 filters purchased individually ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( n7 , #2 ) | subtract ( n1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , n1 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many w cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
in a company with n0 employees , some part - time and some full - time , exactly ( n3 / n2 ) of the part - time employees and ( n3 / n4 ) of the full - time employees take the subway to work . what is the greatest possible number of employees who take the subway to work ?	multiply ( n0 , n2 ) | multiply ( n2 , n4 ) | divide ( #0 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 ) | add ( #2 , #4 )
nicky and cristina are running a race . since cristina is faster than nicky , she gives him a n0 meter head start . if cristina runs at a pace of n1 meters per second and nicky runs at a pace of only n2 meters per second , how many seconds will nicky have run before cristina catches up to him ?	subtract ( n1 , n2 ) | divide ( n0 , #0 )
a certain junior class has n0 students and a certain senior class has n1 students . among these students , there are n2 siblings pairs each consisting of n5 junior and n5 senior . if n5 student is to be selected at random from each class , what is the probability that the n6 students selected will be a sibling pair ?	divide ( n3 , const_3 )
in a certain animal shelter , the ratio of the number of dogs to the number of cats is n3 to n1 . if n2 additional cats were to be taken in by the shelter , the ratio of the number of dogs to the number of cats would be n3 to n4 . how many dogs are in the shelter ?	multiply ( n1 , n2 ) | subtract ( n4 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( n0 , #3 )
a certain rectangular crate measures n2 feet by n2 feet by n2 feet . a cylindrical gas tank is to be made for shipment in the crate and will stand upright when the crate is placed on one of its six faces . what should the radius of the tank be if it is to be of the largest possible volume ?	divide ( n1 , const_2 ) | multiply ( n0 , const_pi ) | volume_cylinder ( #0 , n0 ) | divide ( #2 , #1 ) | sqrt ( #3 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total .	subtract ( n2 , n0 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . willam . mr . willam paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
line q has the equation n0 y no_ascii_77 n1 x = n2 . if line s is perpendicular to q , has an integer for its y - intercept , and intersects q in the second quadrant , then how many possible line s no_ascii_32 s exist ? ( note : intersections on one of the axes do not count . )	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( #1 , const_2 ) | add ( #2 , #3 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total .	subtract ( n2 , n0 )
tough and tricky questions : functions . let a be a positive integer . let n # a equal n ^ ( n0 a ) if a is odd and n ^ ( n7 a ) if a is even . then ( n5 # n7 ) + ( n7 # n5 ) no_ascii_77 ( n7 # n7 ) is equal to	multiply ( n0 , n1 ) | power ( n2 , #0 )
two stations a and b are n2 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
two stations p and q are n0 km apart on a straight track . one train starts from p at n1 a . m . and travels towards q at n2 kmph . another train starts from q at n3 a . m . and travels towards p at a speed of n4 kmph . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
a total of $ n0 , n1 was invested in two certificates of deposit at simple annual interest rates of n2 percent and n3 percent , respectively . if the total interest on the two certificates was $ n4 , n5 at the end of one year , what fractional part of the $ n6 was invested at the higher rate ?	add ( const_1 , const_4 ) | multiply ( const_100 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_4 ) | add ( #3 , #1 ) | add ( #5 , #4 ) | divide ( #6 , n4 ) | divide ( #7 , n2 ) | add ( n2 , #8 ) | subtract ( #9 , n1 ) | divide ( #10 , n4 )
chlorination is used in industry for the purification of water ; n1 gm solution of chlorine will remove half of the germs in n1 liter of water . if water containing less than n2 % of germs is considered clean , what is the minimum amount of chlorine required to purify n3 liter of water containing n4 liter of harmful substances ?	multiply ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( #1 , const_2 )
joan took out a mortgage from hel local bank . each monthly mortgage payment she makes must be triple the amount of the previous month ' s payment . if her first payment is $ n0 , and the total amount she must pay back is $ n1 , how many months will it take joan to pay back her mortgage ?	log ( const_3 ) | multiply ( n1 , const_2 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | log ( #3 ) | divide ( #4 , #0 )
a runner runs the n0 miles from marathon to athens at a constant speed . halfway through the run she injures her foot , and continues to run at half her previous speed . if the second half takes her n1 hours longer than the first half , how many hours did it take the runner to run the second half ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . if in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 , in which year will commodity x cost n5 cents more than the commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
a student took n0 courses last year and received an average ( arithmetic mean ) grade of n1 points . the year before , the student took n2 courses and received an average grade of n3 points . to the nearest tenth of a point , what was the student no_ascii_32 s average grade for the entire two - year period ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | floor ( #4 )
a student took n0 courses last year and received an average ( arithmetic mean ) grade of n1 points . the year before , the student took n2 courses and received an average grade of n3 points . to the nearest tenth of a point , what was the student no_ascii_32 s average grade for the entire two - year period ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | floor ( #4 )
a lemonade stand sold only small and large cups of lemonade on tuesday . n0 / n2 of the cups sold were small and the rest were large . if the large cups were sold for n2 / n3 as much as the small cups , what fraction of tuesday ' s total revenue was from the sale of large cups ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 ) | multiply ( #2 , #2 ) | subtract ( const_10 , #2 ) | multiply ( #3 , #5 ) | add ( #4 , #6 ) | divide ( #6 , #7 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a student took n0 courses last year and received an average ( arithmetic mean ) grade of n1 points . the year before , the student took n2 courses and received an average grade of n3 points . to the nearest tenth of a point , what was the student no_ascii_32 s average grade for the entire two - year period ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | floor ( #4 )
tough and tricky questions : functions . let a be a positive integer . let n # a equal n ^ ( n4 a ) if a is odd and n ^ ( n7 a ) if a is even . then ( n4 # n7 ) + ( n4 # n7 ) no_ascii_77 ( n7 # n7 ) is equal to	multiply ( n0 , n1 ) | power ( n5 , #0 )
marla starts running around a circular track at the same time nick starts walking around the same circular track . marla completes n0 laps around the track per hour and nick completes n1 laps around the track per hour . how many minutes after marla and nick begin moving will marla have completed n2 more laps around the track than nick ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
if a number p is prime , and n0 p + n1 = q , where q is also prime , then the decimal expansion of n3 / q will produce a decimal with q - n3 digits . if this method produces a decimal with n4 digits , what is the units digit of the product of p and q ?	add ( n2 , n4 ) | subtract ( #0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , n2 ) | subtract ( #2 , #3 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts five hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
a girl was riding her scooter . her father wanted to calculate her speed . he knew that the street was n0 meters from end to end . he saw his daughter make the roundtrip n3 times . it took her n2 minutes to complete those n3 trips . how fast was the girl riding her scooter in kilometers per hour ?	divide ( n2 , const_60 ) | multiply ( n0 , n1 ) | divide ( #1 , const_1000 ) | divide ( #2 , #0 ) | subtract ( #3 , const_1 ) | divide ( #4 , const_4 )
joan took out a mortgage from hel local bank . each monthly mortgage payment she makes must be triple the amount of the previous month ' s payment . if her first payment is $ n0 , and the total amount she must pay back is $ n1 , how many months will it take joan to pay back her mortgage ?	log ( const_3 ) | multiply ( n1 , const_2 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | log ( #3 ) | divide ( #4 , #0 )
two assembly line inspectors , lauren and steven , inspect widgets as they come off the assembly line . if lauren inspects every fifth widget , starting with the fifth , and steven inspects every third , starting with the third , how many of the n0 widgets produced in the first hour of operation are not inspected by either inspector ?	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | add ( #0 , const_10 ) | divide ( n0 , #0 ) | floor ( #1 ) | divide ( n0 , #2 ) | floor ( #3 ) | add ( #6 , #4 ) | floor ( #5 ) | subtract ( #7 , #8 ) | subtract ( n0 , #9 )
on june n4 a bicycle dealer noted that the number of bicycles in stock had decreased by n1 for each of the past n2 months . if the stock continues to decrease at the same rate for the rest of the year , how many fewer bicycles will be in stock on september n4 than were in stock on january n4 ?	subtract ( const_10 , n0 ) | multiply ( n1 , #0 )
during a special promotion , a certain filling station is offering a n0 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , n0 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
mary decided to save a certain amount of her monthly salary each month and her salary was unchanged from month to month . if mary ' s savings by the end of the year from these monthly savings were n0 times the amount she spent per month , what should be the fraction of her salary that she spent each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | divide ( #0 , #1 )
in a market , a dozen eggs cost as much as a pound of rice , and a half - liter of kerosene costs as much as n0 eggs . if the cost of each pound of rice is $ n1 , then how many e cents does a liter of kerosene cost ? [ one dollar has n2 cents . ]	divide ( const_1 , const_2 ) | multiply ( n1 , n2 ) | divide ( n0 , #0 ) | divide ( #2 , const_12 ) | multiply ( #3 , #1 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
in the floor of a particular kitchen owned by an abstract artist , each row of tiles to the right of the first row contains two fewer tiles than the row directly to its left . if there are n0 rows in all and a total of n1 tiles in the floor , how many tiles does the leftmost row contain ?	divide ( n1 , n0 ) | add ( n0 , #0 ) | subtract ( #1 , const_1 )
abi decided to save a certain amount of her monthly salary each month and her salary was unchanged from month to month . if abi ' s savings by the end of the year from these monthly savings were n0 times the amount she spent per month , what should be the fraction of her salary that she spent each month ?	add ( n0 , const_12 ) | divide ( n0 , #0 ) | subtract ( const_1 , #1 )
a circular racetrack is n0 miles in length and has signs posted to indicate each n4 / n2 mile increment . if a race car starts at a random location on the track and travels exactly one half mile , what is the probability that the car ends within a half mile of the sign indicating n5 n4 / n5 miles ?	multiply ( n0 , const_10 ) | divide ( n2 , #0 )
bullock likes to keep a spare tyre in his car every time . on a certain day , he travels n0 , n1 , n2 km and just to make the most of all the tyres , he changes the tyres between his journey such that each tyre runs the same distance . what is the distance traveled by each tyre ?	multiply ( n0 , const_60 )
an order was placed for a carpet whose length and width were in the ratio of n2 : n1 . subsequently , the dimensions of the carpet were altered such that its length and width were in the ratio n2 : n3 but were was no change in its perimeter . what is the ratio of the areas of the carpets ?	add ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | divide ( #2 , n1 ) | divide ( #3 , #0 ) | multiply ( n2 , #4 ) | rectangle_area ( #4 , #5 ) | divide ( #1 , #6 )
lionel left his house and walked towards walt ' s house , n0 miles away . four hours later , walt left his house and ran towards lionel ' s house . if lionel ' s speed was n1 miles per hour and walt ' s n2 miles per hour , how many miles had lionel walked when he met walt ?	add ( const_2.0 , n2 ) | multiply ( n1 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , n1 ) | multiply ( n1 , #4 )
a contest will consist of n questions , each of which is to be answered eithertrueorfalse . anyone who answers all n questions correctly will be a winner . what is the least value of n for which the probability is less than n0 / n1 that a person who randomly guesses the answer to each question will be a winner ?	divide ( n0 , n1 ) | multiply ( #0 , const_1000 )
a and b walk around a circular track . they start at n0 a . m . from the same point in the opposite directions . a and b walk at a speed of n1 rounds per hour and n2 rounds per hour respectively . how many times shall they cross each other before n3 : n4 a . m . ?	add ( n1 , n2 ) | add ( #0 , #0 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
two pipes can separately fill a tank in n0 and n1 hours respectively . both the pipes are opened to fill the tank but when the tank is full , a leak develops in the tank through which one - third of water supplied by both the pipes goes out . what is the total time taken to fill the tank ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | inverse ( #2 ) | divide ( #3 , const_3 ) | add ( #4 , #3 )
marla starts running around a circular track at the same time nick starts walking around the same circular track . marla completes n0 laps around the track per hour and nick completes n1 laps around the track per hour . how many minutes after marla and nick begin moving will marla have completed n2 more laps around the track than nick ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
joan took out a mortgage from hel local bank . each monthly mortgage payment she makes must be triple the amount of the previous month ' s payment . if her first payment is $ n0 , and the total amount she must pay back is $ n1 , how many months will it take joan to pay back her mortgage ?	log ( const_3 ) | multiply ( n1 , const_2 ) | divide ( #1 , n0 ) | add ( #2 , const_1 ) | log ( #3 ) | divide ( #4 , #0 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another survey of n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
a contract is to be completed in n0 days sad n1 men were said to work n2 hours a day . after n3 days , ( n4 / n5 ) of the work is completed . how many additional men may be employed so that the work may be completed in time , each man now working n6 hours a day ?	divide ( n4 , n5 ) | subtract ( n0 , n3 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( n3 , #3 ) | multiply ( n6 , #2 ) | multiply ( n2 , #4 ) | multiply ( n1 , #6 ) | divide ( #7 , #5 ) | subtract ( #8 , n1 )
a square was given . inside the square there are white tiles and black tiles . black tiles was among the diagonal of the square and dimensions of both white as well as black tiles is n1 cm x n1 cm . if there are n2 black tiles in the square . then find the no of white tiles in it .	add ( n0 , n2 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , n2 )
in a certain animal shelter , the ratio of the number of dogs to the number of cats is n3 to n1 . if n2 additional cats were to be taken in by the shelter , the ratio of the number of dogs to the number of cats would be n3 to n4 . how many dogs are in the shelter ?	multiply ( n1 , n2 ) | subtract ( n4 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( n0 , #3 )
the ratio of the amount of the oil bill for the month of february to the amount of the oil bill for the month of january was n0 : n1 . if the oil bill for february had been $ n2 more , the corresponding ratio would have been n3 : n4 . how much was the oil bill for january ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
on a certain transatlantic crossing , n0 percent of a ship no_ascii_32 s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship no_ascii_32 s passengers held round - trip tickets ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n3 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts two hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
t = { n0 , n1 , n4 , n5 } b = { n4 , n5 , n6 , n7 , n8 } two integers will be randomly selected from the sets above , one integer from set t and one integer from set b . what is the probability that the sum of the two integers will equal n9 ?	add ( n3 , n6 ) | add ( n9 , #0 ) | divide ( #1 , const_100 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total .	subtract ( n2 , n0 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . if in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 , in which year will commodity x cost n5 cents more than the commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
two stations p and q are n0 km apart on a straight track . one train starts from p at n1 a . m . and travels towards q at n2 kmph . another train starts from q at n3 a . m . and travels towards p at a speed of n4 kmph . at what time will they meet ?	add ( n0 , n4 ) | add ( n2 , n4 ) | divide ( #0 , #1 ) | add ( n1 , #2 )
in a building there are n2 rooms . each having a equal area . the length of the room is n1 m and breadht is n2 m . the height of the rooms are n3 m . if n4 bricks are needed to make a square meter then how many bricks are needed to make the floor of a particular room ?	multiply ( n0 , n1 ) | multiply ( n4 , #0 )
a lemonade stand sold only small and large cups of lemonade on tuesday . n0 / n1 of the cups sold were small and the rest were large . if the large cups were sold for n2 / n3 as much as the small cups , what fraction of tuesday ' s total revenue was from the sale of large cups ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , const_10 ) | multiply ( #0 , #2 ) | multiply ( #2 , #2 ) | subtract ( const_10 , #2 ) | multiply ( #3 , #5 ) | add ( #4 , #6 ) | divide ( #6 , #7 )
can you find a n0 digit number which describes itself . the first digit is the number of zeros in the number . the second digit is the number of ones in the number , etc . for example , in the number n1 , there are n4 zeros , n3 one , n4 twos , n6 threes and n6 fours .	multiply ( n1 , const_10 ) | multiply ( #0 , const_3 ) | divide ( #1 , n2 ) | multiply ( #2 , const_1000 ) | divide ( #3 , const_10 ) | divide ( #4 , const_10 ) | add ( n1 , #5 ) | add ( n1 , #6 ) | subtract ( #7 , const_1000 ) | subtract ( #8 , const_1000 ) | subtract ( #9 , const_3600 ) | subtract ( #10 , const_3600 ) | subtract ( #11 , const_1000 ) | subtract ( #12 , const_1000 ) | subtract ( #13 , const_100 ) | subtract ( #14 , const_100 )
on june n4 a bicycle dealer noted that the number of bicycles in stock had decreased by n1 for each of the past n2 months . if the stock continues to decrease at the same rate for the rest of the year , how many fewer bicycles will be in stock on october n4 than were in stock on january n4 ?	subtract ( const_10 , const_1 ) | multiply ( n1 , #0 )
julie decided to save a certain amount of her monthly salary each month and her salary was unchanged from month to month . if julie ' s savings by the end of the year from these monthly savings were n0 times the amount she spent per month , what should be the fraction of her salary that she spent each month ?	divide ( const_3 , n0 )
marla starts running around a circular track at the same time nick starts walking around the same circular track . marla completes n0 laps around the track per hour and nick completes n1 laps around the track per hour . how many minutes after marla and nick begin moving will marla have completed n2 more laps around the track than nick ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | subtract ( #2 , #3 ) | divide ( n2 , #4 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
the malibu country club needs to drain its pool for refinishing . the hose they use to drain it can remove n1 cubic feet of water per minute . if the pool is n1 feet wide by n2 feet long by n3 feet deep and is currently at n4 % capacity , how long will it take to drain the pool ?	divide ( n4 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , n0 )
a camera lens filter kit containing n8 filters sells for $ n1 . if the filters are purchased individually , n4 of them are priced at $ n3 each , n4 at $ n5 each , n6 at $ n7 . the amount saved by purchasing the kit is what percent of the total price of the n8 filters purchased individually ?	multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #0 , #1 ) | add ( n7 , #2 ) | subtract ( n1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , n1 )
a contest will consist of n questions , each of which is to be answered eithertrueorfalse . anyone who answers all n questions correctly will be a winner . what is the least value of n for which the probability is less than n0 / n1 that a person who randomly guesses the answer to each question will be a winner ?	divide ( n0 , n1 ) | multiply ( #0 , const_1000 )
nicky and cristina are running a race . since cristina is faster than nicky , she gives him a n0 meter head start . if cristina runs at a pace of n1 meters per second and nicky runs at a pace of only n2 meters per second , how many seconds will nicky have run before cristina catches up to him ?	subtract ( n1 , n2 ) | divide ( n0 , #0 )
lionel left his house and walked towards walt ' s house , n0 miles away . four hours later , walt left his house and ran towards lionel ' s house . if lionel ' s speed was n1 miles per hour and walt ' s n2 miles per hour , how many miles had lionel walked when he met walt ?	add ( n1 , n2 ) | multiply ( n1 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , n1 ) | multiply ( n1 , #4 )
during a special promotion , a certain filling station is offering a n0 percent discount on gas purchased after the first n1 gallons . if kim purchased n2 gallons of gas , and isabella purchased n3 gallons of gas , then isabella no_ascii_1 s total per - gallon discount is what percent of kim no_ascii_1 s total per - gallon discount ?	add ( n0 , const_4 ) | subtract ( n0 , const_1 ) | subtract ( const_100 , n0 ) | add ( n0 , #1 ) | multiply ( #0 , #2 ) | divide ( #4 , const_100 ) | multiply ( #3 , #2 ) | add ( n1 , #5 ) | divide ( #6 , const_100 ) | add ( n1 , #8 ) | divide ( #7 , n2 ) | divide ( #9 , n3 ) | subtract ( const_1 , #10 ) | multiply ( #12 , const_100 ) | subtract ( const_1 , #11 ) | multiply ( #14 , const_100 ) | divide ( #15 , #13 ) | multiply ( #16 , const_100 )
if a number p is prime , and n0 p + n1 = q , where q is also prime , then the decimal expansion of n3 / q will produce a decimal with q - n3 digits . if this method produces a decimal with n4 digits , what is the units digit of the product of p and q ?	add ( n2 , n4 ) | subtract ( #0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , n2 ) | subtract ( #2 , #3 )
if grapes are n0 % water and raisins are n1 % water , then how many kilograms did a quantity of raisins , which currently weighs n2 kilograms , weigh when all the raisins were grapes ? ( assume that the only difference between their raisin - weight and their grape - weight is water that evaporated during their transformation . )	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . william . mr . william paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
an order was placed for a carpet whose length and width were in the ratio of n0 : n1 . subsequently , the dimensions of the carpet were altered such that its length and width were in the ratio n2 : n3 but were was no change in its perimeter . what is the ratio of the areas of the carpets ?	add ( n2 , n3 ) | rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | divide ( #2 , const_2 ) | divide ( #3 , #0 ) | multiply ( n2 , #4 ) | rectangle_area ( #4 , #5 ) | divide ( #1 , #6 )
at a certain committee meeting only associate professors and assistant professors are present . each associate professor has brought n3 pencils and n2 chart to the meeting , while each assistant professor has brought n2 pencil and n3 charts . if a total of n4 pencils and n5 charts have been brought to the meeting , how many people are present ?	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( #0 , #1 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . if in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 , in which year will commodity x cost n5 cents more than the commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts two hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . william . mr . william paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
a , b and c invests rs . n0 , rs . n1 and rs . n2 in a business . after one year b removed his money ; a and c continued the business for one more year . if the net profit after n3 years be rs . n4 , then b ' s share in the profit is ?	multiply ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 ) | multiply ( n0 , #4 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total .	subtract ( n2 , n0 )
on june n4 a bicycle dealer noted that the number of bicycles in stock had decreased by n1 for each of the past n2 months . if the stock continues to decrease at the same rate for the rest of the year , how many fewer bicycles will be in stock on september n4 than were in stock on january n4 ?	subtract ( const_10 , n0 ) | multiply ( n1 , #0 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 . if his remuneration as per new scheme was rs . n4 more than that by the previous schema , his sales were worth ?	divide ( n2 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 ) | subtract ( #3 , n4 ) | divide ( #4 , #0 )
a and b walk around a circular track . they start at n0 a . m . from the same point in the opposite directions . a and b walk at a speed of n1 rounds per hour and n2 rounds per hour respectively . how many times shall they cross each other before n3 : n4 a . m . ?	add ( n1 , n2 ) | add ( #0 , #0 )
an engine moves at the speed of n0 kmph without any coaches attached to it . speed of the train reduces at the rate that varies directly as the square root of the number of coaches attached . when n1 coaches are attached speed decreases to n2 kmph . what will be the speed of train when n3 coaches are attached .	sqrt ( n1 ) | sqrt ( n3 ) | subtract ( n0 , n2 ) | divide ( #2 , #0 ) | multiply ( #3 , #1 ) | subtract ( n0 , #4 )
a certain junior class has n0 students and a certain senior class has n1 students . among these students , there are n2 siblings pairs each consisting of n5 junior and n5 senior . if n5 student is to be selected at random from each class , what is the probability that the n6 students selected will be a sibling pair ?	divide ( n3 , const_3 )
a coin is tossed twice if the coin shows head it is tossed again but if it shows a tail then a die is tossed . if n0 possible outcomes are equally likely . find the probability that the die shows a number greater than n1 , if it is known that the first throw of the coin results in a tail	divide ( const_2 , n0 ) | divide ( const_6 , n0 ) | divide ( #0 , #1 )
in a certain animal shelter , the ratio of the number of dogs to the number of cats is n3 to n1 . if n2 additional cats were to be taken in by the shelter , the ratio of the number of dogs to the number of cats would be n3 to n4 . how many dogs are in the shelter ?	multiply ( n1 , n2 ) | subtract ( n4 , n1 ) | divide ( #0 , #1 ) | divide ( #2 , n1 ) | multiply ( n0 , #3 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts two hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
in an office , n7 percent of the workers have at least n6 years of service , and a total of n2 workers have at least n7 years of service . if n4 percent of the workers have fewer than n7 years of service , how many of the workers have at least n6 but fewer than n7 years of service ?	divide ( n3 , const_100 ) | divide ( const_1 , const_2 ) | multiply ( const_2 , const_4 ) | divide ( n2 , #0 ) | multiply ( n4 , #3 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 ) | subtract ( #6 , #5 ) | divide ( #7 , #2 )
in an office , n0 percent of the workers have at least n6 years of service , and a total of n2 workers have at least n7 years of service . if n4 percent of the workers have fewer than n7 years of service , how many of the workers have at least n6 but fewer than n7 years of service ?	divide ( n3 , const_100 ) | divide ( const_1 , const_2 ) | multiply ( const_2 , const_4 ) | divide ( n2 , #0 ) | multiply ( n4 , #3 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 ) | subtract ( #6 , #5 ) | divide ( #7 , #2 )
if grapes are n0 % water and raisins are n1 % water , then how many kilograms did a quantity of raisins , which currently weighs n2 kilograms , weigh when all the raisins were grapes ? ( assume that the only difference between their raisin - weight and their grape - weight is water that evaporated during their transformation . )	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
a certain junior class has n0 students and a certain senior class has n1 students . among these students , there are n2 siblings pairs each consisting of n5 junior and n5 senior . if n5 student is to be selected at random from each class , what is the probability that the n6 students selected will be a sibling pair ?	divide ( n3 , const_3 )
a , b , k start from the same place and travel in the same direction at speeds of n0 km / hr , n1 km / hr , n2 km / hr respectively . b starts two hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	subtract ( n1 , n0 )
two assembly line inspectors , lauren and steven , inspect widgets as they come off the assembly line . if lauren inspects every fifth widget , starting with the fifth , and steven inspects every third , starting with the third , how many of the n0 widgets produced in the first hour of operation are not inspected by either inspector ?	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | add ( #0 , const_10 ) | divide ( n0 , #0 ) | floor ( #1 ) | divide ( n0 , #2 ) | floor ( #3 ) | add ( #6 , #4 ) | floor ( #5 ) | subtract ( #7 , #8 ) | subtract ( n0 , #9 )
lionel left his house and walked towards walt ' s house , n0 miles away . two hours later , walt left his house and ran towards lionel ' s house . if lionel ' s speed was n2 miles per hour and walt ' s n2 miles per hour , how many miles had lionel walked when he met walt ?	add ( n1 , n2 ) | multiply ( n1 , n1 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , const_2 ) | multiply ( n1 , #4 )
a survey of n people in the town of eros found that n0 % of them preferred brand a . another survey of n1 people in the town of angie found that n2 % preferred brand a . in total , n3 % of all the people surveyed together preferred brand a . what is the total number of people surveyed ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 )
the price of commodity p increases by n5 paise every year , while the price of commodity q increases by n1 paise every year . if in n2 , the price of commodity p was rs . n3 and that of q was rs . n4 , in which year commodity p will cost n5 paise more than the commodity q ?	add ( n2 , const_10 )
two assembly line inspectors , lauren and steven , inspect widgets as they come off the assembly line . if lauren inspects every fourth widget , starting with the fourth , and steven inspects every third , starting with the third , how many of the n0 widgets produced in the first hour of operation are not inspected by either inspector ?	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | add ( #0 , const_10 ) | divide ( n0 , #0 ) | floor ( #1 ) | divide ( n0 , #2 ) | floor ( #3 ) | add ( #6 , #4 ) | floor ( #5 ) | subtract ( #7 , #8 ) | subtract ( n0 , #9 )
the malibu country club needs to drain its pool for refinishing . the hose they use to drain it can remove n0 cubic feet of water per minute . if the pool is n1 feet wide by n2 feet long by n3 feet deep and is currently at n4 % capacity , how long will it take to drain the pool ?	divide ( n4 , const_100 ) | multiply ( n1 , n2 ) | multiply ( n3 , #1 ) | multiply ( #0 , #2 ) | divide ( #3 , n0 )
nicky and cristina are running a race . since cristina is faster than nicky , she gives him a n0 meter head start . if cristina runs at a pace of n1 meters per second and nicky runs at a pace of only n2 meters per second , how many seconds will nicky have run before cristina catches up to him ?	subtract ( n1 , n2 ) | divide ( n0 , #0 )
the no_ascii_30 length of integer x no_ascii_79 refers to the number of prime factors , not necessarily distinct , that x has . ( if x = n2 , the length of x would be n1 because n2 = n4 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 . ) what is the greatest possible length of integer z if z < n7 ?	power ( n3 , const_10 ) | log ( #0 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total .	subtract ( n2 , n0 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a student took n0 courses last year and received an average ( arithmetic mean ) grade of n1 points . the year before , the student took n2 courses and received an average grade of n3 points . to the nearest tenth of a point , what was the student no_ascii_32 s average grade for the entire two - year period ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | floor ( #4 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n6 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n6 percent investment by $ n4 . if $ n5 is the total amount invested , how much is invested at n6 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #1 , #0 ) | multiply ( n5 , #0 ) | subtract ( #3 , n4 ) | divide ( #4 , #2 )
the no_ascii_30 length of integer x no_ascii_79 refers to the number of prime factors , not necessarily distinct , that x has . ( if x = n2 , the length of x would be n1 because n2 = n4 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 . ) what is the greatest possible length of integer z if z < n7 ?	power ( n3 , const_10 ) | log ( #0 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
on a certain transatlantic crossing , n1 percent of a ship no_ascii_32 s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship no_ascii_32 s passengers held round - trip tickets ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the ratio of the amount of the oil bill for the month of february to the amount of the oil bill for the month of january was n0 : n1 . if the oil bill for february had been $ n2 more , the corresponding ratio would have been n3 : n4 . how much was the oil bill for january ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
two assembly line inspectors , lauren and steven , inspect widgets as they come off the assembly line . if lauren inspects every fifth widget , starting with the fifth , and steven inspects every third , starting with the third , how many of the n0 widgets produced in the first hour of operation are not inspected by either inspector ?	add ( const_1 , const_4 ) | divide ( n0 , const_4 ) | add ( #0 , const_10 ) | divide ( n0 , #0 ) | floor ( #1 ) | divide ( n0 , #2 ) | floor ( #3 ) | add ( #6 , #4 ) | floor ( #5 ) | subtract ( #7 , #8 ) | subtract ( n0 , #9 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 in expenses and n3 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total how much ?	subtract ( n2 , n0 )
a , b , and c started a partnership business by investing $ n0 , n7 , $ n2 , n7 , and $ n4 , n7 respectively . at the end of the year , the profit was distributed among them . if c ' s share of profit is $ n6 , n7 , what is the total profit ?	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | add ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #3 , const_4 ) | multiply ( #3 , const_100 ) | multiply ( #1 , #3 ) | multiply ( #3 , const_2 ) | multiply ( #2 , #3 ) | add ( #0 , #4 ) | add ( #6 , const_2 ) | add ( #7 , const_4 ) | add ( #8 , const_3 ) | multiply ( #9 , #5 ) | multiply ( #10 , #5 ) | multiply ( #11 , #5 ) | multiply ( #12 , #5 ) | divide ( #13 , #14 ) | divide ( #16 , #14 ) | multiply ( #17 , #15 ) | multiply ( #18 , #15 ) | add ( #19 , #20 ) | add ( #21 , #15 )
on a certain transatlantic crossing , n0 percent of a ship ' s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship ' s passengers held round - trip tickets ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
the star running back on our football team got most of his total yardage running . the rest was catching passes . he caught passes for n0 yards . his total yardage was n1 yards . the running back for the other team got n2 yards . how many yards did the star running back on our football team get running ?	subtract ( n1 , n0 )
a boat takes n0 hours for travelling downstream from point a to point b and coming back to a point c midway between a and b . if the velocity of the stream is n1 km / h and the speed of the boat in still water is n2 km / h , what is the distance between a and b ?	add ( n1 , n2 ) | subtract ( n2 , n1 ) | divide ( const_1 , #0 ) | multiply ( #1 , const_2 ) | divide ( const_1 , #3 ) | add ( #2 , #4 ) | divide ( n0 , #5 )
on a certain transatlantic crossing , n0 percent of a ship ' s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship ' s passengers held round - trip tickets ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
the ratio of the amount of the oil bill for the month of february to the amount of the oil bill for the month of january was n4 : n1 . if the oil bill for february had been $ n2 more , the corresponding ratio would have been n3 : n4 . how much was the oil bill for january ?	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
if grapes are n0 % water and raisins are n1 % water , then how many kilograms did a quantity of raisins , which currently weighs n2 kilograms , weigh when all the raisins were grapes ? ( assume that the only difference between their raisin - weight and their grape - weight is water that evaporated during their transformation . )	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
a student took n0 courses last year and received an average ( arithmetic mean ) grade of n1 points . the year before , the student took n2 courses and received an average grade of n3 points . to the nearest tenth of a point , what was the student no_ascii_32 s average grade for the entire two - year period ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #1 , #2 ) | divide ( #3 , #0 ) | floor ( #4 )
a snooker tournament charges $ n0 for vip seats and $ n1 for general admission ( no_ascii_30 regular no_ascii_79 seats ) . on a certain night , a total of n2 tickets were sold , for a total cost of $ n3 , n4 . how many fewer tickets were sold that night for vip seats than for general admission seats ?	add ( const_3 , const_4 ) | add ( const_2 , const_3 ) | multiply ( n1 , n2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_100 ) | multiply ( #1 , #1 ) | add ( #3 , #4 ) | subtract ( #6 , #2 ) | divide ( #7 , #5 ) | subtract ( n2 , #8 )
the charge for a single room at hotel p is n0 percent less than the charge for a single room at hotel r and n1 percent less than the charge for a single room at hotel g . the charge for a single room at hotel r is what percent greater than the charge for a single room at hotel g ?	subtract ( const_100 , n0 ) | subtract ( const_100 , n1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 ) | subtract ( const_100 , #3 ) | divide ( #4 , #3 ) | multiply ( #5 , const_100 )
farm tax is levied on the n0 % of the cultivated land . the tax department collected total $ n1 through the farm tax from the village of mr . willam . mr . willam paid only $ n2 as farm tax . the percentage of total land of mr . willam over the total taxable land of the village is :	divide ( n2 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | divide ( #2 , n0 )
a runner runs the n0 miles from marathon to athens at a constant speed . halfway through the run she injures her foot , and continues to run at half her previous speed . if the second half takes her n1 hours longer than the first half , how many hours did it take the runner to run the second half ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | divide ( n0 , #1 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
if grapes are n0 % water and raisins are n1 % water , then how many kilograms did a quantity of raisins , which currently weighs n2 kilograms , weigh when all the raisins were grapes ? ( assume that the only difference between their raisin - weight and their grape - weight is water that evaporated during their transformation . )	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n2 , #2 ) | divide ( #4 , #3 )
two stations a and b are n0 km apart on a straight line . one train starts from a at n1 a . m . and travels towards b at n2 kmph . another train starts from b at n3 a . m . and travels towards a at a speed of n4 kmph . at what time will they meet ?	add ( n2 , n4 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | add ( n3 , #2 )
on a certain transatlantic crossing , n0 percent of a ship ' s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship ' s passengers held round - trip tickets ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( n0 , #1 )
on a certain transatlantic crossing , n0 percent of a ship no_ascii_32 s passengers held round - trip tickets and also took their cars abroad the ship . if n1 percent of the passengers with round - trip tickets did not take their cars abroad the ship , what percent of the ship no_ascii_32 s passengers held round - trip tickets ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the ratio of boarders to day scholars at a school is n0 to n1 . however , after a few new students join the initial n2 boarders , the ratio changed to n3 to n4 , respectively . if no boarders became day scholars and vice versa , and no students left the school , how many boarders joined the school ?	add ( n3 , n4 ) | divide ( n2 , n0 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | add ( n2 , #3 ) | divide ( #3 , #2 ) | subtract ( #5 , #4 )
line q has the equation n0 y no_ascii_77 n1 x = n2 . if line s is perpendicular to q , has an integer for its y - intercept , and intersects q in the second quadrant , then how many possible line s no_ascii_32 s exist ? ( note : intersections on one of the axes do not count . )	divide ( n2 , n1 ) | divide ( n2 , n0 ) | add ( #0 , #1 ) | subtract ( #1 , const_2 ) | add ( #2 , #3 )
lionel left his house and walked towards walt ' s house , n0 miles away . two hours later , walt left his house and ran towards lionel ' s house . if lionel ' s speed was n1 miles per hour and walt ' s n2 miles per hour , how many miles had lionel walked when he met walt ?	add ( n1 , n2 ) | multiply ( n1 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | add ( #3 , const_2 ) | multiply ( n1 , #4 )
by mixing two brands of coffee and selling the mixture at the rate of $ n0 per kg . a shopkeeper makes a profit of n1 % . if to every n2 kg of one brand costing $ n3 per kg , n4 kg of the other brand is added , then how much per kg does the other brand cost ?	add ( n2 , n4 ) | divide ( n1 , const_100 ) | multiply ( n2 , n3 ) | add ( #1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #3 , #2 ) | multiply ( n4 , #3 ) | subtract ( #4 , #5 ) | divide ( #7 , #6 )
a man can ride on motorcycle at n0 kmph upward road and n1 kmph downward road . he takes n3 hours to ride motorcycle uphill from lower point a to upper point b and back to a . what is the total distance traveled by him in n3 hours ? he must return back to base point a in remaining time .	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | divide ( #2 , #0 ) | multiply ( n2 , #3 )
an empty fuel tank with a capacity of n0 gallons was filled partially with fuel a and then to capacity with fuel b . fuel a contains n1 % ethanol by volume and fuel b contains n2 % ethanol by volume . if the full fuel tank contains n3 gallons of ethanol , how many gallons of fuel a were added ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | subtract ( #0 , #1 ) | subtract ( #2 , n3 ) | divide ( #4 , #3 )
a man starts walking at n2 pm . ha walks at a speed of n4 km / hr on level ground and at a speed of n2 km / hr on uphill , n3 km / hr downhill and then n4 km / hr on level ground to reach home at n5 pm . what is the distance covered on one way	divide ( n3 , const_2 ) | multiply ( n1 , #0 )
a manufacturer sells a pair of glasses to a wholesale dealer at a profit of n0 % . the wholesaler sells the same to retailer at a profit of n1 % . the retailer in turn sells them to a customer for rs . n2 , there by earning a profit of n3 % . the cost price for the manufacturer is :	add ( const_1 , const_2 ) | add ( n3 , const_100 ) | add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( n1 , const_2 ) | multiply ( const_3 , const_3 ) | divide ( #5 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | add ( #6 , #10 ) | divide ( #11 , #7 ) | divide ( #12 , #8 ) | divide ( #13 , #9 )
a certain pair of used shoes can be repaired for $ n0 and will last for n1 year . a pair of the same kind of shoes can be purchased new for $ n2 and will last for n3 years . the average cost per year of the new shoes is what percent greater than the cost of repairing the used shoes ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a = { n9 , n5 , - n2 , n3 , - n4 } b = { - n5 , n6 , - n7 , n8 } if a is a number that is randomly selected from set a , and b is a number that is randomly selected from set b , what is the probability that ab > n9 ?	add ( n1 , n7 ) | divide ( n6 , n7 ) | divide ( n6 , #0 ) | multiply ( #2 , #1 ) | add ( #3 , #3 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n3 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio e of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a school has received n0 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
the ratio of boarders to day students at a school was originally n0 to n1 . however , after a number of new boarders join the initial n2 boarders , the ratio changed to n3 to n4 . if no boarders became day students and vice versa , and no students left the school , how many new boarders joined the school ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n4 ) | subtract ( #2 , n2 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
an analysis of the monthly incentives received by n3 salesmen : the mean and median of the incentives is $ n1 . the only mode among the observations is $ n2 . incentives paid to each salesman were in full thousands . what is the difference z between the highest and the lowest incentive received by the n3 salesmen in the month ?	subtract ( n2 , const_1000 )
the number of stamps that kaye and alberto had were in the ration of n0 : n3 respectively . after kaye gave alberto n2 of her stamps , the ration of the number of kaye had to the number of alberto had was n3 : n4 . as a result of the gift , kaye had how many more stamps than alberto ?	add ( n0 , n1 ) | add ( n3 , n4 ) | lcm ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
the total price of a basic computer and printer are $ n0 . if the same printer had been purchased with an enhanced computer whose price was $ n1 more than the price of the basic computer , then the price of the printer would have been n2 / n3 of that total . what was the price of the basic computer ?	add ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( n0 , #1 )
a school has received n0 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
a = { n0 , n1 , n4 , n5 } b = { n4 , n5 , n6 , n7 , n8 } two integers will be randomly selected from the sets above , one integer from set a and one integer from set b . what is the probability t that the sum of the two integers will equal n9 ?	multiply ( n2 , n3 ) | divide ( n2 , #0 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 through the lagaan from the village of mutter . mutter , a very rich farmer , paid only rs . n3 as lagaan . the percentage of total land of mutter over the total taxable land of the village is :	add ( n2 , n2 ) | divide ( n0 , const_100 ) | add ( n2 , #0 ) | divide ( n3 , #1 ) | add ( #2 , #0 ) | add ( #4 , #0 ) | add ( n2 , #5 ) | subtract ( #6 , const_3600 ) | subtract ( #7 , const_3600 ) | subtract ( #8 , #3 ) | divide ( #3 , #9 ) | multiply ( #10 , const_100 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n3 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
a certain pair of used shoes can be repaired for $ n0 and will last for n1 year . a pair of the same kind of shoes can be purchased new for $ n2 and will last for n3 years . the average cost per year of the new shoes is what percent greater than the cost of repairing the used shoes ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio w of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
tom reads at an average rate of n3 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n2 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
tom reads at an average rate of n0 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n4 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n3 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
. the price of commodity p increases by n5 paise every year , while the price of commodity q increases by n1 paise every year . if in n2 , the price of commodity p was rs . n3 and that of q was rs . n4 , in which year commodity p will cost n5 paise more than the commodity q ?	subtract ( n4 , n3 ) | subtract ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #2 , #1 ) | add ( n2 , #3 )
a manufacturer sells a pair of glasses to a wholesale dealer at a profit of n0 % . the wholesaler sells the same to retailer at a profit of n1 % . the retailer in turn sells them to a customer for rs . n2 , there by earning a profit of n3 % . the cost price for the manufacturer is ?	add ( const_1 , const_2 ) | add ( n3 , const_100 ) | add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( n1 , const_2 ) | multiply ( const_3 , const_3 ) | divide ( #5 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | add ( #6 , #10 ) | divide ( #11 , #7 ) | divide ( #12 , #8 ) | divide ( #13 , #9 )
x , y , and z are all unique numbers . if x is chosen randomly from the set { n0 , n1 , n2 , n3 } and y and z are chosen randomly from the set { n4 , n5 , n6 , n7 } , what is the probability that x and y are prime and z is not ?	divide ( const_1 , const_2 ) | divide ( const_1 , const_4 ) | multiply ( #0 , #1 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
two mechanics were working on your car . one can complete the given job in six hours , but the new guy takes n0 hours . they worked together for the first two hours , but then the first guy left to help another mechanic on a different job . how long will it take the new guy to finish your car ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | max ( #6 , const_3 )
at an upscale fast - food restaurant , shin can buy n0 burgers , n1 shakes , and one cola for $ n2 . at the same place it would cost $ n3 for n4 burgers , n5 shakes , and one cola . how much would it cost for a meal of one burger , one shake , and one cola ?	subtract ( n3 , n2 ) | add ( n2 , #0 ) | multiply ( #0 , n0 ) | subtract ( #1 , #2 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years , the total value of the investment plus interest will increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
a feed store sells two varieties of birdseed : brand a , which is n0 % millet and n1 % sunflower , and brand b , which is n2 % millet and n3 % sunflower . if a customer purchases a mix of the two types of birdseed that is n4 % sunflower , what percent of the mix is brand a ?	add ( const_2 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , const_100 )
machine a takes n0 hours to complete a certain job and starts that job at n1 am . after two hour of working alone , machine a is joined by machine b and together they complete the job at n2 pm . how long would it have taken machine b to complete the jobif it had worked alone for the entire job ?	inverse ( n0 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n1 ) | subtract ( const_1 , #2 ) | subtract ( #3 , const_2 ) | divide ( #4 , #5 ) | subtract ( #6 , #0 ) | inverse ( #7 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
in triangle pqr , the angle q = n0 degree , pq = n1 cm , qr = n2 cm . x is a variable point on pq . the line through x parallel to qr , intersects pr at y and the line through y , parallel to pq , intersects qr at z . find the least possible length of xz	multiply ( n1 , n2 ) | divide ( #0 , const_10 )
the number of stamps that kaye and alberto had were in the ration of n4 : n1 respectively . after kaye gave alberto n2 of her stamps , the ration of the number of kaye had to the number of alberto had was n3 : n4 . as a result of the gift , kaye had how many more stamps than alberto ?	add ( n0 , n1 ) | add ( n3 , n4 ) | lcm ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years , the total value of the investment plus interest will increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
in a certain corporation , there are n0 male employees and n1 female employees . it is known that n3 % of the male employees have advanced degrees and n3 % of the females have advanced degrees . if one of the n4 employees is chosen at random , what is the probability this employee has an advanced degree or is female ?	multiply ( n2 , n2 ) | divide ( n3 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #2 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | multiply ( n1 , #5 ) | divide ( #7 , n4 ) | divide ( #6 , n4 ) | add ( #8 , #9 )
the ratio of boarders to day students at a school was originally n4 to n1 . however , after a number of new boarders join the initial n2 boarders , the ratio changed to n3 to n4 . if no boarders became day students and vice versa , and no students left the school , how many new boarders joined the school ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n4 ) | subtract ( #2 , n2 )
two mechanics were working on your car . one can complete the given job in n0 hours , but the new guy takes eight hours . they worked together for the first two hours , but then the first guy left to help another mechanic on a different job . how long will it take the new guy to finish your car ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | max ( #6 , const_3 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n1 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
in a triangle abc , ab = n0 , bc = n1 and ac = n2 . a perpendicular dropped from b , meets the side ac at d . a circle of radius bd ( with centre b ) is drawn . if the circle cuts ab and bc at p and q respectively , then ap : qc is equal to	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | subtract ( n0 , #1 ) | subtract ( n1 , #1 ) | divide ( #2 , #3 )
of the votes cast on a certain proposal , n0 more were in favor of the proposal than were against it . if the number of votes against the proposal was n1 percent of the total vote , what was the total number of votes cast ? ( each vote cast was either in favor of the proposal or against it . )	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n0 , #2 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n3 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
two mechanics were working on your car . one can complete the given job in six hours , but the new guy takes n0 hours . they worked together for the first two hours , but then the first guy left to help another mechanic on a different job . how long will it take the new guy to finish your car ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | max ( #6 , const_3 )
a box contains n0 apples , n1 of which are red . an apple is drawn from the box and its color is noted before it is eaten . this is done a total of n times , and the probability that a red apple is drawn each time is less than n2 . what is the smallest possible value of n ?	multiply ( n2 , n1 ) | add ( #0 , const_1 )
tom reads at an average rate of n3 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n2 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
at a certain college , n0 percent of the total number of students are freshmen . if n1 percent of the fresh - men are enrolled in the school of liberal arts and , of these , n2 percent are psychology majors , what percent of the students at the college are freshmen psychology majors enrolled in the school of liberal arts ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
of the votes cast on a certain proposal , n0 more were in favor of the proposal than were against it . if the number of votes against the proposal was n1 percent of the total vote , what was the total number of votes cast ? ( each vote cast was either in favor of the proposal or against it . )	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n0 , #2 )
two mechanics were working on your car . one can complete the given job in n0 hours , but the new guy takes eight hours . they worked together for the first two hours , but then the first guy left to help another mechanic on a different job . how long will it take the new guy to finish your car ?	add ( const_2 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #1 ) | multiply ( #3 , const_2 ) | subtract ( const_1 , #4 ) | divide ( #5 , #1 ) | max ( #6 , const_3 )
a feed store sells two varieties of birdseed : brand a , which is n0 % millet and n1 % sunflower , and brand b , which is n2 % millet and n3 % safflower . if a customer purchases a mix of the two types of birdseed that is n4 % millet , what percent of the mix is brand a ?	add ( const_2 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , const_100 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
canister c is n2 / n1 full of water and canister d , which has twice the capacity of canister c , is n2 / n3 full of water . if the water in canister d is poured in canister c until canister c is completely full of water , canister d will still contain what fraction of its capacity of water ?	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , #1 ) | subtract ( #0 , #2 )
a , b and c started a shop by investing rs . n0 , n5 , rs . n2 , n5 and rs . n4 , n5 respectively . at the end of the year , the profits were distributed among them . if c no_ascii_21 no_ascii_15 no_ascii_38 s share of profit be rs . n6 , then the total profit was :	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #2 , const_100 ) | multiply ( #3 , const_3 ) | add ( #3 , #4 ) | multiply ( #4 , const_2 ) | add ( #5 , #6 ) | divide ( n3 , #6 ) | multiply ( #7 , #8 )
in a certain corporation , there are n0 male employees and n1 female employees . it is known that n2 % of the male employees have advanced degrees and n3 % of the females have advanced degrees . if one of the n4 employees is chosen at random , what is the probability this employee has an advanced degree or is female ?	multiply ( n2 , n2 ) | divide ( n3 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #2 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | multiply ( n1 , #5 ) | divide ( #7 , n4 ) | divide ( #6 , n4 ) | add ( #8 , #9 )
a certain pair of used shoes can be repaired for $ n0 and will last for n1 year . a pair of the same kind of shoes can be purchased new for $ n2 and will last for n3 years . the average cost per year of the new shoes is what percent greater than the cost of repairing the used shoes ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
at a certain college , n0 percent of the total number of students are freshmen . if n1 percent of the fresh - men are enrolled in the school of liberal arts and , of these , n2 percent are psychology majors , what percent of the students at the college are freshmen psychology majors enrolled in the school of liberal arts ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
a box contains n0 apples , n1 of which are red . an apple is drawn from the box and its color is noted before it is eaten . this is done a total of n times , and the probability that a red apple is drawn each time is less than n2 . what is the smallest possible value of n ?	multiply ( n2 , const_10 ) | add ( #0 , const_1 )
tom reads at an average rate of n3 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n2 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
a box contains n0 apples , n1 of which are red . an apple is drawn from the box and its color is noted before it is eaten . this is done a total of n times , and the probability that a red apple is drawn each time is less than n2 . what is the smallest possible value of n ?	multiply ( n2 , n1 ) | add ( #0 , const_1 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n1 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n3 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
a = { n0 , n1 , n4 , n5 } b = { n4 , n5 , n6 , n7 , n8 } two integers will be randomly selected from the sets above , one integer from set a and one integer from set b . what is the probability q that the sum of the two integers will equal n9 ?	divide ( n2 , n3 ) | divide ( const_1 , n2 ) | multiply ( #0 , #1 )
mike , jim and bob are all professional fisherman . mike can catch n0 fish in one hour , jim can catch twice as much and bob can catch n1 % more than jim . if the n4 started to fish together and after n3 minutes mike and bob left , how many fish did the n4 fishermen catch in one hour ?	multiply ( n2 , n3 ) | add ( n1 , #0 ) | subtract ( #1 , n0 )
tomeka is playing a dice game . if she rolls the same number on her second roll as she rolls on her first , she wins . each roll is with two , fair , n0 - sided dice . if tomeka rolled a n1 on her first roll , what is the probability that she will win on her second roll ?	multiply ( n0 , n0 ) | divide ( n0 , #0 )
a palindrome is a number that reads the same front - to - back as it does back - to - front ( e . g . n0 , n1 , n2 , etc . ) p is the smallest integer greater than n3 that is both a prime and a palindrome . what is the sum of the digits of p ?	add ( const_3 , const_3 )
an order was placed for the supply of a carpet whose breadth was n0 m and length was n1 times the breadth . what be the cost of a carpet whose length and breadth are n2 % more and n3 % more respectively than the first carpet . given that the ratio of carpet is rs . n4 per sq . m ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #3 , #2 ) | multiply ( n0 , #4 ) | multiply ( #5 , #6 ) | multiply ( n4 , #7 )
an artist who needs to buy only paint and canvas finds that the cost of canvas has decreased by n0 percent and the cost of paint has decreased by n1 percent . if paint previously accounted for n2 times as much of the expense of painting as did canvas , by what percent did the total cost for paint and canvas decrease ?	add ( n2 , const_1 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | divide ( #4 , #0 ) | subtract ( const_1 , #5 ) | multiply ( #6 , const_100 )
of the votes cast on a certain proposal , n0 more were in favor of the proposal than were against it . if the number of votes against the proposal was n1 percent of the total vote , what was the total number of votes cast ? ( each vote cast was either in favor of the proposal or against it . )	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #0 ) | divide ( n0 , #2 )
a baker charges n dollars for a birthday cake . next week , she intends to earn n0 dollars selling cakes . if she were to reduce the price of the cake by n1 percent , she would have to sell two more cakes to earn the same amount of revenue . how many cakes does she intend to sell next week ?	subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 ) | multiply ( #1 , const_2 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( n0 , #5 )
in a certain corporation , there are n0 male employees and n1 female employees . it is known that n2 % of the male employees have advanced degrees and n3 % of the females have advanced degrees . if one of the n4 employees is chosen at random , what is the probability this employee has an advanced degree or is female ?	multiply ( n2 , n2 ) | divide ( n3 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #2 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | multiply ( n1 , #5 ) | divide ( #7 , n4 ) | divide ( #6 , n4 ) | add ( #8 , #9 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
the volume of the sphere qq is ( dfrac { n0 } { n1 } % ) less than thevolume of sphere pp and the volume of sphere rr is ( dfrac { n2 } { n3 } % ) less than that of sphere qq . by what is the surface areaof sphere rr less than the surfacearea of sphere pp ?	divide ( const_1 , const_3 ) | power ( n1 , #0 ) | power ( n3 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #1 ) | subtract ( #4 , #1 ) | add ( #1 , #5 ) | subtract ( #6 , #1 ) | divide ( #7 , #6 ) | multiply ( #8 , const_100 )
at an upscale fast - food restaurant , shin can buy n0 burgers , n1 shakes , and one cola for $ n2 . at the same place it would cost $ n3 for n4 burgers , n5 shakes , and one cola . how much would it cost for a meal of one burger , one shake , and one cola ?	subtract ( n3 , n2 ) | add ( n2 , #0 ) | multiply ( #0 , n0 ) | subtract ( #1 , #2 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n1 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
a school has received n0 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
every year taylor goes to the same carnival , and he attempts to shoot a basketball into a small hoop , hoping that he will win a n0 - foot tall teddy bear . if the probability that taylor does not make a basket is n1 / n3 , what is the probability that taylor makes exactly one basket in n3 tries ?	divide ( n1 , n2 ) | subtract ( n1 , #0 ) | multiply ( #0 , #1 )
in a company with n0 employees , some part - time and some full - time , exactly ( n3 / n2 ) of the part - time employees and ( n3 / n4 ) of the full - time employees take the subway to work . what is the greatest possible number q of employees who take the subway to work ?	multiply ( n0 , n2 ) | multiply ( n2 , n4 ) | divide ( #0 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 ) | add ( #2 , #4 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
tom reads at an average rate of n0 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n2 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years , the total value of the investment plus interest will increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
a certain pair of used shoes can be repaired for $ n0 and will last for n1 year . a pair of the same kind of shoes can be purchased new for $ n2 and will last for n3 years . the average cost per year of the new shoes is what percent greater than the cost of repairing the used shoes ?	multiply ( n0 , n3 ) | subtract ( n2 , #0 ) | divide ( #1 , #0 ) | multiply ( #2 , const_100 )
at a certain college , n0 percent of the total number of students are freshmen . if n1 percent of the fresh - men are enrolled in the school of liberal arts and , of these , n2 percent are psychology majors , what percent of the students at the college are freshmen psychology majors enrolled in the school of liberal arts ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a movie buff owns movies on dvd and on blu - ray in a ratio of n0 : n1 . if she buys n2 more blu - ray movies , that ratio would change to n3 : n4 . if she owns movies on no other medium , what was the original number of movies in her library before the extra purchase ?	add ( n0 , n1 ) | add ( n2 , const_1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n3 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( #0 , #6 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n3 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n3 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years total will the total value of the investment plus interest increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
at a certain college , n0 percent of the total number of students are freshmen . if n2 percent of the fresh - men are enrolled in the school of liberal arts and , of these , n2 percent are psychology majors , what percent of the students at the college are freshmen psychology majors enrolled in the school of liberal arts ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | multiply ( n2 , #1 ) | divide ( #2 , const_100 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
a school has received n2 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( const_60.0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n0 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
machine t can produce x units in n4 / n1 of the time it takes machine n to produce x units . machine n can produce x units in n2 / n4 the time it takes machine o to produce x units . if all n4 machines are working simultaneously , what fraction of the total output is produced by machine n ?	divide ( n2 , n0 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | add ( #2 , const_1 ) | add ( #3 , #0 ) | inverse ( #4 ) | multiply ( #0 , #5 )
at an upscale fast - food restaurant , shin can buy n0 burgers , n1 shakes , and one cola for $ n2 . at the same place it would cost $ n3 for n4 burgers , n5 shakes , and one cola . how much would it cost for a meal of one burger , one shake , and one cola ?	subtract ( n3 , n2 ) | add ( n2 , #0 ) | multiply ( #0 , n0 ) | subtract ( #1 , #2 )
the ratio of boarders to day students at a school was originally n0 to n1 . however , after a number of new boarders join the initial n2 boarders , the ratio changed to n3 to n4 . if no boarders became day students and vice versa , and no students left the school , how many new boarders joined the school ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n4 ) | subtract ( #2 , n2 )
in a cricket match , n2 batsmen a , b , c , d and e scored an average of n1 runs . d scored n2 more than e ; e scored n3 fewer than a ; b scored as many as d and e combined ; and b and c scored n4 between them . how many runs did e score ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | add ( #1 , const_3 ) | add ( n4 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_3 )
on a scale that measures the intensity of a certain phenomenon , a reading of d + n0 corresponds to an intensity that is n1 times the intensity corresponding to a reading of d . on that scale , the intensity corresponding to a reading of n2 is how many times as great as the intensity corresponding to a reading of n3 ?	subtract ( n2 , n3 ) | power ( n1 , #0 )
the number of stamps that kaye and alberto had were in the ration of n0 : n1 respectively . after kaye gave alberto n2 of her stamps , the ration of the number of kaye had to the number of alberto had was n3 : n4 . as a result of the gift , kaye had how many more stamps than alberto ?	add ( n0 , n1 ) | add ( n3 , n4 ) | lcm ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years , the total value of the investment plus interest will increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n2 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
in triangle pqr , the angle q = n0 degree , pq = n1 cm , qr = n2 cm . x is a variable point on pq . the line through x parallel to qr , intersects pr at y and the line through y , parallel to pq , intersects qr at z . find the least possible length of xz	multiply ( n1 , n2 ) | divide ( #0 , const_10 )
the ratio of boarders to day students at a school was originally n4 to n1 . however , after a number of new boarders join the initial n2 boarders , the ratio changed to n3 to n4 . if no boarders became day students and vice versa , and no students left the school , how many new boarders joined the school ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n4 ) | subtract ( #2 , n2 )
a feed store sells two varieties of birdseed : brand a , which is n0 % millet and n1 % sunflower , and brand b , which is n2 % millet and n3 % safflower . if a customer purchases a mix of the two types of birdseed that is n4 % millet , what percent of the mix is brand a ?	add ( const_2 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , const_100 )
a box contains n0 apples , n1 of which are red . an apple is drawn from the box and its color is noted before it is eaten . this is done a total of n times , and the probability that a red apple is drawn each time is less than n2 . what is the smallest possible value of n ?	multiply ( n2 , const_10 ) | add ( #0 , const_1 )
a feed store sells two varieties of birdseed : brand a , which is n0 % millet and n1 % sunflower , and brand b , which is n2 % millet and n3 % safflower . if a customer purchases a mix of the two types of birdseed that is n4 % millet , what percent of the mix is brand a ?	add ( const_2 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , const_100 )
there are n0 white plates , n1 green plates , n2 red plates , n3 pink plates , and n4 purple plates in the cabinet . what is the least number of plates that you have to pull out to make sure that you will have a matching pair ? ( assume that all the plates are identical except for the color )	add ( n0 , n3 )
efrida and frazer who live n0 miles apart , meet at a restaurant that is directly north of efrida ' s home and directly east of frazer ' s home . if the restaurant is four miles closer to efrida ' s home , than to frazer ' s home , how many miles is the restaurant from frazer ' s home ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | sqrt ( #3 ) | add ( #4 , const_2 )
the ratio of boarders to day students at a school was originally n0 to n1 . however , after a number of new boarders join the initial n2 boarders , the ratio changed to n3 to n4 . if no boarders became day students and vice versa , and no students left the school , how many new boarders joined the school ?	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n4 ) | subtract ( #2 , n2 )
the apartment on king - williams street is an asset that its value is tramping about . from the year n7 to n3 it ' s value decreased by n5 % and from n3 to n6 it ' s value increased by n5 % . what is the value of the asset in n6 if in n7 it was worth $ n8 ?	add ( n2 , const_100 ) | multiply ( const_3 , const_3 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #3 , #4 ) | multiply ( n8 , #5 ) | log ( #6 ) | multiply ( #7 , const_3 ) | subtract ( #8 , #1 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio t of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
machine a takes n0 hours to complete a certain job and starts that job at n1 am . after two hour of working alone , machine a is joined by machine b and together they complete the job at n2 pm . how long would it have taken machine b to complete the jobif it had worked alone for the entire job ?	inverse ( n0 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n1 ) | subtract ( const_1 , #2 ) | subtract ( #3 , const_2 ) | divide ( #4 , #5 ) | subtract ( #6 , #0 ) | inverse ( #7 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
a palindrome is a number that reads the same front - to - back as it does back - to - front ( e . g . n0 , n1 , n2 , etc . ) p is the smallest integer greater than n3 that is both a prime and a palindrome . what is the sum of the digits of p ?	add ( const_3 , const_3 )
the price of a consumer good increased by pp % during n5 and decreased by n1 % during n3 . if no other change took place in the price of the good and the price of the good at the end of n3 was n4 % higher than the price at the beginning of n5 , what was the value of pp ?	divide ( const_10 , const_100 ) | divide ( const_12 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
efrida and frazer who live n0 miles apart , meet at a restaurant that is directly north of efrida ' s home and directly east of frazer ' s home . if the restaurant is two miles closer to efrida ' s home , than to frazer ' s home , how many miles is the restaurant from frazer ' s home ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | sqrt ( #3 ) | add ( #4 , const_2 )
efrida and frazer who live n0 miles apart , meet at a restaurant that is directly north of efrida ' s home and directly east of frazer ' s home . if the restaurant is two miles closer to efrida ' s home , than to frazer ' s home , how many miles is the restaurant from frazer ' s home ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | sqrt ( #3 ) | add ( #4 , const_2 )
suppose that f ( x ) is a function such that for every real number x , i ) f ( x ) + f ( n2 - x ) = n1 and ( ii ) f ( n2 + x ) = n3 + f ( x ) . then f ( x ) + f ( - x ) must equal	subtract ( const_10 , n3 )
a particular store purchased a stock of turtleneck sweaters and marked up its cost by n0 % . during the new year season , it further marked up its prices by n1 % of the original retail price . in february , the store then offered a discount of n2 % . what was its profit on the items sold in february ?	add ( n0 , const_100 ) | add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #6 , const_100 )
a leak in the bottom of a tank can empty the full tank in n1 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio q of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n1 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
a school has received n0 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
efrida and frazer who live n0 miles apart , meet at a restaurant that is directly north of efrida ' s home and directly east of frazer ' s home . if the restaurant is three miles closer to efrida ' s home , than to frazer ' s home , how many miles is the restaurant from frazer ' s home ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | sqrt ( #3 ) | add ( #4 , const_2 )
in a certain corporation , there are n0 male employees and n1 female employees . it is known that n2 % of the male employees have advanced degrees and n3 % of the females have advanced degrees . if one of the n4 employees is chosen at random , what is the probability this employee has an advanced degree or is female ?	multiply ( n2 , n2 ) | divide ( n3 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #2 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | multiply ( n1 , #5 ) | divide ( #7 , n4 ) | divide ( #6 , n4 ) | add ( #8 , #9 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n0 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
in triangle pqr , the angle q = n0 degree , pq = n1 cm , qr = n2 cm . x is a variable point on pq . the line through x parallel to qr , intersects pr at y and the line through y , parallel to pq , intersects qr at z . find the least possible length of xz	multiply ( n1 , n2 ) | divide ( #0 , const_10 )
a movie buff owns movies on dvd and on blu - ray in a ratio of n0 : n2 . if she buys n2 more blu - ray movies , that ratio would change to n3 : n4 . if she owns movies on no other medium , what was the original number of movies in her library before the extra purchase ?	add ( n0 , n1 ) | add ( n2 , const_1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n3 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( #0 , #6 )
tom reads at an average rate of n0 pages per hour , while jan reads at an average rate of n1 pages per hour . if tom starts reading a novel at n4 : n3 , and jan begins reading an identical copy of the same book at n4 : n5 , at what time will they be reading the same page ?	subtract ( n5 , n3 ) | subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , const_60 ) | add ( #3 , #1 ) | multiply ( n0 , #4 ) | divide ( #5 , #2 ) | add ( n4 , #6 ) | divide ( #7 , n5 )
the prices of tea and coffee per kg were the same in june . in july the price of coffee shot up by n1 % and that of tea dropped by n1 % . if in july , a mixture containing equal quantities of tea and coffee costs n2 / kg . how much did a kg of coffee cost in june ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | divide ( n2 , #4 )
at an upscale fast - food restaurant , shin can buy n0 burgers , n1 shakes , and one cola for $ n2 . at the same place it would cost $ n3 for n4 burgers , n5 shakes , and one cola . how much would it cost for a meal of one burger , one shake , and one cola ?	subtract ( n3 , n2 ) | add ( n2 , #0 ) | multiply ( #0 , const_3 ) | subtract ( #1 , #2 )
efrida and frazer who live n0 miles apart , meet at a restaurant that is directly north of efrida ' s home and directly east of frazer ' s home . if the restaurant is two miles closer to efrida ' s home , than to frazer ' s home , how many miles is the restaurant from frazer ' s home ?	power ( n0 , const_2 ) | power ( const_2 , const_2 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | sqrt ( #3 ) | add ( #4 , const_2 )
the number of stamps that kaye and alberto had were in the ration of n0 : n4 respectively . after kaye gave alberto n2 of her stamps , the ration of the number of kaye had to the number of alberto had was n3 : n4 . as a result of the gift , kaye had how many more stamps than alberto ?	add ( n0 , n1 ) | add ( n3 , n4 ) | lcm ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
a school has received n2 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
the number of stamps that kaye and alberto had were in the ration of n0 : n1 respectively . after kaye gave alberto n2 of her stamps , the ration of the number of kaye had to the number of alberto had was n3 : n4 . as a result of the gift , kaye had how many more stamps than alberto ?	add ( n0 , n1 ) | add ( n3 , n4 ) | lcm ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( n3 , #3 )
in a certain alphabet , n0 letters contain a dot and a straight line . n1 letters contain a straight line but do not contain a dot . if that alphabet has n2 letters , all of which contain either a dot or a straight line or both , how many letters contain a dot but do not contain a straight line ?	add ( n0 , n1 ) | subtract ( n2 , #0 )
a palindrome is a number that reads the same front - to - back as it does back - to - front ( e . g . n0 , n1 , n2 , etc . ) p is the smallest integer greater than n3 that is both a prime and a palindrome . what is the sum of the digits of p ?	add ( const_3 , const_3 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years , the total value of the investment plus interest will increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
in a company with n0 employees , some part - time and some full - time , exactly ( n3 / n2 ) of the part - time employees and ( n3 / n4 ) of the full - time employees take the subway to work . what is the greatest possible number r of employees who take the subway to work ?	multiply ( n0 , n2 ) | multiply ( n2 , n4 ) | divide ( #0 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 ) | add ( #2 , #4 )
a school has received n0 % of the amount it needs for a new building by receiving a donation of $ n1 each from people already solicited . people already solicited represent n2 % of the people from whom the school will solicit donations . how much average contribution is requited from the remaining targeted people to complete the fund raising exercise ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , #0 ) | divide ( #4 , #1 )
a palindrome is a number that reads the same front - to - back as it does back - to - front ( e . g . n0 , n1 , n2 , etc . ) p is the smallest integer greater than n3 that is both a prime and a palindrome . what is the sum of the digits of p ?	add ( const_3 , const_3 )
n0 friends met for lunch at an expensive restaurant , and everyone decided to contribute equally to the total bill of $ n1 . if one of the friends had a coupon for n2 % off the total bill , and if each friend still contributed equally after the coupon was applied to the bill , how much did each friend pay ?	divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | subtract ( n1 , #1 ) | divide ( #2 , n0 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak , the tank is empty in n2 hours . how many litres does the cistern hold ?	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
in a company with n0 employees , some part - time and some full - time , exactly ( n3 / n2 ) of the part - time employees and ( n3 / n4 ) of the full - time employees take the subway to work . what is the greatest possible number w of employees who take the subway to work ?	multiply ( n0 , n2 ) | multiply ( n2 , n4 ) | divide ( #0 , #1 ) | subtract ( n0 , #1 ) | divide ( #3 , #2 ) | add ( #2 , #4 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percentage did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
in a certain corporation , there are n0 male employees and n1 female employees . it is known that n2 % of the male employees have advanced degrees and n3 % of the females have advanced degrees . if one of the n4 employees is chosen at random , what is the probability this employee has an advanced degree or is female ?	multiply ( n2 , n2 ) | divide ( n3 , #0 ) | divide ( n2 , #0 ) | multiply ( n0 , #2 ) | multiply ( n1 , #1 ) | subtract ( const_1 , #1 ) | add ( #3 , #4 ) | multiply ( n1 , #5 ) | divide ( #7 , n4 ) | divide ( #6 , n4 ) | add ( #8 , #9 )
on a certain date , pat invested $ n0 , n6 at x percent annual interest , compounded annually . if the total value of the investment plus interest at the end of n2 years will be $ n3 , n6 , in how many years total will the total value of the investment plus interest increase to $ n5 , n6 ?	add ( const_1 , const_4 ) | divide ( const_1 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #0 ) | log ( #4 ) | power ( #5 , #1 ) | log ( #7 ) | divide ( #6 , #8 )
joe needs to paint all the airplane hangars at the airport , so he buys n0 gallons of paint to do the job . during the first week , he uses n1 / n2 of all the paint . during the second week , he uses n3 / n4 of the remaining paint . how many gallons of paint has joe used ?	divide ( n0 , n2 ) | multiply ( n1 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , n4 ) | add ( #3 , #1 )
a n0 litre mixture of milk and water contains milk and water in the ratio n1 : n2 . n3 litres of the mixture is removed and replaced with pure milk and the operation is repeated once more . at the end of the two removal and replacement , what is the ratio r of milk and water in the resultant mixture ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , n0 ) | divide ( #6 , n0 ) | multiply ( #7 , #1 ) | multiply ( #8 , #1 ) | add ( n3 , #10 ) | divide ( #11 , #9 )
at an upscale fast - food restaurant , shin can buy n0 burgers , n1 shakes , and one cola for $ n2 . at the same place it would cost $ n3 for n4 burgers , n5 shakes , and one cola . how much would it cost for a meal of one burger , one shake , and one cola ?	subtract ( n3 , n2 ) | add ( n2 , #0 ) | multiply ( #0 , n0 ) | subtract ( #1 , #2 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	divide ( n0 , const_100 ) | divide ( n4 , #0 )
the consumption of diesel per hour of a bus varies directly as square of its speed . when the bus is travelling at n3 kmph its consumption is n1 litre per hour . if each litre costs $ n3 and other expenses per hous is $ n3 , then what would be the minimum expenditure required to cover a distance of n4 km ?	divide ( n4 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n2 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
the number of timeshare condos available at sunset beach is n0 / n1 the number of timeshare condos available at playa del mar . if the total number of timeshare condos available at the two beaches combined is n2 , what is the difference between the number of condos available at sunset beach and the number of condos available at playa del mar ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #2 , #1 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
on a trip , a cyclist averaged n0 miles per hour for the first n1 miles and n2 miles per hour for the remaining n3 miles . if the cyclist returned immediately via the same route and took a total of n4 hours for the round trip , what was the average speed ( in miles per hour ) for the return trip ?	add ( n1 , n3 ) | divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( n4 , #3 ) | divide ( #0 , #4 )
we run a business that rents out canoes and kayaks . a canoe rental costs $ n0 per day , and a kayak rental costs $ n1 dollars per day . one day , our business rents out n2 canoes for every n3 kayaks and receives a total of $ n4 in revenue . how many more canoes than kayaks were rented out ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #3 ) | multiply ( #4 , #2 )
a and b started a business in partnership investing rs . n5 , n8 and rs . n2 , n8 respectively . after n4 months , c joined them with rs . n5 , n8 . whatwill be b ' s share in total profit of rs . n7 , n8 earned at the end of n9 years from the startingof the business ?	add ( const_1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n5 , #1 ) | multiply ( #2 , #3 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n0 hours to reach the top and n1 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
a children ' s gift store sells gift certificates in denominations of $ n2 and $ n3 . the store sold ' m ' $ n2 certificates and ' n ' $ n3 certificates worth $ n4 on a saturday afternoon . if ' m ' and ' n ' are natural numbers , how many different values can ' m ' take ?	divide ( n4 , n0 ) | divide ( #0 , n1 ) | floor ( #1 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
on a trip , a cyclist averaged n0 miles per hour for the first n3 miles and n2 miles per hour for the remaining n3 miles . if the cyclist returned immediately via the same route and took a total of n4 hours for the round trip , what was the average speed ( in miles per hour ) for the return trip ?	add ( n1 , n3 ) | divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( n4 , #3 ) | divide ( #0 , #4 )
each light bulb at a hotel is either incandescent or fluorescent . at a certain moment , forty percent of the incandescent bulbs are switched on , and eighty percent of the fluorescent bulbs are switched on . if n0 percent of all the bulbs are switched on at this moment , what percent of the bulbs that are switched on are incandescent ?	divide ( const_2 , const_0_25 ) | subtract ( const_100 , n0 ) | add ( #0 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 )
each light bulb at a hotel is either incandescent or fluorescent . at a certain moment , forty percent of the incandescent bulbs are switched on , and eighty percent of the fluorescent bulbs are switched on . if n0 percent of all the bulbs are switched on at this moment , what percent of the bulbs that are switched on are incandescent ?	divide ( const_2 , const_0_25 ) | subtract ( const_100 , n0 ) | add ( #0 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 )
in the youth summer village there are n0 people , n1 of them are not working , n2 of them have families and n3 of them like to sing in the shower . what is the largest possible number of people in the village , which are working , that do n ' t have families and that are singing in the shower ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
working together at their respective constant rates , machine a and machine b can produce n4 units in n3 hours . working alone , machine b would complete that same output in n2 % more time . if machine a were to work on its own for an n3 - hour shift , what percent of the n4 unit total would it produce ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | divide ( #3 , n1 ) | divide ( #3 , #4 ) | subtract ( #5 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
a sum was put at simple interest at certain rate for n0 years . had it been put at n1 % higher rate it would have fetched rs . n2 more . the sum is : a . rs . n9 , n4 b . rs . n9 , n6 c . rs . n9 , n8 d . rs . n9 , n10	divide ( n2 , n0 ) | multiply ( #0 , const_100 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a boeing n0 flies a direct route from dallas , tx , to phoenix , az and then returns to dallas , tx . the flight is n1 miles one way . it took n4 hrs and n3 minutes for the flight to phoenix and n4 hrs for the flight back to dallas . what was the speed of the wind in mph ?	divide ( n1 , n2 ) | divide ( n3 , const_60 ) | add ( n2 , #1 ) | divide ( n1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , const_2 )
a certain university will select n4 of n6 candidates eligible to fill a position in the mathematics department and n2 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n2 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
an auction house charges a commission of n0 % on the first $ n4 , n7 of the sale price of an item , plus n3 % on the amount of of the sale price in excess of $ n4 , n7 . what was the price of a painting for which the house charged a total commission of $ n6 , n7 ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
working together at their respective constant rates , machine a and machine b can produce n4 units in n3 hours . working alone , machine b would complete that same output in n2 % more time . if machine a were to work on its own for an n3 - hour shift , what percent of the n4 unit total would it produce ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | divide ( #3 , n1 ) | divide ( #3 , #4 ) | subtract ( #5 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
in a graduating class , n0 percent of the students are male . in this class , n1 percent of the male students and n2 percent of the female students are n4 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n4 years old ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 )
on a trip , a cyclist averaged n0 miles per hour for the first n3 miles and n2 miles per hour for the remaining n3 miles . if the cyclist returned immediately via the same route and took a total of n4 hours for the round trip , what was the average speed ( in miles per hour ) for the return trip ?	add ( n1 , n3 ) | divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( n4 , #3 ) | divide ( #0 , #4 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
set # n0 = { a , b , c , d , e } set # n1 = { k , l , m , n , o , p } there are these two sets of letters , and you are going to pick exactly one letter from each set . what is the probability of picking at least one vowel ?	add ( n1 , const_3 ) | add ( n0 , #0 ) | divide ( const_3 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , #3 )
ram - leela has $ n0 in her piggy bank . how much will she have in her bank n1 weeks from now if she puts $ n6 in the bank next week , $ n3 two weeks from now , $ n5 3 weeks from now , and continues to increase the amount that she puts in by $ n6 each week ?	divide ( n0 , n3 ) | add ( n4 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , n3 ) | add ( n0 , #3 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
at a summer camp with n10 , n11 participants , n10 / n3 of the campers are aged n12 to n13 . next year , the number of campers aged n12 to n13 will increase by n10 / n9 . after this change , what percentage of the total n10 , n11 campers will the n12 to n13 - year - olds represent ?	divide ( n1 , n8 ) | multiply ( n3 , const_100 ) | add ( #0 , n1 ) | add ( #1 , const_1000 ) | divide ( #3 , n2 ) | multiply ( #2 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 ) | multiply ( #7 , n8 ) | divide ( #8 , const_10 ) | add ( #9 , #8 )
a leak in the bottom of a tank can empty the full tank in n0 hours . an inlet pipe fills water at the rate of n1 litres a minute . when the tank is full , the inlet is opened and due to the leak the tank is empty in n2 hours . the capacity of the tank ( in litres ) is	multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | divide ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( #2 , const_1 ) | divide ( #3 , #4 )
a group of boy scouts and girls scouts is going on a rafting trip . n0 % of the scouts arrived with signed permission slips . if n1 % of the scouts were boy scouts and n2 % of the boy scouts arrived with signed permission slips , then what percentage of the scouts were girl scouts who arrived with signed permission slips ?	multiply ( n1 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
at a contest with n10 , n11 participants , n8 / n3 of the people are aged n12 to n13 . next year , the number of people aged n12 to n13 will increase by n8 / n9 . after this change , what percentage of the total n10 , n11 people will the n12 - to n13 - year - olds represent ?	divide ( n1 , n8 ) | divide ( n0 , n2 ) | add ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
the rear no_ascii_77 most end of a n0 foot truck exits a n1 foot tunnel exactly n2 seconds after the front no_ascii_77 most end of the truck entered the tunnel . if the truck traveled the entire tunnel at a uniform speed , what is the speed of the truck in miles per hour ( n3 mile = n4 , n5 feet ) ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | divide ( #0 , n2 ) | multiply ( #1 , const_1000 ) | subtract ( #2 , #3 ) | add ( #5 , #6 ) | multiply ( #4 , const_3600 ) | divide ( #8 , #7 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n5 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	divide ( n0 , const_100 ) | divide ( n4 , #0 )
a goes to place x and b goes to place y . after a travelled n0 km more than b they together meet at a point between xy . they together had their lunch for half an hour . after that a took n1 hrs to reach x and b took n2 hrs to reach y . find distance between x and y ?	multiply ( n0 , n1 ) | multiply ( n1 , #0 ) | add ( n0 , #1 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n1 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n0 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
a certain university will select n4 of n1 candidates eligible to fill a position in the mathematics department and n6 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a certain university will select n4 of n1 candidates eligible to fill a position in the mathematics department and n6 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a tank holds x gallons of a saltwater solution that is n2 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when n1 gallons of water and n2 gallons of salt are added , the resulting mixture is n3 n4 / n5 % salt by volume . what is the value of x ?	divide ( n0 , const_100 ) | divide ( n4 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , n1 ) | subtract ( n4 , #0 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , #3 ) | divide ( #4 , #8 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	divide ( n0 , const_100 ) | divide ( n4 , #0 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	divide ( n0 , const_100 ) | divide ( n4 , #0 )
ajay and balu together can do a piece of work in n0 days . balu and charan together can do the same work in n1 days . after ajay has been working at it for n2 days and balu for n3 days , charan finishes it in n4 days . in how many days will charan alone be able to do the work ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( n3 , n2 ) | subtract ( n4 , const_2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #2 ) | subtract ( const_1 , #4 ) | subtract ( #6 , #5 ) | inverse ( #7 ) | multiply ( #8 , #3 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total how much ?	subtract ( const_1000 , n0 )
the consumption of diesel per hour of a bus varies directly as square of its speed . when the bus is travelling at n0 kmph its consumption is n1 litre per hour . if each litre costs $ n2 and other expenses per hous is $ n3 , then what would be the minimum expenditure required to cover a distance of n4 km ?	divide ( n4 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 )
in a company of n8 employees , n1 employees earn $ n2 , n6 , n4 employees earn $ n5 , n6 , and the n7 highest - paid employees earn the same amount . if the average annual salary for the n8 employees is $ n9 , n10 , what is the annual salary for each of the highest - paid employees ?	add ( const_1 , const_4 ) | divide ( const_1 , const_2 ) | multiply ( const_3 , const_3 ) | multiply ( n0 , n5 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , const_2 ) | multiply ( n3 , #4 ) | add ( #6 , #1 ) | multiply ( n0 , #8 ) | subtract ( #9 , #5 ) | subtract ( #10 , #7 ) | divide ( #11 , n5 ) | multiply ( #12 , const_1000 ) | divide ( #13 , const_1000 ) | subtract ( #14 , n1 )
a small beaker is n3 / n1 filled with salt water . another beaker , which has n4 times the capacity of the small beaker , is n3 / n4 filled with fresh water . after dumping all of the salt water from the small beaker into the large beaker , to what fraction of its capacity will the large beaker be filled ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #0 , #1 )
each light bulb at a hotel is either incandescent or fluorescent . at a certain moment , forty percent of the incandescent bulbs are switched on , and eighty percent of the fluorescent bulbs are switched on . if n0 percent of all the bulbs are switched on at this moment , what percent of the bulbs that are switched on are incandescent ?	divide ( const_2 , const_0_25 ) | subtract ( const_100 , n0 ) | add ( #0 , const_2 ) | multiply ( #2 , const_4 ) | multiply ( #3 , #1 ) | divide ( #4 , const_100 )
in a city , n0 % of the population is composed of migrants , n1 % of whom are from rural areas . of the local population , n2 % is female while this figure for rural and urban migrants is n3 % and n4 % respectively . if the total population of the city is n5 , what is its female population ?	multiply ( n0 , n5 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | subtract ( n5 , #1 ) | divide ( #2 , const_100 ) | multiply ( n2 , #3 ) | divide ( #5 , const_100 ) | multiply ( n3 , #4 ) | subtract ( #1 , #4 ) | divide ( #7 , const_100 ) | multiply ( n4 , #8 ) | add ( #6 , #9 ) | divide ( #10 , const_100 ) | add ( #11 , #12 )
there are n0 students in a class , number of girls is one more than number of guys . we need to form a team of n2 students . all n2 in the team can not be from same gender . number of girls and guys in the team should not be equal . how many ways can such a team be made ?	divide ( n0 , const_2 ) | subtract ( n1 , const_1 ) | factorial ( #1 ) | floor ( #0 ) | factorial ( #3 ) | subtract ( n0 , #3 ) | subtract ( #3 , #1 ) | factorial ( #5 ) | factorial ( #6 ) | subtract ( #5 , #1 ) | divide ( #7 , #2 ) | divide ( #4 , #8 ) | factorial ( #9 ) | divide ( #10 , #12 ) | divide ( #11 , #2 ) | multiply ( #13 , #3 ) | multiply ( #14 , #5 ) | add ( #15 , #16 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a salesman no_ascii_32 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	divide ( n0 , const_100 ) | divide ( n4 , #0 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n0 hours to reach the top and n1 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
in a factory there are n8 types of machine m n6 , m n9 and m which produces n3 % , n4 % and n5 % of the total products respectively . m n6 , m n9 and m n8 produces n9 % , n10 % and n11 % defective products , respectively . what is the percentage of non - defective products ?	divide ( n2 , const_100 ) | divide ( n10 , const_100 ) | divide ( n11 , const_100 ) | multiply ( n3 , #0 ) | multiply ( n4 , #1 ) | multiply ( n5 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | subtract ( const_100 , #7 )
there is a escalator and n0 persons move down it . a takes n1 steps and b takes n2 steps while the escalator is moving down . given that the time taken by a to take n3 step is equal to time taken by b to take n4 steps . find the no . of steps in the escalator while it is staionary ?	divide ( n2 , n4 ) | add ( n2 , #0 )
the consumption of diesel per hour of a bus varies directly as square of its speed . when the bus is travelling at n3 kmph its consumption is n1 litre per hour . if each litre costs $ n3 and other expenses per hous is $ n3 , then what would be the minimum expenditure required to cover a distance of n4 km ?	divide ( n4 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
an auction house charges a commission of n0 % on the first $ n4 , n7 of the sale price of an item , plus n3 % on the amount of of the sale price in excess of $ n4 , n7 . what was the price of a painting for which the house charged a total commission of $ n6 , n7 ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
two water pumps , working simultaneously at their respective constant rates , took exactly n0 hours to fill a certain swimming pool . if the constant rate of one pump was n1 times the constant rate of the other , how many hours would it have taken the slower pump to fill the pool if it had worked alone at its constant rate ?	add ( n1 , const_1 ) | multiply ( n0 , #0 )
on a wedding catering service , an experienced chef can prepare a service for a wedding in n0 hours while an novice chef would finish the preparations in n1 hours . if the catering service employs the same number of novice and experienced chefs , then how many chefs would it take to prepare a wedding service in n2 hour and n3 minutes ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( n3 , const_60 ) | add ( #0 , #1 ) | add ( n2 , #2 ) | multiply ( #3 , #4 ) | divide ( const_2 , #5 ) | floor ( #6 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n1 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
a tank holds x gallons of a saltwater solution that is n0 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when n1 gallons of water and n2 gallons of salt are added , the resulting mixture is n3 n4 / n5 % salt by volume . what is the value of x ?	divide ( n0 , const_100 ) | divide ( n4 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , n1 ) | subtract ( n4 , #0 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , #3 ) | divide ( #4 , #8 )
a sum was put at simple interest at certain rate for n0 years . had it been put at n1 % higher rate it would have fetched rs . n2 more . the sum is : a . rs . n9 , n4 b . rs . n9 , n6 c . rs . n9 , n8 d . rs . n9 , n10	divide ( n2 , n0 ) | multiply ( #0 , const_100 )
the elevator in an n0 - story office building travels at the rate of one floor per n3 / n4 minute , which allows time for picking up and discharging passengers . at the main floor and at the top floor , the operator stops for n3 minute . how many complete trips will an operator make during a n4 - hour period ?	inverse ( const_4 ) | multiply ( n2 , const_60 ) | subtract ( n0 , n1 ) | add ( #2 , #2 ) | multiply ( #3 , #0 ) | add ( n1 , #4 ) | add ( n1 , #5 ) | divide ( #1 , #6 )
a certain car uses one gallon of gasoline every n0 miles when it travels on highway , and one gallon of gasoline every n1 miles when it travels in the city . when a car travels n3 miles on highway and n3 additional miles in the city , it uses what percent more gasoline than if it travels n4 miles on the highway ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
donald duck can can swim his pool downstream ( with the pool current helping time ) in exact n0 seconds and upstream ( against the pool current ) in a pool in exact n1 seconds . the length of pool is n2 kilometers . how long donald duck can cover distance of one side at a still pool ( with no current ) .	multiply ( n2 , const_1000 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #1 , #2 ) | divide ( #3 , n2 ) | divide ( #0 , #4 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
each week a restaurant serving mexican food uses the same volume of chili paste , which comes in either n0 - ounce cans or n1 - ounce cans of chili paste . if the restaurant must order n2 more of the smaller cans than the larger cans to fulfill its weekly needs , then how manysmallercans are required to fulfill its weekly needs ?	add ( n1 , n2 )
an auction house charges a commission of n0 % on the first $ n4 , n7 of the sale price of an item , plus n3 % on the amount of of the sale price in excess of $ n4 , n7 . what was the price of a painting for which the house charged a total commission of $ n6 , n7 ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
a sum was put at simple interest at certain rate for n0 years . had it been put at n1 % higher rate it would have fetched rs . n2 more . the sum is : a . rs . n9 , n4 b . rs . n9 , n6 c . rs . n9 , n8 d . rs . n9 , n10	divide ( n2 , n0 ) | multiply ( #0 , const_100 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n7 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n7 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
of the n0 employees in a certain company , n1 percent will be relocated to city x and the remaining n2 percent will be relocated to city y . however , n3 percent of the employees prefer city y and n4 percent prefer city x . what is the highest possible number of employees who will be relocated to the city they prefer ?	multiply ( n3 , const_2 ) | add ( n4 , #0 )
mark and ann together were allocated n boxes of cookies to sell for a club project . mark sold n0 boxes less than n and ann sold n1 boxes less than n . if mark and ann have each sold at least one box of cookies , but together they have sold less than n boxes , what is the value of n ?	add ( n0 , const_1 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 . if his remuneration as per new scheme was rs . n4 more than that by the previous schema , his sales were worth ?	divide ( n2 , const_100 ) | divide ( n0 , const_100 ) | multiply ( n3 , #0 ) | subtract ( #1 , #0 ) | subtract ( n1 , #2 ) | subtract ( #4 , n4 ) | divide ( #5 , #3 ) | divide ( #6 , n1 )
the consumption of diesel per hour of a bus varies directly as square of its speed . when the bus is travelling at n0 kmph its consumption is n1 litre per hour . if each litre costs $ n2 and other expenses per hous is $ n3 , then what would be the minimum expenditure required to cover a distance of n4 km ?	divide ( n4 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 )
each of the dogs in a certain kennel is a single color . each of the dogs in the kennel either has long fur or does not . of the n0 dogs in the kennel , n1 have long fur , n2 are brown , and n3 are neither long - furred nor brown . how many long - furred dogs are brown ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n7 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n7 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n2 hours to reach the top and n1 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
two vessels having volumes in the ratio n4 : n1 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n2 : n5 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
factory x ' s bulbs work for over n5 hours in n1 % of cases , whereas factory y ' s bulbs work for over n5 hours in n3 % of cases . it is known that factory x supplies n4 % of the total bulbs available . what is the chance that a purchased bulb will work for longer than n5 hours ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
danny is sitting on a rectangular box . the area of the front face of the box is half the area of the top face , and the area of the top face is n0 times the area of the side face . if the volume of the box is n1 , what is the area of the side face of the box ?	divide ( const_1 , const_3 ) | power ( n1 , const_2 ) | multiply ( #1 , const_3 ) | power ( #2 , #0 ) | divide ( #3 , n0 )
each of the dogs in a certain kennel is a single color . each of the dogs in the kennel either has long fur or does not . of the n0 dogs in the kennel , n1 have long fur , n2 are brown , and n3 are neither long - furred nor brown . how many long - furred dogs are brown ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
a tank holds x gallons of a saltwater solution that is n0 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when n1 gallons of water and n2 gallons of salt are added , the resulting mixture is n3 n4 / n5 % salt by volume . what is the value of x ?	divide ( n0 , const_100 ) | divide ( const_1 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , n1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , #3 ) | divide ( #4 , #8 )
machine a takes n0 hours to complete a certain job and starts that job at n1 am . after four hour of working alone , machine a is joined by machine b and together they complete the job at n2 pm . how long would it have taken machine b to complete the job if it had worked alone for the entire job ?	inverse ( n0 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n1 ) | subtract ( const_1 , #2 ) | subtract ( #3 , const_2 ) | divide ( #4 , #5 ) | subtract ( #6 , #0 ) | inverse ( #7 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n1 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
the average weight of n3 men a , b and c is n1 kg . the average weight becomes n2 kg when d joins them . if e whose weight is n3 kg more than d joins the group replacing a , then the average weight of b , c , d and e becomes n4 kg . the weight of a is :	multiply ( n2 , const_4 ) | multiply ( n4 , const_4 ) | multiply ( n0 , n1 ) | subtract ( #0 , #2 ) | add ( n0 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
each light bulb at a hotel is either incandescent or fluorescent . at a certain moment , thirty percent of the incandescent bulbs are switched on , and eighty percent of the fluorescent bulbs are switched on . if n0 percent of all the bulbs are switched on at this moment , what percent of the bulbs that are switched on are incandescent ?	add ( const_1 , const_4 ) | multiply ( const_2 , const_4 ) | multiply ( #0 , const_2 ) | multiply ( #2 , const_3 ) | multiply ( #1 , #2 ) | divide ( #3 , const_100 ) | subtract ( #4 , n0 ) | subtract ( n0 , #3 ) | divide ( #6 , #7 ) | divide ( #8 , #0 ) | multiply ( #9 , #2 ) | subtract ( #10 , #5 ) | multiply ( #3 , #11 ) | divide ( #12 , n0 ) | multiply ( #13 , const_100 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
two vessels having volumes in the ratio n4 : n1 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n5 : n3 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
on a trip , a cyclist averaged n0 miles per hour for the first n2 miles and n2 miles per hour for the remaining n3 miles . if the cyclist returned immediately via the same route and took a total of n4 hours for the round trip , what was the average speed ( in miles per hour ) for the return trip ?	add ( n1 , n3 ) | divide ( n1 , n0 ) | divide ( n3 , n2 ) | add ( #1 , #2 ) | subtract ( n4 , #3 ) | divide ( #0 , #4 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
a and b started a business in partnership investing rs . n5 , n8 and rs . n2 , n8 respectively . after n4 months , c joined them with rs . n5 , n8 . whatwill be b ' s share in total profit of rs . n7 , n8 earned at the end of n9 years from the startingof the business ?	add ( const_1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n5 , #1 ) | multiply ( #2 , #3 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n0 hours to reach the top and n2 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
in a company of n8 employees , n1 employees earn $ n2 , n10 , n7 employees earn $ n5 , n10 , and the n7 highest - paid employees earn the same amount . if the average annual salary for the n8 employees is $ n9 , n10 , what is the annual salary for each of the highest - paid employees ?	add ( const_1 , n3 ) | divide ( const_1 , const_2 ) | multiply ( n5 , n5 ) | multiply ( n0 , n5 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , const_2 ) | multiply ( n3 , #4 ) | add ( #6 , #1 ) | multiply ( n0 , #8 ) | subtract ( #9 , #5 ) | subtract ( #10 , #7 ) | divide ( #11 , n5 ) | multiply ( #12 , const_1000 ) | divide ( #13 , const_1000 ) | subtract ( #14 , n1 )
each of the dogs in a certain kennel is a single color . each of the dogs in the kennel either has long fur or does not . of the n0 dogs in the kennel , n1 have long fur , n2 are brown , and n3 are neither long - furred nor brown . how many long - furred dogs are brown ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
danny is sitting on a rectangular box . the area of the front face of the box is half the area of the top face , and the area of the top face is n0 times the area of the side face . if the volume of the box is n1 , what is the area of the side face of the box ?	divide ( const_1 , const_3 ) | power ( n1 , const_2 ) | multiply ( #1 , const_3 ) | power ( #2 , #0 ) | divide ( #3 , n0 )
if x dollars is invested at n7 percent for one year and y dollars is invested at n3 percent for one year , the annual income from the n7 percent investment will exceed the annual income from the n3 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
an auction house charges a commission of n0 % on the first $ n4 , n7 of the sale price of an item , plus n3 % on the amount of of the sale price in excess of $ n4 , n7 . what was the price of a painting for which the house charged a total commission of $ n6 , n7 ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
each of the dogs in a certain kennel is a single color . each of the dogs in the kennel either has long fur or does not . of the n0 dogs in the kennel , n1 have long fur , n2 are brown , and n3 are neither long - furred nor brown . how many long - furred dogs are brown ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #1 )
factory x ' s bulbs work for over n5 hours in n1 % of cases , whereas factory y ' s bulbs work for over n5 hours in n3 % of cases . it is known that factory x supplies n4 % of the total bulbs available . what is the chance that a purchased bulb will work for longer than n5 hours ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
n10 bells begin to toll together at n8 : n12 noon and toll respectively at intervals of n3 , n4 , n10 , n6 , and n7 seconds . not including the toll at n8 : n12 noon , how many more times will all n10 bells toll together before n11 : n12 pm ( i . e . one hour later ) ?	multiply ( n3 , n4 ) | multiply ( n0 , #0 ) | multiply ( n7 , #1 ) | divide ( const_3600 , #2 ) | floor ( #3 )
in a graduating class , n1 percent of the students are male . in this class , n1 percent of the male students and n2 percent of the female students are n4 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n4 years old ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 )
danny is sitting on a rectangular box . the area of the front face of the box is half the area of the top face , and the area of the top face is n0 times the area of the side face . if the volume of the box is n1 , what is the area of the side face of the box ?	divide ( const_1 , const_3 ) | power ( n1 , const_2 ) | multiply ( #1 , const_3 ) | power ( #2 , #0 ) | divide ( #3 , n0 )
a furniture dealer purchased a desk for $ n0 and then set the selling price equal to the purchase price plus a markup that was n1 % of the selling price . if the dealer sold the desk at the selling price , what was the amount of the dealer ' s gross profit from the purchase and the sale of the desk ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | multiply ( #3 , const_100 ) | divide ( #4 , n0 )
a certain car uses one gallon of gasoline every n0 miles when it travels on highway , and one gallon of gasoline every n1 miles when it travels in the city . when a car travels n3 miles on highway and n3 additional miles in the city , it uses what percent more gasoline than if it travels n4 miles on the highway ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
the weight of n5 dogs is determined to be n1 pounds , n2 pounds , n3 pounds and n4 pounds respectively . the weight of a fifth dog is determined to be y pounds . if the average ( arithmetic mean ) weight of the first n5 dogs is the same as that of all n6 dogs what is the value of y ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #1 ) | divide ( #2 , n0 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
a certain car uses one gallon of gasoline every n0 miles when it travels on highway , and one gallon of gasoline every n1 miles when it travels in the city . when a car travels n3 miles on highway and n3 additional miles in the city , it uses what percent more gasoline than if it travels n4 miles on the highway ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n2 hours to reach the top and n1 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
of the n11 employees in a certain department , n1 has an annual salary of n2 , n5 have an annual salary of n4 each , n5 have an annual salary of n6 each , n7 have an annual salary of n8 each and n9 have an annual salary of n10 each . what is the median annual salary for the n11 employees ?	multiply ( n6 , const_1 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
a farming field can be ploughed by n2 tractors in n4 days . when n2 tractors work together , each of them ploughs n3 hectares a day . if two of the tractors were moved to another field , then the remaining n4 tractors could plough the same field in n5 days . how many hectares a day would one tractor plough then ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n1 , #0 ) | divide ( #2 , #1 )
dominos charges $ n0 for a veg pizza of std size that costs a total of $ n1 to make . pizza hut charges $ n2 for a similar pizza that costs $ n3 to make . if dominos sells n4 pizzas , how many must pizza hut sell to make at least as much in total gross profit as its competitor does ?	subtract ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | divide ( #2 , #1 ) | add ( #3 , const_100 )
at a contest with n10 , n11 participants , n8 / n10 of the people are aged n12 to n13 . next year , the number of people aged n12 to n13 will increase by n8 / n9 . after this change , what percentage of the total n10 , n11 people will the n12 - to n13 - year - olds represent ?	divide ( n1 , n8 ) | divide ( n0 , n2 ) | add ( #0 , n1 ) | multiply ( #2 , #1 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
two trains of equal length n0 metres move in the same direction . the faster train completely overtakes the slower one in n1 seconds . if the slower train were to move at half its speed , the over taking would take in n2 seconds . at what speeds are the n3 trains moving ( faster and slower respectively in m / s )	add ( n0 , n0 ) | divide ( #0 , n2 ) | divide ( #0 , n1 ) | multiply ( n3 , #1 ) | subtract ( #3 , #2 )
there are n0 students in a class . on the day the test was given , ella was absent . the other n1 students took the test and their average was n2 . the next day , ella took the test , and with this grade included , the new average was n3 . what was ella ' s grade on the test ?	add ( n0 , n1 ) | add ( n2 , n3 ) | subtract ( #1 , #0 ) | subtract ( #2 , n3 ) | add ( #0 , #3 ) | add ( n1 , #4 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n0 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
mr . jones gave n0 % of the money he had to his wife . he also gave n1 % of the remaining amount to his n2 sons . half of the amount now left was spent on miscellaneous items and the remaining amount of rs . n3 was deposited in the bank . how much money did mr . jones have initially ?	divide ( const_100 , const_2 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , const_100 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #4 , #5 ) | multiply ( #3 , #6 ) | divide ( n3 , #7 )
a furniture dealer purchased a desk for $ n0 and then set the selling price equal to the purchase price plus a markup that was n1 % of the selling price . if the dealer sold the desk at the selling price , what was the amount of the dealer ' s gross profit from the purchase and the sale of the desk ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | multiply ( #3 , const_100 ) | divide ( #4 , n0 )
of the n0 employees in a certain company , n1 percent will be relocated to city x and the remaining n2 percent will be relocated to city y . however , n3 percent of the employees prefer city y and n4 percent prefer city x . what is the highest possible number of employees who will be relocated to the city they prefer ?	multiply ( n3 , const_2 ) | add ( n4 , #0 )
a group of workers had agreed on a very strange payment schedule . each of them would get $ n0 for every day that they had worked , but for every day they did not work will have to return $ n1 . after n2 days they realised they did not earn any money . how many days the workers did not work ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 )
a certain car can travel n0 kilometers on a liter of fuel . if the fuel tank no_ascii_32 s contents decrease by n1 gallons over a period of n2 hours as the car moves at a constant speed , how fast is the car moving , in miles per hour ? ( n5 gallon = n4 liters ; n5 mile = n6 kilometers )	multiply ( n0 , n4 ) | divide ( #0 , n6 ) | multiply ( n1 , #1 ) | divide ( #2 , n2 )
a certain car can travel n0 kilometers on a liter of fuel . if the fuel tank no_ascii_32 s contents decrease by n1 gallons over a period of n2 hours as the car moves at a constant speed , how fast is the car moving , in miles per hour ? ( n5 gallon = n4 liters ; n5 mile = n6 kilometers )	multiply ( n0 , n4 ) | divide ( #0 , n6 ) | multiply ( n1 , #1 ) | divide ( #2 , n2 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n7 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n7 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( const_10 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
the number of timeshare condos available at sunset beach is n0 / n1 the number of timeshare condos available at playa del mar . if the total number of timeshare condos available at the two beaches combined is n2 , what is the difference between the number of condos available at sunset beach and the number of condos available at playa del mar ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #2 , #1 )
we run a business that rents out canoes and kayaks . a canoe rental costs $ n0 per day , and a kayak rental costs $ n1 dollars per day . one day , our business rents out n2 canoes for every n3 kayaks and receives a total of $ n4 in revenue . how many more canoes than kayaks were rented out ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #3 ) | multiply ( #4 , #2 )
a and b started a business in partnership investing rs . n5 , n8 and rs . n2 , n8 respectively . after n4 months , c joined them with rs . n5 , n8 . whatwill be b ' s share in total profit of rs . n7 , n8 earned at the end of n9 years from the startingof the business ?	add ( const_1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n5 , #1 ) | multiply ( #2 , #3 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
nicky and cristina are running a n0 meter race . since cristina is faster than nicky , she gives him a n1 second head start . if cristina runs at a pace of n2 meters per second and nicky runs at a pace of only n3 meters per second , how many seconds will nicky have run before cristina catches up to him ?	multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | divide ( #0 , n3 ) | divide ( #0 , #1 ) | add ( #2 , #3 )
of the n0 employees in a certain company , n1 percent will be relocated to city x and the remaining n2 percent will be relocated to city y . however , n3 percent of the employees prefer city y and n4 percent prefer city x . what is the highest possible number of employees who will be relocated to the city they prefer ?	multiply ( n3 , const_2 ) | add ( n4 , #0 )
it costs a publishing company n1 dollars to make books . the n1 is a fixed cost or a cost that can not change . to help the publishing company sell the books , a marketing company charges n2 dollars for each book sold . if the company charges n3 dollars per book , how many books should they sell to break even ?	subtract ( n3 , n2 ) | divide ( n0 , #0 )
in a graduating class , n2 percent of the students are male . in this class , n1 percent of the male students and n2 percent of the female students are n4 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n4 years old ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 )
two vessels having volumes in the ratio n2 : n1 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n2 : n3 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total how much ?	subtract ( n2 , n0 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n1 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
a tank holds x gallons of a saltwater solution that is n0 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when n1 gallons of water and n2 gallons of salt are added , the resulting mixture is n3 n4 / n5 % salt by volume . what is the value of x ?	divide ( n0 , const_100 ) | divide ( n4 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , n1 ) | subtract ( n4 , #0 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , #3 ) | divide ( #4 , #8 )
the consumption of diesel per hour of a bus varies directly as square of its speed . when the bus is travelling at n3 kmph its consumption is n1 litre per hour . if each litre costs $ n3 and other expenses per hous is $ n3 , then what would be the minimum expenditure required to cover a distance of n4 km ?	divide ( n4 , n0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #0 ) | add ( #1 , #2 )
nicky and cristina are running a n0 meter race . since cristina is faster than nicky , she gives him a n1 second head start . if cristina runs at a pace of n2 meters per second and nicky runs at a pace of only n3 meters per second , how many seconds will nicky have run before cristina catches up to him ?	multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | divide ( #0 , n3 ) | divide ( #0 , #1 ) | add ( #2 , #3 )
mark and ann together were allocated n boxes of cookies to sell for a club project . mark sold n0 boxes less than n and ann sold n1 boxes less than n . if mark and ann have each sold at least one box of cookies , but together they have sold less than n boxes , what is the value of n ?	add ( n0 , const_1 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n1 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
factory x ' s bulbs work for over n5 hours in n1 % of cases , whereas factory y ' s bulbs work for over n5 hours in n3 % of cases . it is known that factory x supplies n4 % of the total bulbs available . what is the chance that a purchased bulb will work for longer than n5 hours ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
a family pays $ n0 per year for an insurance plan that pays n1 percent of the first $ n2 , n3 in expenses and n4 percent of all medical expenses thereafter . in any given year , the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total how much ?	subtract ( n2 , n0 )
a wildlife preserve is being planned for n0 rhinoceroses . the preserve is to contain a total of n1 acres of watering area , plus n2 acres of grazing area for each rhinoceros . if the number of rhinoceroses is expected to increase by n3 percent , how many n4 acres should the preserve have in order to provide for the increased population ?	multiply ( n0 , n2 ) | divide ( #0 , n3 ) | add ( #1 , #0 ) | add ( n1 , #2 ) | divide ( #3 , n4 )
an auction house charges a commission of n0 % on the first $ n4 , n7 of the sale price of an item , plus n3 % on the amount of of the sale price in excess of $ n4 , n7 . what was the price of a painting for which the house charged a total commission of $ n6 , n7 ?	multiply ( n0 , n2 ) | add ( n2 , #0 )
we run a business that rents out canoes and kayaks . a canoe rental costs $ n0 per day , and a kayak rental costs $ n1 dollars per day . one day , our business rents out n2 canoes for every n3 kayaks and receives a total of $ n4 in revenue . how many more canoes than kayaks were rented out ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #3 ) | multiply ( #4 , #2 )
a certain car can travel n0 kilometers on a liter of fuel . if the fuel tank no_ascii_32 s contents decrease by n1 gallons over a period of n2 hours as the car moves at a constant speed , how fast is the car moving , in miles per hour ? ( n5 gallon = n4 liters ; n5 mile = n6 kilometers )	multiply ( n0 , n4 ) | divide ( #0 , n6 ) | multiply ( n1 , #1 ) | divide ( #2 , n2 )
set # n0 = { a , b , o , d , e } set # n1 = { k , l , m , n , u , p } there are these two sets of letters , and you are going to pick exactly one letter from each set . what is the probability of picking at least one vowel ?	add ( const_2 , const_3 ) | add ( #0 , const_1 ) | divide ( const_2 , #0 ) | divide ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( n0 , #4 )
a certain car can travel n0 kilometers on a liter of fuel . if the fuel tank no_ascii_32 s contents decrease by n1 gallons over a period of n2 hours as the car moves at a constant speed , how fast is the car moving , in miles per hour ? ( n5 gallon = n4 liters ; n5 mile = n6 kilometers )	multiply ( n0 , n4 ) | divide ( #0 , n6 ) | multiply ( n1 , #1 ) | divide ( #2 , n2 )
a and b started a business in partnership investing rs . n7 , n8 and rs . n2 , n8 respectively . after n4 months , c joined them with rs . n7 , n8 . whatwill be b ' s share in total profit of rs . n7 , n8 earned at the end of n9 years from the startingof the business ?	add ( const_1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n5 , #1 ) | multiply ( #2 , #3 )
a tank holds x gallons of a saltwater solution that is n0 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when n1 gallons of water and n2 gallons of salt are added , the resulting mixture is n3 n4 / n5 % salt by volume . what is the value of x ?	divide ( n0 , const_100 ) | divide ( n4 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #2 , n1 ) | subtract ( n4 , #0 ) | multiply ( #1 , #5 ) | subtract ( #5 , #6 ) | subtract ( #7 , #3 ) | divide ( #4 , #8 )
nicky and cristina are running a n0 meter race . since cristina is faster than nicky , she gives him a n1 second head start . if cristina runs at a pace of n2 meters per second and nicky runs at a pace of only n3 meters per second , how many seconds will nicky have run before cristina catches up to him ?	multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | divide ( #0 , n3 ) | divide ( #0 , #1 ) | add ( #2 , #3 )
machine a takes n0 hours to complete a certain job and starts that job at n2 am . after ten hour of working alone , machine a is joined by machine b and together they complete the job at n2 pm . how long would it have taken machine b to complete the job if it had worked alone for the entire job ?	inverse ( n0 ) | multiply ( n2 , const_2 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n1 ) | subtract ( const_1 , #2 ) | subtract ( #3 , const_2 ) | divide ( #4 , #5 ) | subtract ( #6 , #0 ) | inverse ( #7 )
patty ran a marathon at an average speed of n3 mph for some time and then at an average speed of n1 mph for the rest of the marathon . if she made no stops during the run and her average speed for the entire marathon was n2 mph , for what fraction of the total time did she run at n3 mph ?	subtract ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
n1 friends visited a book stall and brought n1 books , and everyone decided to contribute equally to the total bill of $ n2 . if one of the friends had a coupon for n3 % off the total bill , and if each friend still contributed equally after the coupon was applied to the bill , how much did each friend pay ?	add ( n0 , n0 ) | add ( n3 , #0 ) | divide ( n2 , #1 ) | multiply ( #2 , const_3 ) | subtract ( #3 , const_4 ) | subtract ( #4 , const_3 )
a group of boy scouts and girls scouts is going on a rafting trip . n0 % of the scouts arrived with signed permission slips . if n1 % of the scouts were boy scouts and n2 % of the boy scouts arrived with signed permission slips , then what percentage of the children were girl scouts who arrived with signed permission slips ?	multiply ( n1 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
factory x ' s bulbs work for over n5 hours in n1 % of cases , whereas factory y ' s bulbs work for over n5 hours in n3 % of cases . it is known that factory x supplies n4 % of the total bulbs available . what is the chance that a purchased bulb will work for longer than n5 hours ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
a box contain red , blue and green colored balls . the number of red balls is n0 and the number of blue balls is n1 . the number of green balls subtracted from the number of red balls is the same as the number of green balls added with the number of blue balls . then the number of green balls is ?	subtract ( n0 , n1 ) | divide ( #0 , const_2 )
a tank is filled by n0 pipes with uniform flow . the first two pipes operating simultaneously fill the tan in the same time during which the tank is filled by the third pipe alone . the n1 nd pipe fills the tank n2 hours faster than first pipe and n3 hours slower than third pipe . the time required by first pipe is	add ( n2 , n3 ) | multiply ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( #2 , const_4 ) | power ( #1 , const_2 ) | subtract ( #4 , #3 ) | sqrt ( #5 ) | add ( #1 , #6 ) | divide ( #7 , const_2 )
a sum was put at simple interest at certain rate for n0 years . had it been put at n1 % higher rate it would have fetched rs . n2 more . the sum is : a . rs . n9 , n4 b . rs . n9 , n6 c . rs . n9 , n8 d . rs . n9 , n10	divide ( n2 , n0 ) | multiply ( #0 , const_100 )
the no_ascii_30 length of integer x no_ascii_79 refers to the number of prime factors , not necessarily distinct , that x has . ( if x = n2 , the length of x would be n1 because n2 = n4 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 . ) what is the greatest possible length of integer z if z < n7 , n8 ?	power ( n3 , const_10 ) | log ( #0 )
the number of timeshare condos available at sunset beach is n0 / n1 the number of timeshare condos available at playa del mar . if the total number of timeshare condos available at the two beaches combined is n2 , what is the difference between the number of condos available at sunset beach and the number of condos available at playa del mar ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #2 , #1 )
in a graduating class , n1 percent of the students are male . in this class , n1 percent of the male students and n2 percent of the female students are n4 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n4 years old ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 )
a furniture dealer purchased a desk for $ n0 and then set the selling price equal to the purchase price plus a markup that was n1 % of the selling price . if the dealer sold the desk at the selling price , what was the amount of the dealer ' s gross profit from the purchase and the sale of the desk ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | multiply ( #3 , const_100 ) | divide ( #4 , n0 )
in a express train passengers traveling in a . c . sleeper class , first class and sleeper class are in the ratio n0 : n5 : n2 , and fare to each class in the ratio n3 : n4 : n5 . if the income from this train is rs . n6 , the income of a . c . sleeper class is	divide ( n6 , n4 ) | multiply ( n2 , n3 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
there are n3 boxes numbered n4 , n2 , . . . n3 . each box is to be filled up either with a red or a green ball in such a way that at least n4 box contains a green ball and the boxes containing green balls are consecutively numbered . the total number of ways in which this can be done is	subtract ( n0 , n1 ) | add ( n0 , #0 ) | subtract ( #0 , n1 ) | add ( #1 , #2 ) | subtract ( #2 , n1 ) | add ( #3 , #4 ) | add ( n2 , #5 )
in a graduating class , n2 percent of the students are male . in this class , n1 percent of the male students and n2 percent of the female students are n4 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n4 years old ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 )
a certain university will select n6 of n1 candidates eligible to fill a position in the mathematics department and n2 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
natasha climbs up a hill , and descends along the same way she went up . it takes her n0 hours to reach the top and n1 hours to come back down . if her average speed along the whole journey is n2 kilometers per hour , what was her average speed ( in kilometers per hour ) while climbing to the top ?	add ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , n0 )
a certain car uses one gallon of gasoline every n0 miles when it travels on highway , and one gallon of gasoline every n1 miles when it travels in the city . when a car travels n3 miles on highway and n3 additional miles in the city , it uses what percent more gasoline than if it travels n4 miles on the highway ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , #4 ) | divide ( #6 , #4 ) | multiply ( #7 , const_100 )
for an international mathematics olympiad , country d will send n3 delegates in total no_ascii_42 two will be supervisors and n5 will be contestants . there are n2 ways in which the n3 delegates can be chosen and there are n4 candidates competing for the n5 contestants no_ascii_32 places available . how many candidates are competing for the two supervisors no_ascii_32 slots available ?	divide ( n2 , n0 ) | divide ( n4 , n1 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | subtract ( #3 , const_2 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
two workers a and b are engaged to do a work . a working alone takes n0 hours more to complete the job than if both worked together . if b worked alone , he would need n1 n2 / n3 hours more to complete the job than they both working together . what time would they take to do the work together ?	divide ( n2 , n3 ) | add ( n1 , #0 ) | multiply ( n0 , #1 ) | sqrt ( #2 )
vijay lent out an amount rs . n0 into two parts , one at n4 % p . a . and the remaining at n2 % p . a . both on simple interest . at the end of the year he received rs . n3 as total interest . what was the amount he lent out at n4 % pa . a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #1 ) | add ( #0 , #2 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n7 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n7 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
a certain university will select n0 of n6 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
the number of timeshare condos available at sunset beach is n0 / n1 the number of timeshare condos available at playa del mar . if the total number of timeshare condos available at the two beaches combined is n2 , what is the difference between the number of condos available at sunset beach and the number of condos available at playa del mar ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #0 , n1 ) | add ( #2 , #1 )
nicky and cristina are running a n0 meter race . since cristina is faster than nicky , she gives him a n1 second head start . if cristina runs at a pace of n2 meters per second and nicky runs at a pace of only n3 meters per second , how many seconds will nicky have run before cristina catches up to him ?	multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | divide ( #0 , n3 ) | divide ( #0 , #1 ) | add ( #2 , #3 )
nicky and cristina are running a n0 meter race . since cristina is faster than nicky , she gives him a n1 second head start . if cristina runs at a pace of n2 meters per second and nicky runs at a pace of only n3 meters per second , how many seconds will nicky have run before cristina catches up to him ?	multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | divide ( #0 , n3 ) | divide ( #0 , #1 ) | add ( #2 , #3 )
mark and ann together were allocated n boxes of cookies to sell for a club project . mark sold n0 boxes less than n and ann sold n1 boxes less than n . if mark and ann have each sold at least one box of cookies , but together they have sold less than n boxes , what is the value of n ?	add ( n0 , const_1 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n0 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
in two alloys , copper and tin are related in the ratios of n0 : n2 and n2 : n7 . n4 kg of ist alloy , n5 kg of n8 nd alloy and some pure copper melted together . an alloy obtained in which the ratio of copper and tin was n7 : n8 . find the weight of the new alloy .	add ( n4 , n5 ) | add ( n0 , n1 ) | divide ( n3 , n0 ) | divide ( n4 , #1 ) | multiply ( n5 , #2 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #6 , n6 ) | subtract ( #7 , #4 ) | add ( #0 , #8 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
in a certain kindergarten , half of the children are allergic to peanuts , n1 children are not allergic to cashew nuts , n1 children are allergic to both peanuts and cashew nuts , and n2 children are allergic to cashew nuts . how many of the kindergarten ' s children are not allergic to peanuts and are not allergic to cashew nuts ?	add ( n0 , n2 ) | divide ( #0 , const_2 ) | add ( n2 , #1 ) | subtract ( #2 , n0 ) | subtract ( #0 , #3 )
two vessels having volumes in the ratio n4 : n1 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n2 : n4 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
a sum was put at simple interest at certain rate for n0 years . had it been put at n1 % higher rate it would have fetched rs . n2 more . the sum is : a . rs . n9 , n4 b . rs . n9 , n6 c . rs . n9 , n8 d . rs . n9 , n10	divide ( n2 , n0 ) | multiply ( #0 , const_100 )
factory x ' s bulbs work for over n5 hours in n1 % of cases , whereas factory y ' s bulbs work for over n5 hours in n3 % of cases . it is known that factory x supplies n4 % of the total bulbs available . what is the chance that a purchased bulb will work for longer than n5 hours ?	add ( n1 , n3 ) | divide ( #0 , const_2 )
the price of a t . v . set worth rs . n0 is to be paid in n1 installments of rs . n2 each . if the rate of interest be n3 % per annum , and the first installment be paid at the time of purchase , then the value of the last installment covering the interest as well will be ?	subtract ( n0 , n2 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a merchant purchased a jacket for $ n0 and then determined a selling price that equalled the purchase price of the jacket plus a markup that was n2 percent of the selling price . during a sale , the merchant discounted the selling price by n2 percent and sold the jacket . what was the merchant no_ascii_32 s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( n0 , #2 ) | multiply ( #4 , #3 ) | subtract ( #5 , n0 )
in the youth summer village there are n0 people , n1 of them are not working , n2 of them have families and n3 of them like to sing in the shower . what is the largest possible number of people in the village , which are working , that do n ' t have families and that are singing in the shower ?	add ( n1 , n2 ) | add ( n3 , #0 ) | subtract ( #1 , n0 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n0 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
danny is sitting on a rectangular box . the area of the front face of the box is half the area of the top face , and the area of the top face is n0 times the area of the side face . if the volume of the box is n1 , what is the area of the side face of the box ?	divide ( const_1 , const_3 ) | power ( n1 , const_2 ) | multiply ( #1 , const_3 ) | power ( #2 , #0 ) | divide ( #3 , n0 )
in a company of n8 employees , n1 employees earn $ n2 , n10 , n4 employees earn $ n5 , n10 , and the n7 highest - paid employees earn the same amount . if the average annual salary for the n8 employees is $ n9 , n10 , what is the annual salary for each of the highest - paid employees ?	add ( const_1 , n3 ) | divide ( const_1 , const_2 ) | multiply ( n5 , n5 ) | multiply ( n0 , n5 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | add ( #4 , const_2 ) | multiply ( n3 , #4 ) | add ( #6 , #1 ) | multiply ( n0 , #8 ) | subtract ( #9 , #5 ) | subtract ( #10 , #7 ) | divide ( #11 , n5 ) | multiply ( #12 , const_1000 ) | divide ( #13 , const_1000 ) | subtract ( #14 , n1 )
a furniture dealer purchased a desk for $ n0 and then set the selling price equal to the purchase price plus a markup that was n1 % of the selling price . if the dealer sold the desk at the selling price , what was the amount of the dealer ' s gross profit from the purchase and the sale of the desk ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 ) | subtract ( #2 , n0 ) | multiply ( #3 , const_100 ) | divide ( #4 , n0 )
you hold some gold in a vault as an investment . over the past year the price of gold increases by n0 % . in order to keep your gold in the vault , you must pay n1 % of the total value of the gold per year . what percentage has the value of your holdings changed by over the past year .	divide ( n0 , n1 ) | subtract ( n0 , #0 )
we run a business that rents out canoes and kayaks . a canoe rental costs $ n0 per day , and a kayak rental costs $ n1 dollars per day . one day , our business rents out n2 canoes for every n3 kayaks and receives a total of $ n4 in revenue . how many more canoes than kayaks were rented out ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n4 , #3 ) | multiply ( #4 , #2 )
a is a working partner and b is a sleeping partner in the business . a puts in rs . n0 and b rs . n1 , a receives n2 % of the profit for managing the business the rest being divided in proportion of their capitals . out of a total profit of rs . n3 , money received by a is ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 ) | subtract ( n3 , #5 )
jill works as a waitress at the local diner where she earns an hourly wage of $ n0 per hour and a standard tip rate of n1 % of the cost of the orders she serves . if she worked n2 n3 - hour shifts this week and averaged $ n4 in orders per hour , how much did jill earn this week ?	divide ( n1 , const_100 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | multiply ( n0 , #1 ) | multiply ( #0 , #2 ) | add ( #4 , #3 )
two vessels having volumes in the ratio n0 : n2 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n2 : n3 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
if x dollars is invested at n2 percent for one year and y dollars is invested at n7 percent for one year , the annual income from the n2 percent investment will exceed the annual income from the n7 percent investment by $ n4 . if $ n5 , n6 is the total amount invested , how much is invested at n7 percent ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_2 ) | add ( n4 , #6 ) | divide ( #7 , #4 ) | subtract ( #5 , #8 )
a and b started a business in partnership investing rs . n5 , n8 and rs . n2 , n8 respectively . after n4 months , c joined them with rs . n5 , n8 . whatwill be b ' s share in total profit of rs . n7 , n8 earned at the end of n9 years from the startingof the business ?	add ( const_1 , const_4 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_4 ) | multiply ( n5 , #1 ) | multiply ( #2 , #3 )
a certain university will select n0 of n3 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
two vessels having volumes in the ratio n0 : n1 are filled with water and milk solutions . the ratio of milk and water in the two vessels are n2 : n3 and n4 : n5 respectively . if the contents of both the vessel are empties into a larger vessel , find the ratio of milk and water in the larger vessel .	power ( n2 , n0 )
bob wants to run a mile in the same time as his sister . if bob no_ascii_32 s time for a mile is currently n0 minutes n1 seconds and his sister no_ascii_32 s time is currently n2 minutes n3 seconds , by what percent does bob need to improve his time in order run a mile in the same time as his sister ?	multiply ( n0 , n0 ) | multiply ( n2 , const_60 ) | multiply ( n0 , const_60 ) | add ( n3 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | subtract ( const_1 , #5 ) | multiply ( #0 , #6 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
car x began traveling at an average speed of n0 miles per hour . after n1 minutes , car y began traveling at an average speed of n2 miles per hour . when both cars had traveled the same distance , both cars stopped . how many miles did car x travel from the time car y began traveling until both cars stopped ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a certain university will select n0 of n1 candidates eligible to fill a position in the mathematics department and n4 of n3 candidates eligible to fill n4 identical positions in the computer science department . if none of the candidates is eligible for a position in both departments , how many different sets of n6 candidates are there to fill the n6 positions ?	multiply ( n3 , n5 ) | multiply ( n1 , #0 )
tom wants to buy items costing $ n0 , $ n1 , and $ n2 . he earns $ n3 an hour doing odd jobs . if ten percent of his income is put aside for other purposes , how many hours must he work to earn the money he needs for his purchases ? round your answer to the nearest whole hour .	add ( n0 , n1 ) | divide ( const_1 , const_10 ) | add ( n2 , #0 ) | subtract ( const_1 , #1 ) | multiply ( n3 , #3 ) | divide ( #2 , #4 ) | floor ( #5 )
of the n0 employees in a certain company , n1 percent will be relocated to city x and the remaining n2 percent will be relocated to city y . however , n3 percent of the employees prefer city y and n4 percent prefer city x . what is the highest possible number of employees who will be relocated to the city they prefer ?	multiply ( n3 , const_2 ) | add ( n4 , #0 )
a car gets n0 miles to the gallon . if it is modified to use a solar panel , it will use only n1 percent as much fuel as it does now . if the fuel tank holds n2 gallons , how many more miles will the car be able to travel , per full tank of fuel , after it has been modified ?	divide ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 )
a girl scout was selling boxes of cookies . in a month , she sold both boxes of chocolate chip cookies ( $ n0 each ) and boxes of plain cookies ( $ n1 each ) . altogether , she sold n4 , n3 boxes for a combined value of $ n4 , n5 . how many boxes of plain cookies did she sell ?	add ( n4 , const_1000 ) | divide ( #0 , const_2 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
an assembly line produces n0 cogs per hour until an initial order of n3 cogs is completed . the speed of the assembly line is then immediately increased so that it can produce n3 cogs per hour until another n3 cogs are produced . what is the overall average output , in cogs per hour , for the assembly line during this whole time ?	divide ( n1 , n0 ) | multiply ( n1 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 )
the cost of n0 kg of mangos is equal to the cost of n1 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is $ n4 . find the total cost of n5 kg of mangos , n6 kg of rice and n7 kg of flour ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #1 , n3 ) | multiply ( #0 , #3 ) | multiply ( n6 , #3 ) | multiply ( n5 , #4 ) | add ( #6 , #5 ) | add ( #7 , #2 )
a drink vendor has n0 liters of maaza , n1 liters of pepsi and n2 liters of sprite . he wants to pack them in cans , so that each can contains the same number of liters of a drink , and does n ' t want to mix any two drinks in a can . what is the least number of cans required ?	gcd ( n0 , n1 ) | gcd ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
g ( x ) is defined as the product of all even integers k such that n0 < k no_ascii_76 x . for example , g ( n8 ) = n2 no_ascii_62 n9 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 no_ascii_62 n7 no_ascii_62 n8 . if g ( e ) is divisible by n9 ^ n10 , what is the smallest possible value for e ?	multiply ( n2 , n7 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 , n3 through the lagaan from the village of mutter . mutter , a very rich farmer , paid only rs . n4 as lagaan . the percentage of total land of mutter over the total taxable land of the village is :	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_4 ) | divide ( n3 , #0 ) | multiply ( #1 , const_1000 ) | multiply ( #3 , const_1000 ) | add ( #5 , #6 ) | divide ( #4 , #7 ) | multiply ( #8 , const_100 )
the number of stamps that p and q had were in the ratio of n0 : n1 respectively . after p gave q n2 stamps , the ratio of the number of p ' s stamps to the number of q ' s stamps was n3 : n4 . as a result of the gift , p had how many more stamps than q ?	add ( n3 , n4 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
nil and ethan are brothers . they left their home at the same time and drove to the same beach . nil drove at a speed of n0 miles per hour . ethan drove at a speed of n1 miles per hour . nil arrived at the beach n2 hour earlier than ethan . what is the distance between their home and the beach ?	inverse ( n1 ) | inverse ( n0 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
the cost of n0 kg of mangos is equal to the cost of n1 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is $ n4 . find the total cost of n5 kg of mangos , n6 kg of rice and n7 kg of flour ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #1 , n3 ) | multiply ( #0 , #3 ) | multiply ( n6 , #3 ) | multiply ( n5 , #4 ) | add ( #6 , #5 ) | add ( #7 , #2 )
a certain company has records stored with a record storage firm in n0 - inch by n1 - inch by n2 - inch boxes . the boxes occupy n3 million cubic inches of space . if the company pays $ n4 per box per month for the record storage , what is the total amount that the company pays each month for record storage ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n3 , #4 ) | multiply ( n4 , #5 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , const_3 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
if x is invested in a bank at a rate of simple interest of y % p . a . for two years , then the interest earned is n0 . if x is invested at y % p . a . , for two years when the interest is compounded annually , the interest is n1 . what is the value of x ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | power ( #0 , const_2 ) | divide ( #2 , #1 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 , n3 through the lagaan from the village of mutter . mutter , a very rich farmer , paid only rs . n4 as lagaan . the percentage of total land of mutter over the total taxable land of the village is :	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_4 ) | divide ( n3 , #0 ) | multiply ( #1 , const_1000 ) | multiply ( #3 , const_1000 ) | add ( #5 , #6 ) | divide ( #4 , #7 ) | multiply ( #8 , const_100 )
a crow leaves its nest , and flies back and forth from its nest to a nearby ditch to gather worms . the distance between the nest and the ditch is n0 meters . in one and a half hours , the crow manages to bring worms to its nest n1 times . what is the speed of the crow in kilometers per hour ?	divide ( n1 , const_10 ) | multiply ( n1 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , #0 )
in goshawk - eurasian nature reserve n0 percent of the birds are hawks , and n1 percent of the non - hawks are paddyfield - warblers . if there are n2 percent as many kingfishers as paddyfield - warblers in the reserve , then what percent of the birds b in the nature reserve are not hawks , paddyfield - warblers , or kingfishers ?	add ( n2 , n2 ) | divide ( #0 , const_2 ) | add ( #1 , const_10 )
the number of stamps that p and q had were in the ratio of n0 : n1 respectively . after p gave q n2 stamps , the ratio of the number of p ' s stamps to the number of q ' s stamps was n3 : n4 . as a result of the gift , p had how many more stamps than q ?	add ( n3 , n4 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a man purchased n0 pens , n1 books , n2 pencils and n3 erasers . the cost of each pen is rs . n4 , each book is rs . n5 , each pencil is rs . n6 , and the cost of each eraser is rs . n7 less than the combined costs of pen and pencil . find the total amount spent ?	multiply ( n0 , n4 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 )
the number of stamps that p and q had were in the ratio of n0 : n1 respectively . after p gave q n2 stamps , the ratio of the number of p ' s stamps to the number of q ' s stamps was n3 : n4 . as a result of the gift , p had how many more stamps than q ?	add ( n3 , n4 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
g ( x ) is defined as the product of all even integers k such that n0 < k no_ascii_76 x . for example , g ( n8 ) = n2 no_ascii_62 n9 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 no_ascii_62 n7 no_ascii_62 n8 . if g ( r ) is divisible by n9 ^ n10 , what is the smallest possible value for r ?	multiply ( n2 , n7 )
a car gets n0 miles to the gallon . if it is modified to use a solar panel , it will use only n1 percent as much fuel as it does now . if the fuel tank holds n2 gallons , how many more miles will the car be able to travel , per full tank of fuel , after it has been modified ?	divide ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 )
the cost of n0 kg of mangos is equal to the cost of n1 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is $ n4 . find the total cost of n5 kg of mangos , n6 kg of rice and n7 kg of flour ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #1 , n3 ) | multiply ( #0 , #3 ) | multiply ( n6 , #3 ) | multiply ( n5 , #4 ) | add ( #6 , #5 ) | add ( #7 , #2 )
if x and y are sets of integers , x # y denotes the set of integers that belong to set x or set y , but not both . if x consists of n0 integers , y consists of n1 integers , and n2 of the integers are in both x and y , then x # y consists of how many integers ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 )
two pipes a and b can separately fill a cistern in n0 minutes and n1 minutes respectively . there is a third pipe in the bottom of the cistern to empty it . if all the three pipes are simultaneously opened , then the cistern is full in n2 minutes . in how much time , the third pipe alone can empty the cistern ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
a drink vendor has n0 liters of maaza , n1 liters of pepsi and n2 liters of sprite . he wants to pack them in cans , so that each can contains the same number of liters of a drink , and does n ' t want to mix any two drinks in a can . what is the least number of cans required ?	gcd ( n0 , n1 ) | gcd ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
a business executive and his client are charging their dinner tab on the executive ' s expense account . the company will only allow them to spend a total of n0 $ for the meal . assuming that they will pay n1 % in sales tax for the meal and leave a n2 % tip , what is the most their food can cost ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n0 , #2 )
george can do a piece of work in n0 hours . paul can do the same work in n1 hours , hari can do the same work in n2 hours . george , paul and hari start the same work at n3 am , while george stops at n4 am , the remaining two complete the work . what time will the work complete ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | add ( #2 , #0 ) | add ( #4 , #1 ) | inverse ( #3 ) | multiply ( #5 , const_2 ) | subtract ( const_1 , #7 ) | multiply ( #6 , #8 ) | add ( n4 , #9 ) | subtract ( #10 , n2 )
if x and y are sets of integers , x # y denotes the set of integers that belong to set x or set y , but not both . if x consists of n0 integers , y consists of n1 integers , and n2 of the integers are in both x and y , then x # y consists of how many integers ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 )
a drink vendor has n0 liters of maaza , n1 liters of pepsi and n2 liters of sprite . he wants to pack them in cans , so that each can contains the same number of liters of a drink , and does n ' t want to mix any two drinks in a can . what is the least number of cans required ?	gcd ( n0 , n1 ) | gcd ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , const_3 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
a tourist does not have to pay tax on the first $ n2 of goods he purchases in country b , but does have to pay a n1 percent tax on the portion of the total value that is in excess of $ n2 . what tax must be paid by a tourist if he buys goods with a total value of $ n3 ?	subtract ( n3 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
in february wilson no_ascii_32 s earnings were n0 percent of his family no_ascii_32 s total income . in march wilson earned n1 percent less than in february . if the rest of his family no_ascii_32 s income was the same in both months , then , in march , wilson no_ascii_32 s earnings were approximately what percent of his family no_ascii_32 s total income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #0 ) | subtract ( #0 , #2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
two pipes a and b can separately fill a cistern in n2 minutes and n1 minutes respectively . there is a third pipe in the bottom of the cistern to empty it . if all the three pipes are simultaneously opened , then the cistern is full in n2 minutes . in how much time , the third pipe alone can empty the cistern ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
the total price of a basic computer and printer are $ n0 , n2 . if the same printer had been purchased with an enhanced computer whose price was $ n2 more than the price of the basic computer , then the price of the printer would have been n3 / n4 of that total . what was the price of the basic computer ?	multiply ( const_0_25 , const_1000 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 ) | divide ( #2 , n3 ) | subtract ( #1 , #3 )
priya takes a trip and drives n0 hours from town x to town z at a rate of n1 miles per hour . on her way back , priya drives n2 miles per hour and stops in town y which is midway between town x and town z . how many hours does it take scott to drive from town z to town y ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , n2 )
an art gallery has only paintings and sculptures . currently , n4 / n5 of the pieces of art are displayed , and n4 / n3 of the pieces on display are sculptures . if n4 / n5 of the pieces not on display are paintings , and n6 sculptures are not on display , how many pieces of art does the gallery have ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( n6 , #1 ) | divide ( #2 , #1 )
there are n3 boxes numbered n4 , n2 , . . . n3 . each box is to be filled up either with a red or a green ball in such a way that at least n4 box contains a green ball and the boxes containing green balls are consecutively numbered . the total number of ways in which this can be done is :	subtract ( n0 , n1 ) | add ( n0 , #0 ) | subtract ( #0 , n1 ) | add ( #1 , #2 ) | subtract ( #2 , n1 ) | add ( #3 , #4 ) | add ( n2 , #5 )
a drink vendor has n0 liters of maaza , n1 liters of pepsi and n2 liters of sprite . he wants to pack them in cans , so that each can contains the same number of liters of a drink , and does n ' t want to mix any two drinks in a can . what is the least number of cans required ?	gcd ( n0 , n1 ) | gcd ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
in goshawk - eurasian nature reserve n0 percent of the birds are hawks , and n1 percent of the non - hawks are paddyfield - warblers . if there are n2 percent as many kingfishers as paddyfield - warblers in the reserve , then what percent of the birds x in the nature reserve are not hawks , paddyfield - warblers , or kingfishers ?	add ( n2 , n2 ) | divide ( #0 , const_2 ) | add ( #1 , const_10 )
an art gallery has only paintings and sculptures . currently , n4 / n5 of the pieces of art are displayed , and n4 / n3 of the pieces on display are sculptures . if n4 / n5 of the pieces not on display are paintings , and n6 sculptures are not on display , how many pieces of art does the gallery have ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( n6 , #1 ) | divide ( #2 , #1 )
a train travels from albany to syracuse , a distance of n0 miles , at the average rate of n1 miles per hour . the train then travels back to albany from syracuse . the total travelling time of the train is n2 hours and n3 minutes . what was the average rate of speed of the train on the return trip to albany ?	divide ( n3 , const_60 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #2 , #1 ) | speed ( n0 , #3 )
the avg weight of a , b & c is n1 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
one tap , working alone at its maximum constant rate , can fill a certain sink in n0 seconds . a second tap , working alone at its maximum constant rate , can fill the same sink in n1 seconds . if both taps work together at their respective maximum constant rates , the time it will take to fill the sink is closest to	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | divide ( const_1 , #2 )
ms . mary sold two properties , x and y , for $ n0 each . she sold property x for n2 % more than she paid for it and sold property y for n2 % less than she paid for it . if expenses are disregarded , what was her total net gain or loss , if any , on the two properties ?	divide ( n1 , const_100 ) | subtract ( const_100 , n1 ) | add ( #1 , const_3 ) | multiply ( n0 , #0 ) | add ( #2 , const_0_33 ) | subtract ( #3 , const_1000 ) | divide ( #5 , const_2 ) | add ( #4 , #6 )
two pipes a and b can separately fill a cistern in n0 minutes and n1 minutes respectively . there is a third pipe in the bottom of the cistern to empty it . if all the three pipes are simultaneously opened , then the cistern is full in n2 minutes . in how much time , the third pipe alone can empty the cistern ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
a business executive and his client are charging their dinner tab on the executive ' s expense account . the company will only allow them to spend a total of n0 $ for the meal . assuming that they will pay n1 % in sales tax for the meal and leave a n2 % tip , what is the most their food can cost ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n0 , #2 )
two pipes a and b can separately fill a cistern in n0 min and n1 min respectively . there is a third pipe in the bottom of the cistern to empty it . if all the n2 pipes are simultaneously opened , then the cistern is full in n3 min . in how much time , the third pipe alone can empty the cistern ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
there are n3 stores in town that had a total of n1 visitors on a particular day . however , only n2 people went shopping that day ; some people visited more than one store . if n3 people visited exactly two stores each , and everyone visited at least one store , what is the largest number of stores anyone could have visited ?	multiply ( n0 , const_2 ) | subtract ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( #1 , const_1 ) | subtract ( #2 , #3 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , const_3 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
the total price of a basic computer and printer are $ n0 , n2 . if the same printer had been purchased with an enhanced computer whose price was $ n2 more than the price of the basic computer , then the price of the printer would have been n3 / n4 of that total . what was the price of the basic computer ?	multiply ( const_0_25 , const_1000 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 ) | divide ( #2 , n3 ) | subtract ( #1 , #3 )
a train travels from albany to syracuse , a distance of n0 miles , at the average rate of n1 miles per hour . the train then travels back to albany from syracuse . the total travelling time of the train is n2 hours and n3 minutes . what was the average rate of speed of the train on the return trip to albany ?	divide ( n3 , const_60 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #2 , #1 ) | speed ( n0 , #3 )
in a fort , there are n0 soldiers . if each soldier consumes n1 kg per day , the provisions available in the fort will last for n2 days . if some more soldiers join , the provisions available will last for n3 days given each soldier consumes n4 kg per day . find the number of soldiers joining the fort in that case ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
if x is invested in a bank at a rate of simple interest of y % p . a . for two years , then the interest earned is n0 . if x is invested at y % p . a . , for two years when the interest is compounded annually , the interest is n1 . what is the value of x ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | power ( #0 , const_2 ) | divide ( #2 , #1 )
a certain company has records stored with a record storage firm in n0 - inch by n1 - inch by n2 - inch boxes . the boxes occupy n3 million cubic inches of space . if the company pays $ n4 per box per month for the record storage , what is the total amount that the company pays each month for record storage ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n3 , #4 ) | multiply ( n4 , #5 )
at company x , senior sales representatives visit the home office once every n0 days , and junior sales representatives visit the home office once every n1 days . the number of visits that a junior sales representative makes in a n2 - year period is approximately what percent greater than the number of visits that a senior representative makes in the same period ?	add ( const_1 , const_10 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 )
a car gets n0 miles to the gallon . if it is modified to use a solar panel , it will use only n1 percent as much fuel as it does now . if the fuel tank holds n2 gallons , how many more miles will the car be able to travel , per full tank of fuel , after it has been modified ?	divide ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 )
g ( x ) is defined as the product of all even integers k such that n0 < k no_ascii_76 x . for example , g ( n8 ) = n2 no_ascii_62 n9 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 no_ascii_62 n7 no_ascii_62 n8 . if g ( z ) is divisible by n9 ^ n10 , what is the smallest possible value for z ?	multiply ( n2 , n7 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 , n3 through the lagaan from the village of mutter . mutter , a very rich farmer , paid only rs . n4 as lagaan . the percentage of total land of mutter over the total taxable land of the village is :	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_4 ) | divide ( n3 , #0 ) | multiply ( #1 , const_1000 ) | multiply ( #3 , const_1000 ) | add ( #5 , #6 ) | divide ( #4 , #7 ) | multiply ( #8 , const_100 )
the cost of n0 kg of mangos is equal to the cost of n1 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is $ n4 . find the total cost of n5 kg of mangos , n6 kg of rice and n7 kg of flour ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #1 , n3 ) | multiply ( #0 , #3 ) | multiply ( n6 , #3 ) | multiply ( n5 , #4 ) | add ( #6 , #5 ) | add ( #7 , #2 )
an assembly line produces n0 cogs per hour until an initial order of n3 cogs is completed . the speed of the assembly line is then immediately increased so that it can produce n3 cogs per hour until another n3 cogs are produced . what is the overall average output , in cogs per hour , for the assembly line during this whole time ?	divide ( n1 , n0 ) | multiply ( n1 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 )
a crow leaves its nest , and flies back and forth from its nest to a nearby ditch to gather worms . the distance between the nest and the ditch is n0 meters . in one and a half hours , the crow manages to bring worms to its nest n1 times . what is the speed of the crow in kilometers per hour ?	divide ( n1 , const_10 ) | multiply ( n1 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , #0 )
there are n3 stores in town that had a total of n1 visitors on a particular day . however , only n2 people went shopping that day ; some people visited more than one store . if n3 people visited exactly two stores each , and everyone visited at least one store , what is the largest number of stores anyone could have visited ?	multiply ( n0 , const_2 ) | subtract ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( #1 , const_1 ) | subtract ( #2 , #3 )
if x is invested in a bank at a rate of simple interest of y % p . a . for two years , then the interest earned is n0 . if x is invested at y % p . a . , for two years when the interest is compounded annually , the interest is n1 . what is the value of x ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | power ( #0 , const_2 ) | divide ( #2 , #1 )
in goshawk - eurasian nature reserve n0 percent of the birds are hawks , and n1 percent of the non - hawks are paddyfield - warblers . if there are n2 percent as many kingfishers as paddyfield - warblers in the reserve , then what percent of the birds r in the nature reserve are not hawks , paddyfield - warblers , or kingfishers ?	add ( n2 , n2 ) | divide ( #0 , const_2 ) | add ( #1 , const_10 )
a business executive and his client are charging their dinner tab on the executive ' s expense account . the company will only allow them to spend a total of n0 $ for the meal . assuming that they will pay n1 % in sales tax for the meal and leave a n2 % tip , what is the most their food can cost ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n0 , #2 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 , n3 through the lagaan from the village of mutter . mutter , a very rich farmer , paid only rs . n4 as lagaan . the percentage of total land of mutter over the total taxable land of the village is :	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_4 ) | divide ( n3 , #0 ) | multiply ( #1 , const_1000 ) | multiply ( #3 , const_1000 ) | add ( #5 , #6 ) | divide ( #4 , #7 ) | multiply ( #8 , const_100 )
at company x , senior sales representatives visit the home office once every n0 days , and junior sales representatives visit the home office once every n1 days . the number of visits that a junior sales representative makes in a n2 - year period is approximately what percent greater than the number of visits that a senior representative makes in the same period ?	add ( const_1 , const_10 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 )
stacy and heather are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour faster than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ?	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 for that week . isabella makes n3 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , const_1000 ) | subtract ( #6 , const_1 )
the number of stamps that p and q had were in the ratio of n0 : n1 respectively . after p gave q n2 stamps , the ratio of the number of p ' s stamps to the number of q ' s stamps was n3 : n4 . as a result of the gift , p had how many more stamps than q ?	add ( n3 , n4 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
a crow leaves its nest , and flies back and forth from its nest to a nearby ditch to gather worms . the distance between the nest and the ditch is n0 meters . in one and a half hours , the crow manages to bring worms to its nest n1 times . what is the speed of the crow in kilometers per hour ?	divide ( n1 , const_10 ) | multiply ( n1 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , #0 )
an assembly line produces n0 cogs per hour until an initial order of n3 cogs is completed . the speed of the assembly line is then immediately increased so that it can produce n3 cogs per hour until another n3 cogs are produced . what is the overall average output , in cogs per hour , for the assembly line during this whole time ?	divide ( n1 , n0 ) | multiply ( n1 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 )
if x and y are sets of integers , x # y denotes the set of integers that belong to set x or set y , but not both . if x consists of n0 integers , y consists of n1 integers , and n2 of the integers are in both x and y , then x # y consists of how many integers ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , const_3 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
two pipes a and b can separately fill a cistern in n0 minutes and n1 minutes respectively . there is a third pipe in the bottom of the cistern to empty it . if all the three pipes are simultaneously opened , then the cistern is full in n2 minutes . in how much time , the third pipe alone can empty the cistern ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | inverse ( #4 )
the total price of a basic computer and printer are $ n0 , n2 . if the same printer had been purchased with an enhanced computer whose price was $ n2 more than the price of the basic computer , then the price of the printer would have been n3 / n4 of that total . what was the price of the basic computer ?	multiply ( const_0_25 , const_1000 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 ) | divide ( #2 , n3 ) | subtract ( #1 , #3 )
a tourist does not have to pay tax on the first $ n2 of goods he purchases in country b , but does have to pay a n1 percent tax on the portion of the total value that is in excess of $ n2 . what tax must be paid by a tourist if he buys goods with a total value of $ n3 ?	subtract ( n3 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
in a fort , there are n0 soldiers . if each soldier consumes n1 kg per day , the provisions available in the fort will last for n2 days . if some more soldiers join , the provisions available will last for n3 days given each soldier consumes n4 kg per day . find the number of soldiers joining the fort in that case .	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n3 ) | divide ( #2 , n4 ) | subtract ( #3 , n0 )
the total population of dogs in a community is estimated to be n1 % male and n1 % female . the total number of black dogs is n2 % greater than the total number of male black dogs . if the total number of female dogs is n3 times more than the number of female black dogs what percentage of male dogs is black ?	divide ( n2 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #1 , const_100 )
each of the integers from n0 to n1 , inclusive , is written on a separate slip of blank paper and the n3 slips are dropped into hat . if the slips are then drawn one at a time without replacement , how many must be drawn to ensure that the numbers on two of the slips drawn will have a sum of n3 ?	subtract ( n1 , const_2 ) | add ( #0 , const_1 )
a tourist does not have to pay tax on the first $ n2 of goods he purchases in country b , but does have to pay a n1 percent tax on the portion of the total value that is in excess of $ n2 . what tax must be paid by a tourist if he buys goods with a total value of $ n3 ?	subtract ( n3 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , const_100 )
stacy and helon are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour faster than helon ' s constant rate of n2 miles / hour . if helon starts her journey n3 minutes after stacy , how far from the original destination has helon walked when the two meet ?	add ( n1 , n2 ) | add ( n2 , #0 ) | multiply ( n3 , #0 ) | divide ( #2 , const_60 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
a certain company has records stored with a record storage firm in n0 - inch by n1 - inch by n2 - inch boxes . the boxes occupy n3 million cubic inches of space . if the company pays $ n4 per box per month for the record storage , what is the total amount that the company pays each month for record storage ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n3 , #4 ) | multiply ( n4 , #5 )
a crow leaves its nest , and flies back and forth from its nest to a nearby ditch to gather worms . the distance between the nest and the ditch is n0 meters . in one and a half hours , the crow manages to bring worms to its nest n1 times . what is the speed of the crow in kilometers per hour ?	divide ( n1 , const_10 ) | multiply ( n1 , const_2 ) | multiply ( n0 , #1 ) | divide ( #2 , const_1000 ) | divide ( #3 , #0 )
at company x , senior sales representatives visit the home office once every n0 days , and junior sales representatives visit the home office once every n1 days . the number of visits that a junior sales representative makes in a n2 - year period is approximately what percent greater than the number of visits that a senior representative makes in the same period ?	add ( const_1 , const_10 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 )
if x and y are sets of integers , x # y denotes the set of integers that belong to set x or set y , but not both . if x consists of n0 integers , y consists of n1 integers , and n2 of the integers are in both x and y , then x # y consists of how many integers ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 )
in goshawk - eurasian nature reserve n0 percent of the birds are hawks , and n1 percent of the non - hawks are paddyfield - warblers . if there are n2 percent as many kingfishers as paddyfield - warblers in the reserve , then what percent of the birds w in the nature reserve are not hawks , paddyfield - warblers , or kingfishers ?	add ( n2 , n2 ) | divide ( #0 , const_2 ) | add ( #1 , const_10 )
stalin and heather are n3 miles apart and walk towards each other along the same route . stalin walks at constant rate that is n1 mile per hour faster than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stalin , how far from the original destination has heather walked when the two meet ?	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n0 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 ) | divide ( #6 , const_2 )
abcd is a square . e , f , g , h is the midpoint of the sides of square . j and k is the midpoint of the sides hg and fg . l is a point on sides ef such that lf = n0 / n1 ef . find the ratio of area of triangle jkl to the area of square abcd .	divide ( const_1 , const_2 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #3 ) | triangle_area ( #4 , #0 )
a car gets n0 miles to the gallon . if it is modified to use a solar panel , it will use only n1 percent as much fuel as it does now . if the fuel tank holds n2 gallons , how many more miles will the car be able to travel , per full tank of fuel , after it has been modified ?	divide ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_100 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 )
g ( a ) is defined as the product of all even integers k such that n0 < k no_ascii_76 x . for example , g ( n8 ) = n2 no_ascii_62 n9 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 no_ascii_62 n7 no_ascii_62 n8 . if g ( y ) is divisible by n9 ^ n10 , what is the smallest possible value for a ?	divide ( n3 , const_2 ) | multiply ( n10 , #0 ) | add ( #1 , const_2 )
there are n3 stores in town that had a total of n1 visitors on a particular day . however , only n2 people went shopping that day ; some people visited more than one store . if n3 people visited exactly two stores each , and everyone visited at least one store , what is the largest number of stores anyone could have visited ?	multiply ( n0 , const_2 ) | subtract ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( #1 , const_1 ) | subtract ( #2 , #3 )
the cost of n0 kg of mangos is equal to the cost of n4 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is $ n4 . find the total cost of n5 kg of mangos , n6 kg of rice and n7 kg of flour ?	divide ( n1 , n0 ) | multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #1 , n3 ) | multiply ( #0 , #3 ) | multiply ( n6 , #3 ) | multiply ( n5 , #4 ) | add ( #6 , #5 ) | add ( #7 , #2 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
you have a n1 - sided cube and n1 cans of paint , each a different color . you may not mix colors of paint . how many distinct ways can you paint the cube using a different color for each side ? ( if you can reorient a cube to look like another cube , then the two cubes are not distinct . )	divide ( n0 , const_2 ) | subtract ( n0 , const_1 ) | factorial ( #0 ) | multiply ( #2 , #1 )
if x is invested in a bank at a rate of simple interest of y % p . a . for two years , then the interest earned is n0 . if x is invested at y % p . a . , for two years when the interest is compounded annually , the interest is n1 . what is the value of x ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | power ( #0 , const_2 ) | divide ( #2 , #1 )
a store purchased a pair of pants for $ n0 and was selling it at a price that equaled the purchase price of the pants plus a markup that was n1 percent of the selling price . after some time a store owner decided to decrease the selling price by n2 percent . what was the store ' s gross profit on this sale ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | divide ( #1 , const_3 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
a certain company has records stored with a record storage firm in n0 - inch by n1 - inch by n2 - inch boxes . the boxes occupy n3 million cubic inches of space . if the company pays $ n4 per box per month for the record storage , what is the total amount that the company pays each month for record storage ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n3 , #4 ) | multiply ( n4 , #5 )
an art gallery has only paintings and sculptures . currently , n4 / n5 of the pieces of art are displayed , and n4 / n3 of the pieces on display are sculptures . if n4 / n5 of the pieces not on display are paintings , and n6 sculptures are not on display , how many pieces of art does the gallery have ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( n6 , #1 ) | divide ( #2 , #1 )
a girl scout was selling boxes of cookies . in a month , she sold both boxes of chocolate chip cookies ( $ n0 each ) and boxes of plain cookies ( $ n1 each ) . altogether , she sold n4 , n3 boxes for a combined value of $ n4 , n5 . how many boxes of plain cookies did she sell ?	add ( n4 , const_1000 ) | divide ( #0 , const_2 )
a company plans to gradually replace its fleet of n0 cars with newer models . at the end of every year starting with n1 it retires n2 of its old cars and buys n3 new models . how many years did it take before the number of older cars left in the company ' s fleet was less than n4 percent of the fleet ?	add ( const_1 , const_10 ) | divide ( n0 , #0 ) | add ( #1 , const_1 ) | floor ( #2 )
at company x , senior sales representatives visit the home office once every n0 days , and junior sales representatives visit the home office once every n1 days . the number of visits that a junior sales representative makes in a n2 - year period is approximately what percent greater than the number of visits that a senior representative makes in the same period ?	add ( const_1 , const_10 ) | subtract ( n0 , n1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #2 )
a rectangular table , kept against a wall has a three sides free and the wall along the fourth side . the side opposite the wall is twice the length of each of the other two free sides . if the area of the rectangular table is n0 square feet , what is the total length of the table free sides , in feet ?	divide ( n0 , const_2 ) | sqrt ( #0 ) | multiply ( #1 , const_2 ) | add ( #2 , #1 ) | add ( #3 , #1 )
a train travels from albany to syracuse , a distance of n0 miles , at the average rate of n1 miles per hour . the train then travels back to albany from syracuse . the total travelling time of the train is n2 hours and n3 minutes . what was the average rate of speed of the train on the return trip to albany ?	divide ( n3 , const_60 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #2 , #1 ) | speed ( n0 , #3 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
at a summer camp with n10 , n11 participants , n10 / n3 of the campers are aged n12 to n13 . next year , the number of campers aged n12 to n13 will increase by n10 / n9 . after this change , what percentage of the total n10 , n11 campers will the n12 - to n13 - year - olds represent ?	divide ( const_1 , const_3 ) | multiply ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1000 ) | divide ( #3 , const_2 ) | multiply ( #2 , #4 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 ) | multiply ( #7 , const_3 ) | divide ( #8 , const_10 ) | add ( #9 , #8 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
a drink vendor has n0 liters of maaza , n1 liters of pepsi and n2 liters of sprite . he wants to pack them in cans , so that each can contains the same number of liters of a drink , and does n ' t want to mix any two drinks in a can . what is the least number of cans required ?	gcd ( n0 , n1 ) | gcd ( n2 , #0 ) | divide ( n0 , #1 ) | divide ( n1 , #1 ) | divide ( n2 , #1 ) | add ( #2 , #3 ) | add ( #5 , #4 )
a certain company has records stored with a record storage firm in n0 - inch by n1 - inch by n2 - inch boxes . the boxes occupy n3 million cubic inches of space . if the company pays $ n4 per box per month for the record storage , what is the total amount that the company pays each month for record storage ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | divide ( n3 , #4 ) | multiply ( n4 , #5 )
an assembly line produces n0 cogs per hour until an initial order of n3 cogs is completed . the speed of the assembly line is then immediately decreased so that it only produces n3 cogs per hour until another n3 cogs are produced . what is the overall average output , in cogs per hour , for the assembly line during this whole time ?	divide ( n1 , n0 ) | multiply ( n1 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 )
the number of stamps that p and q had were in the ratio of n0 : n3 respectively . after p gave q n2 stamps , the ratio of the number of p ' s stamps to the number of q ' s stamps was n3 : n4 . as a result of the gift , p had how many more stamps than q ?	add ( n3 , n4 ) | multiply ( n2 , n3 ) | multiply ( n2 , n4 ) | add ( #1 , #2 ) | divide ( #3 , #0 )
lagaan is levied on the n0 percent of the cultivated land . the revenue department collected total rs . n1 , n2 , n3 through the lagaan from the village of mettur . mettur , a very rich farmer , paid only rs . n4 as lagaan . the percentage of total land of mettur over the total taxable land of the village is :	divide ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_10 , const_4 ) | add ( #2 , const_4 ) | divide ( n3 , #0 ) | multiply ( #1 , const_1000 ) | multiply ( #3 , const_1000 ) | add ( #5 , #6 ) | divide ( #4 , #7 ) | multiply ( #8 , const_100 )
the avg weight of a , b & c is n0 kg . if d joins the group , the avg weight of the group becomes n1 kg . if another man e who weights is n2 kg more than d replaces a , then the avgof b , c , d & e becomes n3 kg . what is the weight of a ?	multiply ( n1 , const_4 ) | multiply ( n3 , const_4 ) | multiply ( n0 , n2 ) | subtract ( #0 , #2 ) | add ( n2 , #3 ) | subtract ( #1 , #4 ) | subtract ( #0 , #5 )
a business executive and his client are charging their dinner tab on the executive ' s expense account . the company will only allow them to spend a total of n0 $ for the meal . assuming that they will pay n1 % in sales tax for the meal and leave a n2 % tip , what is the most their food can cost ?	add ( n1 , n2 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n0 , #2 )
venki takes a trip and drives n0 hours from town x to town z at a rate of n1 miles per hour . on her way back , venki drives n2 miles per hour and stops in town y which is midway between town x and town z . how many hours does it take venki to drive from town z to town y ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , n2 )
g ( x ) is defined as the product of all even integers k such that n0 < k no_ascii_76 x . for example , g ( n8 ) = n2 no_ascii_62 n9 no_ascii_62 n4 no_ascii_62 n5 no_ascii_62 n6 no_ascii_62 n7 no_ascii_62 n8 . if g ( a ) is divisible by n9 ^ n10 , what is the smallest possible value for a ?	multiply ( n2 , n7 )
there are n0 stores in town that had a total of n1 visitors on a particular day . however , only n2 people went shopping that day ; some people visited more than one store . if n3 people visited exactly two stores each , and everyone visited at least one store , what is the largest number of stores anyone could have visited ?	multiply ( n0 , const_2 ) | subtract ( n2 , n0 ) | subtract ( n1 , #0 ) | subtract ( #1 , const_1 ) | subtract ( #2 , #3 )
the total price of a basic computer and printer are $ n0 , n2 . if the same printer had been purchased with an enhanced computer whose price was $ n2 more than the price of the basic computer , then the price of the printer would have been n3 / n4 of that total . what was the price of the basic computer ?	multiply ( const_0_25 , const_1000 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 ) | divide ( #2 , n3 ) | subtract ( #1 , #3 )
if x and y are sets of integers , x # y denotes the set of integers that belong to set x or set y , but not both . if x consists of n0 integers , y consists of n1 integers , and n2 of the integers are in both x and y , then x # y consists of how many integers ?	subtract ( n1 , n2 ) | subtract ( n0 , n2 ) | add ( #0 , #1 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
each week a restaurant serving mexican food uses the same volume of chili paste , which comes in either n0 - ounce cans or n1 - ounce cans of chili paste . if the restaurant must order n2 more of the smaller cans than the larger cans to fulfill its weekly needs , then how many larger cans are required to fulfill its weekly needs ?	add ( n1 , n2 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
the entrance fee for a fair is $ n0 for persons under the age of n1 , and n2 % more for persons older . each ride at the fair costs $ n3 . if joe goes with her n4 years old twin brothers , and they each took n5 rides in total . how much money does joe end up spending at the fair ?	divide ( n2 , const_100 ) | multiply ( n0 , const_2 ) | multiply ( n5 , const_3 ) | add ( #0 , const_1 ) | multiply ( n3 , #2 ) | multiply ( n0 , #3 ) | add ( #1 , #5 ) | add ( #6 , #4 )
a n0 liter tank , half - full of water is being filled from a pipe with a flow rate of n3 kiloliter every n2 minutes . at the same time , the tank is losing water from two drains at a rate of n3 kiloliter every n4 minutes and every n5 minutes . how many minutes does it take to fill the tank completely ?	add ( n4 , n5 ) | divide ( n0 , n2 ) | add ( n2 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
sara bought both german chocolate and swiss chocolate for some cakes she was baking . the swiss chocolate cost $ n0 per pound , and german chocolate cost $ n1 per pound . if the total the she spent on chocolate was $ n2 and both types of chocolate were purchased in whole number of pounds , how many total pounds of chocolate she purchased ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
if a farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 day earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	add ( const_2 , n1 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
p works n0 % more efficiently than q and q works n2 % more efficiently than r . to complete a certain project , p alone takes n2 days less than q alone . if , in this project p alone works for n3 days and then q alone works for n4 days , in how many days can r alone complete the remaining work ?	divide ( n4 , const_100 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 )
in february wilson no_ascii_32 s earnings were n0 percent of his family no_ascii_32 s total income . in march wilson earned n1 percent less than in february . if the rest of his family no_ascii_32 s income was the same in both months , then , in march , wilson no_ascii_32 s earnings were approximately what percent x of his family no_ascii_32 s total income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #0 ) | subtract ( #0 , #2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
harold works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_1 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
an optometrist charges $ n0 per pair for soft contact lenses and $ n1 per pair for hard contact lenses . last week she sold n2 more pairs of soft lenses than hard lenses . if her total sales for pairs of contact lenses last week were $ n3 , n4 , what was the total number of pairs of contact lenses that she sold ?	add ( n0 , n1 ) | multiply ( const_100 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n0 , n2 ) | add ( #1 , #2 ) | add ( n2 , #4 ) | add ( #5 , const_1000 ) | subtract ( #6 , #3 ) | divide ( #7 , #0 ) | multiply ( #8 , const_2 ) | add ( n2 , #9 )
if a farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 days earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	add ( const_2 , const_3 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
in february wilson no_ascii_32 s earnings were n0 percent of his family no_ascii_32 s total income . in march wilson earned n1 percent less than in february . if the rest of his family no_ascii_32 s income was the same in both months , then , in march , wilson no_ascii_32 s earnings were approximately what percent s of his family no_ascii_32 s total income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #0 ) | subtract ( #0 , #2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
a n0 liter tank , half - full of water is being filled from a pipe with a flow rate of n3 kiloliter every n2 minutes . at the same time , the tank is losing water from two drains at a rate of n3 kiloliter every n4 minutes and every n5 minutes . how many minutes does it take to fill the tank completely ?	add ( n4 , n5 ) | divide ( n0 , n2 ) | add ( n2 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 )
there are n0 people of different heights standing in order of increasing height . the difference is n1 inches between the first person and the second person , and also between the second person and the third person . the difference between the third person and the fourth person is n2 inches and the average height is n3 . how tall is the fourth person ?	add ( n0 , n2 ) | multiply ( n0 , n3 ) | add ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | add ( #0 , #4 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
sara bought both german chocolate and swiss chocolate for some cakes she was baking . the swiss chocolate cost $ n0 per pound , and german chocolate cost $ n1 per pound . if the total the she spent on chocolate was $ n2 and both types of chocolate were purchased in whole number of pounds , how many total pounds of chocolate she purchased ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
an optometrist charges $ n0 per pair for soft contact lenses and $ n1 per pair for hard contact lenses . last week she sold n2 more pairs of soft lenses than hard lenses . if her total sales for pairs of contact lenses last week were $ n3 , n4 , what was the total number of pairs of contact lenses that she sold ?	add ( n0 , n1 ) | multiply ( const_100 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n0 , n2 ) | add ( #1 , #2 ) | add ( n2 , #4 ) | add ( #5 , const_1000 ) | subtract ( #6 , #3 ) | divide ( #7 , #0 ) | multiply ( #8 , const_2 ) | add ( n2 , #9 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
there are n0 students in a certain class . on the day the test was given , taqeesha was absent . the other n1 students took the test , and their average was n2 . the next day , taqeesha took the test , and with her grade included , the new average is n3 . what is taqeesha no_ascii_32 s grade on the test ?	add ( n1 , n3 )
a certain automobile company no_ascii_32 s best - selling model is the speedster . the speedster , like all of their other models , comes in coupe and convertible styles . n0 / n1 of the current inventory is speedsters , of which n2 / n3 are convertibles . if there are n4 vehicles that are not speedsters , how many speedster convertibles are there ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , #1 ) | multiply ( #0 , #4 )
a certain junior class has n6 , n1 students and a certain senior class has n2 students . among these students , there are n3 siblings pairs , each consisting of n6 junior and n6 senior . if n6 student is to be selected at random from each class , what is the probability that the n7 students selected at will be a sibling pair ?	divide ( n3 , const_3 )
stacy and heather are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour fast than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ? .	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
harold works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_1 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
n0 distinct single - digit numbers . a , b , c are in gp . if abs ( x ) for real x is the absolute value of x ( x if x is + ve or n1 and - x if x is - ve ) , then the number of different possible values of abs ( a + b + c ) is	add ( n0 , const_1 )
in country z , n0 % of the people do not have a university diploma but have the job of their choice , and n1 % of the people who do not have the job of their choice have a university diploma . if n2 % of the people have the job of their choice , what percent of the people have a university diploma ?	subtract ( const_100 , n2 ) | subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 . in which year will the price of commodity x be n5 cents less than the price of commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
the original price of a suit is $ n0 . the price increased n3 % , and after this increase , the store published a n3 % off coupon for a one - day sale . given that the consumers who used the coupon on sale day were getting n3 % off the increased price , how much did these consumers pay for the suit ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
in n0 approximately n4 / n5 of the n3 million airline passengers traveling to or from the united states used kennedy airport . if the number of such passengers that used miami airport was n4 / n5 the number that used kennedy airport and n6 times the number that used logan airport , approximately how many millions of these passengers used logan airport that year ?	divide ( n3 , n2 ) | multiply ( n5 , n6 ) | divide ( #0 , #1 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
n11 lights begin to flash together at n9 : n13 noon and flash respectively at intervals of n3 , n4 , n5 , n11 , n7 , and n8 seconds . not including the flash at n9 : n13 noon , how many more times will all n11 lights flash together before n12 : n13 pm ( i . e . one hour later ) ?	lcm ( n7 , n8 ) | lcm ( n3 , n4 ) | lcm ( n0 , n5 ) | multiply ( const_1 , const_3600 ) | lcm ( #1 , #2 ) | lcm ( #0 , #4 ) | divide ( #3 , #5 ) | floor ( #6 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) .	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
a certain junior class has n6 , n1 students and a certain senior class has n2 students . among these students , there are n3 siblings pairs , each consisting of n6 junior and n6 senior . if n6 student is to be selected at random from each class , what is the probability that the n7 students selected at will be a sibling pair ?	divide ( n3 , const_3 )
a driver just filled the car ' s gas tank with n0 liters of gasohol , a mixture consisting of n1 % ethanol and n2 % gasoline . if the car runs best on a mixture consisting of n3 % ethanol and n4 % gasoline , how many liters of ethanol must be added into the gas tank for the car to achieve optimum performance ?	multiply ( n0 , n1 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
to be considered for no_ascii_30 movie of the year , no_ascii_79 a film must appear in at least n0 / n1 of the top - n4 - movies lists submitted by the cinematic academy no_ascii_32 s n3 members . what is the smallest number of top - n4 lists a film can appear on and still be considered for no_ascii_30 movie of the year no_ascii_79 ?	divide ( n3 , const_4 )
harold works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_1 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
you collect baseball cards . suppose you start out with n0 . maria takes half of one more than the number of baseball cards you have . since you ' re nice , you give peter n1 baseball card . since his father makes baseball cards , paul decides to triple your baseball cards . how many baseball cards do you have at the end ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , n1 ) | multiply ( #2 , const_3 )
a jar contains a mixture of two liquids acid ( nitric acid ) and base ( ammonium chloride ) in the ratio n0 : n1 . when n3 litres of the mixture is taken out and n3 litres of liquid base is poured into the jar , the ratio becomes n4 : n5 . how many litres of liquid acid was contained in the jar ?	add ( n2 , n2 ) | add ( n0 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
if a farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 days earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	add ( const_2 , n1 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
lucia ' s sells kale at x dollar per pound for the first n0 pounds and . n1 x for every subsequent pound . amby ' s price is x per pound for the first n2 pounds and . n3 x for subsequent pounds . what is the minimum number of pounds over n4 for which lucia ' s becomes an equal or better deal ?	divide ( n1 , const_10 ) | divide ( n3 , const_10 ) | divide ( const_1 , const_10 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | subtract ( n0 , #3 ) | subtract ( n2 , #4 ) | subtract ( #5 , #6 ) | divide ( #7 , #2 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n5 cents every year . in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 . in which year will the price of commodity x be n5 cents more than the price of commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
in country z , n0 % of the people do not have a university diploma but have the job of their choice , and n1 % of the people who do not have the job of their choice have a university diploma . if n2 % of the people have the job of their choice , what percent of the people have a university diploma ?	subtract ( const_100 , n2 ) | subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
the distance from city a to city b is n0 miles . while driving from city a to city b , cara drives at a constant speed of n1 miles per hour . dan leaves city a n2 minutes after cara . what is the minimum constant speed in miles per hour that dan must exceed in order to arrive in city b before cara ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 . in which year will the price of commodity x be n5 cents more than the price of commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you own n3 sports cars and n3 executive cars and all fuel tanks are empty . how much will it cost to fuel all cars together if a sports car tank is n4 liters and an executive car tank is n5 % bigger ?	multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n4 , #2 ) | multiply ( n3 , #4 ) | multiply ( n1 , #5 ) | add ( #6 , #3 )
in a park there are two ponds with both brown ducks and green ducks . in the smaller pond there are n2 ducks and in the larger pond there are n1 ducks . if n2 % of the ducks in the smaller pond are green and n3 % of the ducks in the larger pond are green , then what percentage of ducks are green ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
in n0 approximately n4 / n2 of the n3 million airline passengers traveling to or from the united states used kennedy airport . if the number of such passengers that used miami airport was n4 / n5 the number that used kennedy airport and n6 times the number that used logan airport , approximately how many millions of these passengers used logan airport that year ?	divide ( n3 , n2 ) | multiply ( n5 , n6 ) | divide ( #0 , #1 )
in a class of n0 students , n6 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n2 , n3 ) | multiply ( n5 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
the distance from city a to city b is n0 miles . while driving from city a to city b , cara drives at a constant speed of n1 miles per hour . dan leaves city a n2 minutes after cara . what is the minimum constant speed in miles per hour that dan must exceed in order to arrive in city b before cara ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a n0 liter tank , half - full of water is being filled from a pipe with a flow rate of n3 kiloliter every n2 minutes . at the same time , the tank is losing water from two drains at a rate of n3 kiloliter every n4 minutes and every n5 minutes . how many minutes does it take to fill the tank completely ?	add ( n4 , n5 ) | divide ( n0 , n2 ) | add ( n2 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 )
the telephone company wants to add an area code composed of n0 letters to every phone number . in order to do so , the company chose a special sign language containing n3 different signs . if the company used n2 of the signs fully and two remained unused , how many additional area codes can be created if the company uses all n3 signs ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 )
each week a restaurant serving mexican food uses the same volume of chili paste , which comes in either n0 - ounce cans or n1 - ounce cans of chili paste . if the restaurant must order n2 more of the smaller cans than the larger cans to fulfill its weekly needs , then how many larger cans are required to fulfill its weekly needs ?	add ( n1 , n2 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
there is a train and car . the ratio between the speed of a train & a car is n0 : n1 respectively . also , a bus covered a distance of n2 km in n3 hours . the speed of the bus is n4 / n6 th of the speed of the train . how many kilometers will the car cover in n6 hours ?	divide ( n2 , n5 ) | multiply ( n3 , #0 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n6 , #4 )
in n0 approximately n4 / n6 of the n3 million airline passengers traveling to or from the united states used kennedy airport . if the number of such passengers that used miami airport was n4 / n5 the number that used kennedy airport and n6 times the number that used logan airport , approximately how many millions of these passengers used logan airport that year ?	divide ( n3 , n2 ) | multiply ( n5 , n6 ) | divide ( #0 , #1 )
given two cylindrical containers - - a and b . cylinder a has a diameter of n0 meters and a height of n1 meters . cylinder b has a radius of n2 meters and a height of n3 meters . if cylinder a is filled to capacity with water , how many cylinder b will be filled to capacity with the content of cylinder a ?	divide ( n0 , n2 ) | volume_cylinder ( n2 , n3 ) | volume_cylinder ( #0 , n1 ) | divide ( #2 , #1 )
a driver just filled the car ' s gas tank with n0 liters of gasohol , a mixture consisting of n1 % ethanol and n2 % gasoline . if the car runs best on a mixture consisting of n3 % ethanol and n4 % gasoline , how many liters of ethanol must be added into the gas tank for the car to achieve optimum performance ?	multiply ( n0 , n1 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 )
to be considered for no_ascii_30 movie of the year , no_ascii_79 a film must appear in at least n0 / n1 of the top - n4 - movies lists submitted by the cinematic academy no_ascii_32 s n3 members . what is the smallest number of top - n4 lists a film can appear on and still be considered for no_ascii_30 movie of the year no_ascii_79 ?	divide ( n3 , n1 )
robert left from a pvt company . management hold his salary rs . n0 / - for one month . earlier robert earned a performance incentive rs . n1 / - from company . but robert forgot that . after one month robert asked his salary and accountant gives rs . n2 / - to him . what is the bonus amount given to robert ?	subtract ( n2 , n1 )
if a farmer sells n0 of his goats , his stock of feed will last for n1 more days than planned , but if he buys n2 more goats , he will run out of feed n3 days earlier than planned . if no goats are sold or bought , the farmer will be exactly on schedule . how many goats does the farmer have ?	multiply ( n1 , n3 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 )
david works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	subtract ( const_10 , n0 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
you collect baseball cards . suppose you start out with n0 . maria takes half of one more than the number of baseball cards you have . since you ' re nice , you give peter n1 baseball card . since his father makes baseball cards , paul decides to triple your baseball cards . how many baseball cards do you have at the end ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , n1 ) | multiply ( #2 , const_3 )
sara bought both german chocolate and swiss chocolate for some cakes she was baking . the swiss chocolate cost $ n0 per pound , and german chocolate cost $ n1 per pound . if the total the she spent on chocolate was $ n2 and both types of chocolate were purchased in whole number of pounds , how many total pounds of chocolate she purchased ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
an optometrist charges $ n0 per pair for soft contact lenses and $ n1 per pair for hard contact lenses . last week she sold n2 more pairs of soft lenses than hard lenses . if her total sales for pairs of contact lenses last week were $ n3 , n4 , what was the total number of pairs of contact lenses that she sold ?	add ( n0 , n1 ) | multiply ( const_100 , const_4 ) | multiply ( n2 , const_10 ) | multiply ( n0 , n2 ) | add ( #1 , #2 ) | add ( n2 , #4 ) | add ( #5 , const_1000 ) | subtract ( #6 , #3 ) | divide ( #7 , #0 ) | multiply ( #8 , const_2 ) | add ( n2 , #9 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
machine a can put caps on a set of bottles in n0 hours at a constant rate . if machine a does the job for n1 hours and machine b does the rest of the job , which works at n2 / n3 constant rate of machine a . how long will it take for machine b alone to do the rest of the job ?	divide ( n1 , n0 ) | inverse ( n0 ) | inverse ( n3 ) | multiply ( #1 , #2 ) | subtract ( const_1 , #0 ) | inverse ( #3 ) | multiply ( #5 , #4 )
jack got paid today for his part - time job as a juggler , and noticed that n2 % of his paycheck went to taxes . jack wants to spend n1 % of what ' s left on a new bike , and put the rest into savings . if jack puts $ n2 into savings , how much was his original paycheck before taxes ?	divide ( n1 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , const_100 ) | divide ( n0 , #2 ) | divide ( #3 , #0 )
stacy and heather are n2 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour fast than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ? .	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
the dimensions of a field are n1 m by n1 m . a pit n3 m long , n3 m wide and n4 m deep is dug in one corner of the field and the earth removed has been evenly spread over the remaining area of the field . what will be the rise in the height of field as a result of this operation ?	multiply ( n1 , n2 ) | rectangle_area ( n0 , n1 ) | rectangle_area ( n2 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
harold works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_1 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
the distance from city a to city b is n0 miles . while driving from city a to city b , cara drives at a constant speed of n1 miles per hour . dan leaves city a n2 minutes after cara . what is the minimum constant speed in miles per hour that dan must exceed in order to arrive in city b before cara ?	divide ( n0 , n1 ) | divide ( n2 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 for that week . salesperson b ' s compensation for any week is n3 percent of a ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | multiply ( #5 , const_2 ) | divide ( #6 , const_1000 )
in a park there are two ponds with both brown ducks and green ducks . in the smaller pond there are n0 ducks and in the larger pond there are n1 ducks . if n2 % of the ducks in the smaller pond are green and n3 % of the ducks in the larger pond are green , then what percentage of ducks are green ?	add ( n0 , n1 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs , x and y . now , jug x is n0 / n1 full , while jug y is n2 / n3 full . if water is poured from jug x into jug y until jug y is filled , what fraction of jug x then contains water ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( const_1 , #1 ) | divide ( #2 , #1 ) | multiply ( #0 , #3 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
the distance from city a to city b is n0 miles . while driving from city a to city b , bob drives at a constant speed of n1 miles per hour . alice leaves city a n2 minutes after bob . what is the minimum constant speed in miles per hour that alice must exceed in order to arrive in city b before bob ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the original price of a suit is $ n0 . the price increased n3 % , and after this increase , the store published a n3 % off coupon for a one - day sale . given that the consumers who used the coupon on sale day were getting n3 % off the increased price , how much did these consumers pay for the suit ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
a certain automobile company no_ascii_32 s best - selling model is the speedster . the speedster , like all of their other models , comes in coupe and convertible styles . n0 / n1 of the current inventory is speedsters , of which n2 / n3 are convertibles . if there are n4 vehicles that are not speedsters , how many speedster convertibles are there ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , #1 ) | multiply ( #0 , #4 )
two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs , x and y . now , jug x is n0 / n1 full , while jug y is n2 / n3 full . if water is poured from jug x into jug y until jug y is filled , what fraction of jug x then contains water ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #1 ) | multiply ( #0 , #3 )
williams works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	add ( const_3 , const_4 ) | subtract ( #0 , const_1 ) | add ( n0 , #1 ) | divide ( n0 , #2 )
in n0 approximately n4 / n2 of the n3 million airline passengers traveling to or from the united states used kennedy airport . if the number of such passengers that used miami airport was n4 / n5 the number that used kennedy airport and n6 times the number that used logan airport , approximately how many millions of these passengers used logan airport that year ?	divide ( n3 , n2 ) | multiply ( n5 , n6 ) | divide ( #0 , #1 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
you collect baseball cards . suppose you start out with n0 . maria takes half of one more than the number of baseball cards you have . since you ' re nice , you give peter n1 baseball card . since his father makes baseball cards , paul decides to triple your baseball cards . how many baseball cards do you have at the end ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , n1 ) | multiply ( #2 , const_3 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n6 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
stacy and heather are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour fast than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ? .	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs , x and y . now , jug x is n0 / n3 full , while jug y is n2 / n3 full . if water is poured from jug x into jug y until jug y is filled , what fraction of jug x then contains water ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #1 ) | multiply ( #0 , #3 )
a certain junior class has n6 , n1 students and a certain senior class has n2 students . among these students , there are n3 siblings pairs , each consisting of n6 junior and n6 senior . if n6 student is to be selected at random from each class , what is the probability that the n7 students selected at will be a sibling pair ?	divide ( n3 , const_3 )
a , b and c run around a circular track starting from the same point simultaneously and in the same direction at speeds of n0 kmph , n1 kmph and n2 kmph respectively . if the length of the track is n3 meters , when will a , b and c meet at the starting point for the first time after they started the race ?	divide ( n3 , const_1000 ) | divide ( n1 , #0 ) | divide ( n2 , #0 ) | divide ( const_60 , #1 ) | divide ( const_60 , #2 ) | multiply ( #3 , #4 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n5 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
a driver just filled the car ' s gas tank with n0 liters of gasohol , a mixture consisting of n1 % ethanol and n2 % gasoline . if the car runs best on a mixture consisting of n3 % ethanol and n4 % gasoline , how many liters of ethanol must be added into the gas tank for the car to achieve optimum performance ?	multiply ( n0 , n1 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 )
a n0 liter tank , half - full of water is being filled from a pipe with a flow rate of n3 kiloliter every n2 minutes . at the same time , the tank is losing water from two drains at a rate of n3 kiloliter every n4 minutes and every n5 minutes . how many minutes does it take to fill the tank completely ?	add ( n4 , n5 ) | divide ( n0 , n2 ) | add ( n2 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , const_1000 )
p works n0 % more efficiently than q and q works n2 % more efficiently than r . to complete a certain project , p alone takes n2 days less than q alone . if , in this project p alone works for n3 days and then q alone works for n4 days , in how many days can r alone complete the remaining work ?	divide ( n4 , const_100 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 )
during the first week of performances of a certain play , n0 tickets were sold , all at reduced price . during the remaining weeks of performances , n1 times as many tickets were sold at full price as were sold at reduced price . if the total number of tickets e sold was n2 , how many of them were sold at full price ?	add ( const_2 , const_4 ) | subtract ( n2 , n0 ) | multiply ( n1 , #1 ) | divide ( #2 , #0 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
during the first week of performances of a certain play , n0 tickets were sold , all at reduced price . during the remaining weeks of performances , n1 times as many tickets were sold at full price as were sold at reduced price . if the total number of tickets r sold was n2 , how many of them were sold at full price ?	add ( n1 , const_1 ) | subtract ( n2 , n0 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 )
this topic is locked . if you want to discuss this question please re - post it in the respective forum . matt and peter can do together a piece of work in n0 days . after they have worked together for n1 days matt stops and peter completes the remaining work in n2 days . in how many days peter complete the work separately .	divide ( const_1 , const_2 ) | multiply ( n2 , const_2 ) | multiply ( n2 , #0 ) | add ( #2 , #1 )
david works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	subtract ( const_10 , const_4.0 ) | add ( n0 , #0 ) | divide ( n0 , #1 )
the telephone company wants to add an area code composed of n0 letters to every phone number . in order to do so , the company chose a special sign language containing n3 different signs . if the company used n2 of the signs fully and two remained unused , how many additional area codes can be created if the company uses all n3 signs ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 )
harold works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_1 ) | add ( #0 , #0 ) | divide ( #0 , #1 )
if a farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 days earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	add ( const_2 , n1 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs , x and y . now , jug x is n0 / n1 full , while jug y is n2 / n3 full . if water is poured from jug x into jug y until jug y is filled , what fraction of jug x then contains water ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , #1 ) | multiply ( #0 , #3 )
a dishonest person wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing n0 $ per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for n2 $ . in what ratio should he mix the water and milk ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #2 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
a dishonest person wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing n0 $ per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for n2 $ . in what ratio should he mix the water and milk ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #2 )
a boat crossed a lake from north to west at the speed of n0 km / h , entered a river and covered twice as much distance going upstream at n1 km / h . it then turned around and stopped at the south shore of the lake . if it averaged n2 km / h that day , what was its approximate downstream speed ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
a cyclist traveled for two days . on the second day the cyclist traveled n0 hours longer and at an average speed n3 mile per hour slower than she traveled on the first day . if during the two days she traveled a total of n2 miles and spent a total of n3 hours traveling , what was her average speed on the second day ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 )
the distance from city a to city b is n0 miles . while driving from city a to city b , bob drives at a constant speed of n1 miles per hour . alice leaves city a n2 minutes after bob . what is the minimum constant speed in miles per hour that alice must exceed in order to arrive in city b before bob ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
if the farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 days earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( n1 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , #2 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) .	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
in a factory , each day the expected number of accidents is related to the number of overtime hour by linear equation . suppose that on one day there were n0 overtime hours logged and n1 accidents reported and on another day there were n2 overtime hours logged and n3 accidents . what is the expected number of accidents when no overtime hours are logged ?	subtract ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( n1 , #3 )
p works n0 % more efficiently than q and q works n2 % more efficiently than r . to complete a certain project , p alone takes n2 days less than q alone . if , in this project p alone works for n3 days and then q alone works for n4 days , in how many days can r alone complete the remaining work ?	divide ( n4 , const_100 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 )
there are n0 people of different heights standing in order of increasing height . the difference is n1 inches between the first person and the second person , and also between the second person and the third person . the difference between the third person and the fourth person is n2 inches and the average height is n3 . how tall is the fourth person ?	add ( n0 , n2 ) | multiply ( n0 , n3 ) | add ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | add ( #0 , #4 )
if a farmer sells n0 of his goats , his stock of feed will last for n1 more days than planned , but if he buys n2 more goats , he will run out of feed n3 days earlier than planned . if no goats are sold or bought , the farmer will be exactly on schedule . how many goats does the farmer have ?	multiply ( n1 , n3 ) | subtract ( #0 , n2 ) | multiply ( n2 , #1 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
rain is falling at a rate of n0 centimeters per hour all over springfield . somewhere downtown in springfield a group of pigeons is waiting for the rain to stop . if the rain filled a round puddle the with a base area of n1 square centimeters and a depth of n2 centimeters , how long did the pigeons wait for the rain to stop ?	divide ( n2 , n0 )
to be considered for no_ascii_30 movie of the year , no_ascii_79 a film must appear in at least n0 / n1 of the top - n4 - movies lists submitted by the cinematic academy no_ascii_32 s n3 members . what is the smallest number of top - n4 lists a film can appear on and still be considered for no_ascii_30 movie of the year no_ascii_79 ?	divide ( n3 , n1 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
the telephone company wants to add an area code composed of n0 letters to every phone number . in order to do so , the company chose a special sign language containing n3 different signs . if the company used n2 of the signs fully and two remained unused , how many additional area codes can be created if the company uses all n3 signs ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 )
a dishonest person wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing n0 $ per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for n2 $ . in what ratio should he mix the water and milk ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #2 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
a certain automobile company no_ascii_32 s best - selling model is the speedster . the speedster , like all of their other models , comes in coupe and convertible styles . n2 / n1 of the current inventory is speedsters , of which n2 / n3 are convertibles . if there are n4 vehicles that are not speedsters , how many speedster convertibles are there ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , #1 ) | multiply ( #0 , #4 )
a dog is tied to a tree by a long nylon cord . if the dog runs from the due north side of the tree to the due south side of the tree with the cord extended to its full length at all items , and the dog ran approximately n0 feet , what was the approximate length of the nylon cord l in feet ?	divide ( n0 , const_3 )
yesterday ' s closing prices of n0 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n1 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | add ( #1 , const_1 ) | divide ( n0 , #2 ) | subtract ( n0 , #3 )
in february wilson no_ascii_32 s earnings were n0 percent of his family no_ascii_32 s total income . in march wilson earned n1 percent less than in february . if the rest of his family no_ascii_32 s income was the same in both months , then , in march , wilson no_ascii_32 s earnings were approximately what percent w of his family no_ascii_32 s total income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #0 ) | subtract ( #0 , #2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
a = { n0 , n5 , - n2 , n3 , - n4 } b = { - n5 , n6 , - n7 , n8 , - n9 } if a is a number that is randomly selected from set a , and b is a number that is randomly selected from set b , what is the probability that ab > n10 ?	add ( n1 , n7 ) | multiply ( const_2 , const_3 ) | add ( #1 , #1 ) | power ( #0 , const_2 ) | divide ( #2 , #3 ) | divide ( const_2 , #3 ) | subtract ( #4 , #5 )
a certain automobile company no_ascii_32 s best - selling model is the speedster . the speedster , like all of their other models , comes in coupe and convertible styles . n0 / n1 of the current inventory is speedsters , of which n2 / n3 are convertibles . if there are n4 vehicles that are not speedsters , how many speedster convertibles are there ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , #1 ) | multiply ( #0 , #4 )
to be considered for no_ascii_30 movie of the year , no_ascii_79 a film must appear in at least n0 / n1 of the top - n4 - movies lists submitted by the cinematic academy no_ascii_32 s n3 members . what is the smallest number of top - n4 lists a film can appear on and still be considered for no_ascii_30 movie of the year no_ascii_79 ?	divide ( n3 , n1 )
there is a train and car . the ratio between the speed of a train & a car is n0 : n1 respectively . also , a bus covered a distance of n2 km in n6 hours . the speed of the bus is n4 / n5 rd of the speed of the train . how many kilometers will the car cover in n6 hours ?	divide ( n2 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n6 , #4 )
stacy and heather are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour fast than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ? .	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
p works n0 % more efficiently than q and q works n2 % more efficiently than r . to complete a certain project , p alone takes n2 days less than q alone . if , in this project p alone works for n3 days and then q alone works for n4 days , in how many days can r alone complete the remaining work ?	divide ( n4 , const_100 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 )
a cyclist traveled for two days . on the second day the cyclist traveled n0 hours longer and at an average speed n1 mile per hour slower than she traveled on the first day . if during the two days she traveled a total of n2 miles and spent a total of n3 hours traveling , what was her average speed on the second day ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 )
a salesman no_ascii_21 no_ascii_15 no_ascii_38 s terms were changed from a flat commission of n0 % on all his sales to a fixed salary of rs . n1 plus n2 % commission on all sales exceeding rs . n3 , n4 . if his remuneration as per new scheme was rs . n5 more than that by the previous schema , his sales were worth ?	multiply ( n0 , const_4 ) | subtract ( #0 , const_12 )
stacy and heather are n0 miles apart and walk towards each other along the same route . stacy walks at constant rate that is n1 mile per hour fast than heather ' s constant rate of n2 miles / hour . if heather starts her journey n3 minutes after stacy , how far from the original destination has heather walked when the two meet ? .	add ( n1 , n2 ) | add ( n2 , #0 ) | divide ( #0 , const_60 ) | multiply ( n3 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , #1 ) | multiply ( n2 , #5 )
in country z , n0 % of the people do not have a university diploma but have the job of their choice , and n1 % of the people who do not have the job of their choice have a university diploma . if n2 % of the people have the job of their choice , what percent of the people have a university diploma ?	subtract ( const_100 , n2 ) | subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
ana climbs up stairs n0 floors building and back . she takes the exact same route both ways . on the trip up she climbs an average speed of n1 steps per second . on the trip back she climbs down at an average speed of n2 steps per second . what is her approximate average speed for the round trip in miles per hour ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
in a class of n0 students , n6 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n2 , n3 ) | multiply ( n5 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
p works n0 % more efficiently than q and q works n2 % more efficiently than r . to complete a certain project , p alone takes n2 days less than q alone . if , in this project p alone works for n3 days and then q alone works for n4 days , in how many days can r alone complete the remaining work ?	divide ( n4 , const_100 ) | multiply ( n1 , const_4 ) | multiply ( n3 , #0 ) | subtract ( #1 , #2 )
a certain junior class has n6 , n1 students and a certain senior class has n2 students . among these students , there are n3 siblings pairs , each consisting of n6 junior and n6 senior . if n6 student is to be selected at random from each class , what is the probability that the n7 students selected at will be a sibling pair ?	divide ( n3 , const_3 )
a certain automobile company no_ascii_32 s best - selling model is the speedster . the speedster , like all of their other models , comes in coupe and convertible styles . n0 / n1 of the current inventory is speedsters , of which n2 / n3 are convertibles . if there are n4 vehicles that are not speedsters , how many speedster convertibles are there ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #1 ) | divide ( n4 , #2 ) | multiply ( #3 , #1 ) | multiply ( #0 , #4 )
the measurements obtained for the interior dimensions of a rectangular box are n1 cm by n1 cm by n2 cm . if each of the three measurements has an error of at most n3 centimeter , which of the following is the closes maximum possible difference , in cubic centimeters , between the actual capacity of the box and the capacity computed using these measurements ?	multiply ( n0 , n0 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | add ( #2 , #1 )
there are n0 people of different heights standing in order of increasing height . the difference is n1 inches between the first person and the second person , and also between the second person and the third person . the difference between the third person and the fourth person is n2 inches and the average height is n3 . how tall is the fourth person ?	add ( n0 , n2 ) | multiply ( n0 , n3 ) | add ( n2 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | add ( #0 , #4 )
the telephone company wants to add an area code composed of n0 letters to every phone number . in order to do so , the company chose a special sign language containing n3 different signs . if the company used n2 of the signs fully and two remained unused , how many additional area codes can be created if the company uses all n3 signs ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
two kinds of vodka are mixed in the ratio n3 : n2 and n2 : n3 and they are sold fetching the profit n4 % and n5 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by n6 / n9 and n8 / n9 times respectively , then the mixture will fetch the profit of	add ( n4 , n8 ) | multiply ( n4 , n6 ) | divide ( #1 , n1 ) | add ( #0 , #2 )
in country z , n0 % of the people do not have a university diploma but have the job of their choice , and n1 % of the people who do not have the job of their choice have a university diploma . if n2 % of the people have the job of their choice , what percent of the people have a university diploma ?	subtract ( const_100 , n2 ) | subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | add ( #3 , #1 )
a driver just filled the car ' s gas tank with n0 liters of gasohol , a mixture consisting of n1 % ethanol and n2 % gasoline . if the car runs best on a mixture consisting of n3 % ethanol and n4 % gasoline , how many liters of ethanol must be added into the gas tank for the car to achieve optimum performance ?	multiply ( n0 , n1 ) | subtract ( const_100 , n3 ) | divide ( #0 , #1 )
a boat crossed a lake from north to east at the speed of n0 km / h , entered a river and covered twice as much distance going upstream at n1 km / h . it then turned around and stopped at the south shore of the lake . if it averaged n2 km / h that day , what was its approximate downstream speed ?	subtract ( n0 , n1 ) | add ( n0 , #0 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
the cost of n0 kg of apples is equal to the cost of n1 kg of rice . the cost of n2 kg of flour equals the cost of n3 kg of rice . the cost of each kg of flour is rs . n4 . find the total cost of n5 kg of apples , n6 kg of rice and n7 kg of flour ?	multiply ( n2 , n4 ) | multiply ( n4 , n7 ) | divide ( #0 , n3 ) | multiply ( #2 , const_3 ) | multiply ( n1 , #2 ) | add ( #3 , #1 ) | divide ( #4 , const_10 ) | multiply ( n5 , #6 ) | add ( #5 , #7 )
in a college , n2 students study hindi , n1 students study sanskrit and n2 students study english . n3 students study hindi as well as physics , n4 students study sanskrit as well as english and n5 students study hindi as well as english . n6 students study all the n7 languages . how many total number of students are there in that college ?	add ( n0 , n1 ) | add ( n0 , #0 ) | subtract ( #1 , n3 ) | subtract ( #2 , n4 ) | subtract ( #3 , n5 ) | add ( n6 , #4 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
the amount of an investment will double in approximately n0 / p years , where p is the percent interest , compounded annually . if thelma invests $ n1 , n2 in a long - term cd that pays n3 percent interest , compounded annually , what will be the approximate total value of the investment when thelma is ready to retire n4 years later ?	divide ( const_3600 , const_10 )
the original price of a suit is $ n0 . the price increased n3 % , and after this increase , the store published a n3 % off coupon for a one - day sale . given that the consumers who used the coupon on sale day were getting n3 % off the increased price , how much did these consumers pay for the suit ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 ) | multiply ( n1 , #2 ) | divide ( #3 , const_100 ) | subtract ( #2 , #4 )
sara bought both german chocolate and swiss chocolate for some cakes she was baking . the swiss chocolate cost $ n0 per pound , and german chocolate cost $ n1 per pound . if the total the she spent on chocolate was $ n2 and both types of chocolate were purchased in whole number of pounds , how many total pounds of chocolate she purchased ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( n2 , #1 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
the distance from city a to city b is n0 miles . while driving from city a to city b , cara drives at a constant speed of n1 miles per hour . dan leaves city a n2 minutes after cara . what is the minimum constant speed in miles per hour that dan must exceed in order to arrive in city b before cara ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the dimensions of a field are n0 m by n1 m . a pit n2 m long , n3 m wide and n4 m deep is dug in one corner of the field and the earth removed has been evenly spread over the remaining area of the field . what will be the rise in the height of field as a result of this operation ?	multiply ( n1 , n2 ) | rectangle_area ( n0 , n1 ) | rectangle_area ( n2 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
the dimensions of a field are n2 m by n2 m . a pit n2 m long , n3 m wide and n4 m deep is dug in one corner of the field and the earth removed has been evenly spread over the remaining area of the field . what will be the rise in the height of field as a result of this operation ?	multiply ( n1 , n2 ) | rectangle_area ( n0 , n1 ) | rectangle_area ( n2 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
a cyclist traveled for two days . on the second day the cyclist traveled n0 hours longer and at an average speed n1 mile per hour slower than she traveled on the first day . if during the two days she traveled a total of n2 miles and spent a total of n3 hours traveling , what was her average speed on the second day ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 )
the dimensions of a field are n0 m by n2 m . a pit n2 m long , n3 m wide and n4 m deep is dug in one corner of the field and the earth removed has been evenly spread over the remaining area of the field . what will be the rise in the height of field as a result of this operation ?	multiply ( n1 , n2 ) | rectangle_area ( n0 , n1 ) | rectangle_area ( n2 , n3 ) | subtract ( #1 , #2 ) | divide ( #0 , #3 )
the distance from city a to city b is n0 miles . while driving from city a to city b , cara drives at a constant speed of n1 miles per hour . dan leaves city a n2 minutes after cara . what is the minimum constant speed in miles per hour that dan must exceed in order to arrive in city b before cara ?	divide ( n0 , n1 ) | divide ( n2 , n2 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the price of commodity x increases by n0 cents every year , while the price of commodity y increases by n1 cents every year . in n2 , the price of commodity x was $ n3 and the price of commodity y was $ n4 . in which year will the price of commodity x be n5 cents more than the price of commodity y ?	divide ( n5 , const_100 ) | divide ( n0 , const_100 ) | subtract ( n4 , n3 ) | add ( #0 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 ) | add ( n2 , #5 )
in february wilson no_ascii_32 s earnings were n0 percent of his family no_ascii_32 s total income . in march wilson earned n1 percent less than in february . if the rest of his family no_ascii_32 s income was the same in both months , then , in march , wilson no_ascii_32 s earnings were approximately what percent z of his family no_ascii_32 s total income ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #1 , #0 ) | subtract ( #0 , #2 ) | subtract ( const_1 , #2 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 )
in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
there is a train and car . the ratio btw the speed of a train & a car is n0 : n1 respectively . also , a bus covered a distance of n2 km in n3 h . the speed of the bus is n4 / n5 th of the speed of the train . how much distance will the car cover in n6 h ?	divide ( n2 , n3 ) | multiply ( n5 , #0 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n6 , #4 )
a race course is n0 m long . aa and bb run a race and aa wins by n1 m . bb and cc run over the same course and bb win by n2 m . cc and dd run over it and dd wins by n3 m . if aa and dd run over it , then who would win and by how much ?	subtract ( n3 , n1 ) | divide ( #0 , n2 ) | add ( n1 , #1 ) | subtract ( #2 , const_0_25 )
you collect baseball cards . suppose you start out with n0 . maria takes half of one more than the number of baseball cards you have . since you ' re nice , you give peter n1 baseball card . since his father makes baseball cards , paul decides to triple your baseball cards . how many baseball cards do you have at the end ?	subtract ( n0 , const_4 ) | subtract ( #0 , const_4 ) | subtract ( #1 , n1 ) | multiply ( #2 , const_3 )
the distance from city a to city b is n0 miles . while driving from city a to city b , bob drives at a constant speed of n1 miles per hour . alice leaves city a n2 minutes after bob . what is the minimum constant speed in miles per hour that alice must exceed in order to arrive in city b before bob ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
the telephone company wants to add an area code composed of n0 letters to every phone number . in order to do so , the company chose a special sign language containing n3 different signs . if the company used n2 of the signs fully and two remained unused , how many additional area codes can be created if the company uses all n3 signs ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | multiply ( #1 , #0 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
a dishonest person wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing n0 $ per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for n2 $ . in what ratio should he mix the water and milk ?	add ( n1 , const_100 ) | divide ( #0 , const_100 ) | divide ( n2 , #1 ) | subtract ( n0 , #2 ) | divide ( #3 , #2 )
there is a train and car . the ratio between the speed of a train & a car is n0 : n1 respectively . also , a bus covered a distance of n2 km in n3 hours . the speed of the bus is n4 / n5 rd of the speed of the train . how many kilometers will the car cover in n6 hours ?	divide ( n2 , n3 ) | multiply ( n3 , #0 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n6 , #4 )
the distance from city a to city b is n0 miles . while driving from city a to city b , bob drives at a constant speed of n1 miles per hour . alice leaves city a n2 minutes after bob . what is the minimum constant speed in miles per hour that alice must exceed in order to arrive in city b before bob ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
a cyclist traveled for two days . on the second day the cyclist traveled n0 hours longer and at an average speed n1 mile per hour slower than she traveled on the first day . if during the two days she traveled a total of n2 miles and spent a total of n3 hours traveling , what was her average speed on the second day ?	subtract ( n3 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | multiply ( n1 , #1 ) | add ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 )
john works at a resort from the beginning of march to the end of september . during the month of august this past year , he made n0 times the average ( arithmetic mean ) of his monthly totals in tips for the other months . his total tips for august were what fraction of his total tips for all of the months he worked ?	multiply ( n0 , const_2 ) | divide ( n0 , #0 )
there is a train and car . the ratio between the speed of a train & a car is n0 : n1 respectively . also , a bus covered a distance of n2 km in n3 hours . the speed of the bus is n4 / n5 th of the speed of the train . how much distance will the car cover in n6 hours ?	divide ( n2 , n5 ) | multiply ( n3 , #0 ) | divide ( #1 , n4 ) | multiply ( n1 , #2 ) | divide ( #3 , n0 ) | multiply ( n6 , #4 )
the distance from city a to city b is n2 miles . while driving from city a to city b , bob drives at a constant speed of n1 miles per hour . alice leaves city a n2 minutes after bob . what is the minimum constant speed in miles per hour that alice must exceed in order to arrive in city b before bob ?	divide ( n0 , n1 ) | divide ( n2 , const_60 ) | subtract ( #0 , #1 ) | divide ( n0 , #2 )
in a class of n0 students , n7 students did not borrow any books from the library , n4 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest borrowed at least n6 books . if the average number of books per student was n7 , what is the maximum number of books any single student could have borrowed ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( n4 , #1 ) | add ( n1 , #4 ) | subtract ( n0 , #5 ) | subtract ( #6 , n3 ) | multiply ( n6 , #7 ) | add ( #3 , #8 ) | subtract ( #0 , #9 )
in a certain company , a third of the workers do not have a retirement plan . n0 % of the workers who do not have a retirement plan are women , and n1 % of the workers who do have a retirement plan are men . if n2 of the workers of that company are men , how many of the workers are women ?	divide ( const_1 , const_3 ) | divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #0 ) | multiply ( #2 , #4 ) | subtract ( #0 , #3 ) | add ( #5 , #6 ) | subtract ( #4 , #5 ) | add ( #3 , #8 ) | divide ( n2 , #7 ) | multiply ( #9 , #10 )
if a farmer sells n0 of his chickens , his stock of feed will last for n1 more days than planned , but if he buys n2 more chickens , he will run out of feed n3 days earlier than planned . if no chickens are sold or bought , the farmer will be exactly on schedule . how many chickens does the farmer have ?	add ( const_2 , n1 ) | multiply ( n1 , n3 ) | multiply ( #0 , #1 )
a green lizard can travel from the green cave to the blue cave in n0 minutes ; the blue lizard can travel from the blue cave to the green cave in n1 % less time . if the green lizard started to travel n2 minutes before the blue lizard , how many minutes after the blue lizard , will the green lizard pass the middle line ?	divide ( n0 , const_2 ) | divide ( const_3 , const_4 ) | multiply ( n0 , #1 ) | subtract ( #0 , n2 ) | divide ( #2 , const_2 ) | subtract ( #3 , #4 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
jack rode his bicycle at an average speed of n0 mph for some time and then at an average speed of n3 mph for the rest of the journey . if he made no stops during the trip , and his average speed for the entire journey was n2 miles per hour , for what fraction of the total time did he ride at n3 mph ?	divide ( n1 , n1 ) | divide ( #0 , const_2 )
exactly n0 / n1 of the people in the room are under the age of n8 , and exactly n3 / n4 of the people in the room are over the age of n5 . if the total number of the people in the room is greater than n6 and less than n7 , how many people in the room are under the age of n8 ?	multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
in a fuel station the service costs $ n0 per vehicle and every liter of fuel costs $ n1 . assuming that you fill up n2 mini - vans and n3 trucks , what will be the total cost , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty ?	add ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n0 , #0 ) | add ( n4 , #3 ) | multiply ( n3 , #6 ) | multiply ( n1 , #7 ) | add ( #8 , #4 ) | add ( #9 , #5 )
an equilateral triangle t n3 is formed by joining the mid points of the sides of another equilateral triangle t n4 . a third equilateral triangle t n2 is formed by joining the mid - points of t n3 and this process is continued indefinitely . if each side of t n4 is n5 cm , find the sum of the perimeters of all the triangles .	triangle_perimeter ( n5 , n5 , n5 ) | add ( #0 , #0 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n3 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
exactly n0 / n1 of the people in the room are under the age of n8 , and exactly n3 / n4 of the people in the room are over the age of n5 . if the total number of the people in the room is greater than n6 and less than n7 , how many people in the room are under the age of n8 ?	multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
tanks m and b are each in the shape of a right circular cylinder . the interior of tank m has a height of n3 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank m is what percent of the capacity of tank b ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n0 meters and a circumference of n1 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
the ratio of flour to water to sugar in a recipe is n0 : n1 : n2 . the ratio in a new recipe calls for a doubling of the ratio of flour to water from the original recipe and a halving of the ratio of flour to sugar . if the new recipe calls for n3 cups of water , how much sugar is required ?	divide ( n3 , n1 ) | multiply ( n2 , const_4 ) | multiply ( #0 , #1 )
a corporation paid $ n0 million in federal taxes on its first $ n4 million of gross profits and then $ n2 million in federal taxes on the next $ n5 million in gross profits . by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ n4 million in profits to the next $ n5 million in profits ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
george baked a total of n0 pizzas for n5 straight days , beginning on saturday . he baked n4 / n5 of the pizzas the first day , and n4 / n5 of the remaining pizzas the second day . if each successive day he baked fewer pizzas than the previous day , what is the maximum number of pizzas he could have baked on wednesday ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , #5 )
a snail , climbing a n0 feet high wall , climbs up n3 feet on the first day but slides down n4 feet on the second . it climbs n3 feet on the third day and slides down again n4 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ?	subtract ( n0 , n1 )
a group of boy scouts and girls scouts is going on a rafting trip . n0 % of the scouts arrived with signed permission slips . if n1 % of the scouts were boy scouts and n2 % of the boy scouts arrived with signed permission slips , then what percentage of the girl scouts arrived with signed permission slips ? round to the nearest percent .	multiply ( n1 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a dishonest milkman wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing rs . n0 per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for rs . n2 in what ratio should he mix the water and milk ?	divide ( n1 , const_2 ) | divide ( const_1 , #0 )
the ratio of flour to water to sugar in a recipe is n0 : n1 : n2 . the ratio in a new recipe calls for a doubling of the ratio of flour to water from the original recipe and a halving of the ratio of flour to sugar . if the new recipe calls for n3 cups of water , how much sugar is required ?	divide ( n3 , n1 ) | multiply ( n2 , const_4 ) | multiply ( #0 , #1 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
there is rain at a rate of n0 centimeters per hour all over new jersey . somewhere downtown in new jersey a group of students are waiting for the rain to stop . if the rain filled a tank the with a base area of n1 square centimeters and a depth of n2 centimeters , how long did the students wait for the rain to stop ?	multiply ( n1 , n2 ) | multiply ( n2 , const_10 ) | divide ( #0 , n0 ) | divide ( #2 , #1 )
on the richter scale , which measures the total amount of energy released during an earthquake , a reading of x - n0 indicates one - tenth the released energy as is indicated by a reading of x . on that scale , the frequency corresponding to a reading of n1 is how many times as great as the frequency corresponding to a reading of n2 ?	subtract ( n1 , n2 ) | power ( const_10 , #0 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
mariah has decided to hire three workers . to determine whom she will hire , she has selected a group of n2 candidates . she plans to have one working interview with n1 of the n2 candidates every day to see how well they work together . how many days will it take her to have working interviews with all the different combinations of job candidates ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 ) | subtract ( #7 , n0 ) | subtract ( #8 , const_10 )
n0 friends alice , bond and charlie divide $ n1 amongs them in such a way that if $ n2 , $ n3 and $ n4 are removed from the sums that alice , bond and charlie received respectively , then the share of the sums that they got will be in the ratio of n5 : n6 : n7 . how much did charlie receive ?	add ( n2 , n3 ) | add ( n5 , n6 ) | add ( n4 , #0 ) | add ( n7 , #1 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | multiply ( n7 , #5 ) | add ( n4 , #6 )
a snail , climbing a n0 feet high wall , climbs up n3 feet on the first day but slides down n4 feet on the second . it climbs n3 feet on the third day and slides down again n4 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ?	subtract ( n0 , n1 )
in a fuel station the service costs $ n0 per vehicle and every liter of fuel costs $ n1 . assuming that you fill up n2 mini - vans and n3 trucks , what will be the total cost , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty ?	add ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n0 , #0 ) | add ( n4 , #3 ) | multiply ( n3 , #6 ) | multiply ( n1 , #7 ) | add ( #8 , #4 ) | add ( #9 , #5 )
george baked a total of n0 pizzas for n1 straight days , beginning on saturday . he baked n4 / n5 of the pizzas the first day , and n4 / n5 of the remaining pizzas the second day . if each successive day he baked fewer pizzas than the previous day , what is the maximum number of pizzas he could have baked on wednesday ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , #5 )
solution a is made up of alcohol and water mixed in the ratio of n0 : n1 by volume ; solution b is made up of alcohol and water mixed in the ratio of n2 : n3 by volume . if solution a and solution b are mixed in the ratio of n4 : n5 by volume , what percent of the resultant mixture is alcohol ?	add ( n0 , n1 ) | add ( n4 , n5 ) | add ( n2 , n3 ) | divide ( n0 , #0 ) | divide ( n4 , #1 ) | divide ( n2 , #2 ) | divide ( n5 , #1 ) | multiply ( #3 , #4 ) | multiply ( #5 , #6 ) | add ( #7 , #8 ) | multiply ( #9 , const_100 )
a train travels at the rate of n0 miles / hr for the first hour of a trip , at n1 miles / hr for the second hour , at n2 miles / hr for the third hour and so on . how many hours will it take the train to complete a n3 - mile journey ? assume that the train makes no intermediate stops .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 )
in an intercollegiate competition that lasted for n14 days , n1 students took part on day n8 , n3 on day n11 and n5 on day n14 . if n7 took part on day n8 and day n11 and n10 took part on day n11 and day n14 and n13 took part on all three days , how many students took part only on day n14 ?	add ( n7 , n13 ) | add ( n7 , n10 ) | add ( n13 , #1 ) | subtract ( n3 , #2 ) | add ( n13 , #3 ) | divide ( #4 , n4 ) | add ( #0 , #5 ) | subtract ( n1 , #6 )
a farmer has an apple orchard consisting of fuji and gala apple trees . due to high winds this year n0 % of his trees cross pollinated . the number of his trees that are pure fuji plus the cross - pollinated ones totals n1 , while n2 / n3 of all his trees are pure fuji . how many of his trees are pure gala ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , n1 )
of n0 surveyed students , n1 % of those who read book a also read book b and n2 % of those who read book b also read book a . if each student read at least one of the books , what is the difference between the number of students who read only book a and the number of students who read only book b ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #0 ) | add ( #2 , const_1 ) | subtract ( #5 , #0 ) | divide ( n0 , #6 ) | multiply ( #7 , #2 ) | multiply ( #7 , #4 ) | multiply ( #8 , #3 ) | subtract ( #10 , #9 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
on the richter scale , which measures the total amount of energy released during an earthquake , a reading of x - n0 indicates one - tenth the released energy as is indicated by a reading of x . on that scale , the frequency corresponding to a reading of n1 is how many times as great as the frequency corresponding to a reading of n2 ?	subtract ( n1 , n2 ) | power ( const_10 , #0 )
an equilateral triangle t n3 is formed by joining the mid points of the sides of another equilateral triangle t n4 . a third equilateral triangle t n2 is formed by joining the mid - points of t n3 and this process is continued indefinitely . if each side of t n4 is n5 cm , find the sum of the perimeters of all the triangles .	triangle_perimeter ( n5 , n5 , n5 ) | add ( #0 , #0 )
ajay and vijay have some marbles with them . ajay told vijay ` ` if you give me ' x ' marbles , both of us will have equal number of marbles ' ' . vijay then told ajay ` ` if you give me twice as many marbles , i will have n0 more marbles than you would ' ' . find ' x ' ?	multiply ( const_2 , const_3 ) | divide ( n0 , #0 )
a farmer has an apple orchard consisting of fuji and gala apple trees . due to high winds this year n0 % of his trees cross pollinated . the number of his trees that are pure fuji plus the cross - pollinated ones totals n1 , while n2 / n3 of all his trees are pure fuji . how many of his trees are pure gala ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , n1 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
car z travels n0 miles per gallon of gasoline when driven at a constant rate of n1 miles per hour , but travels n2 percent fewer miles per gallon of gasoline when driven at a constant rate of n5 miles per hour . how many miles does car z travel on n4 gallons of gasoline when driven at a constant rate of n5 miles per hour ?	divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 ) | multiply ( n4 , #2 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
a farmer has an apple orchard consisting of fuji and gala apple trees . due to high winds this year n0 % of his trees cross pollinated . the number of his trees that are pure fuji plus the cross - pollinated ones totals n1 , while n2 / n3 of all his trees are pure fuji . how many of his trees are pure gala ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , n1 )
on the richter scale , which measures the total amount of energy released during an earthquake , a reading of x - n0 indicates one - tenth the released energy as is indicated by a reading of x . on that scale , the frequency corresponding to a reading of n1 is how many times as great as the frequency corresponding to a reading of n2 ?	subtract ( n1 , n2 ) | power ( const_10 , #0 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
a dishonest milkman wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing rs . n0 per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for rs . n2 in what ratio should he mix the water and milk ?	divide ( n1 , const_2 ) | divide ( const_1 , #0 )
an equilateral triangle t n3 is formed by joining the mid points of the sides of another equilateral triangle t n4 . a third equilateral triangle t n2 is formed by joining the mid - points of t n3 and this process is continued indefinitely . if each side of t n4 is n5 cm , find the sum of the perimeters of all the triangles .	triangle_perimeter ( n5 , n5 , n5 ) | add ( #0 , #0 )
. in a certain city , n0 percent of the registered voters are democrats and the rest are republicans . in a mayoral race , if n1 percent of the registered voters who are democrats and n2 percent of the registered voters who are republicans are expected to vote for candidate a , what percent of the registered voters are expected to vote for candidate a ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) . ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
a dishonest milkman wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing rs . n0 per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for rs . n2 in what ratio should he mix the water and milk ?	divide ( n1 , const_2 ) | divide ( const_1 , #0 )
martin buys a pencil and a notebook for n0 cents . at the same store , gloria buys a notebook and an eraser for n1 cents , and zachary buys a pencil and an eraser for n2 cents . how many cents would it cost to buy n5 pencils , n5 notebooks , and n5 erasers ? ( assume that there is no volume discount . )	subtract ( n0 , n2 ) | add ( n1 , #0 ) | divide ( #1 , const_2 ) | multiply ( n3 , #2 ) | subtract ( n0 , #2 ) | multiply ( n3 , #4 ) | subtract ( n2 , #4 ) | multiply ( n3 , #6 ) | add ( #7 , #5 ) | add ( #8 , #3 )
a couple spent $ n1 in total while dining out and paid this amount using a credit card . the $ n1 figure included a n2 percent tip which was paid on top of the price which already included a sales tax of n3 percent on top of the price of the food . what was the actual price of the food before tax and tip ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a train travels at the rate of n0 miles / hr for the first hour of a trip , at n1 miles / hr for the second hour , at n2 miles / hr for the third hour and so on . how many hours will it take the train to complete a n3 - mile journey ? assume that the train makes no intermediate stops .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a person starting with rs . n0 and making n1 bets , wins n3 times and loses n3 times , the wins and loses occurring in random order . the chance for a win is equal to the chance for a loss . if each wager is for n4 / n5 the money remaining at the time of the bet , then the final result is ?	divide ( n4 , n5 ) | add ( #0 , const_1 ) | power ( #0 , const_3 ) | power ( #1 , const_3 ) | multiply ( n0 , #3 ) | multiply ( #4 , #2 ) | subtract ( n0 , #5 )
the ratio of flour to water to sugar in a recipe is n0 : n3 : n2 . the ratio in a new recipe calls for a doubling of the ratio of flour to water from the original recipe and a halving of the ratio of flour to sugar . if the new recipe calls for n3 cups of water , how much sugar is required ?	divide ( n3 , n1 ) | multiply ( n2 , const_4 ) | multiply ( #0 , #1 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n0 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
the ratio of flour to water to sugar in a recipe is n0 : n1 : n2 . the ratio in a new recipe calls for a doubling of the ratio of flour to water from the original recipe and a halving of the ratio of flour to sugar . if the new recipe calls for n3 cups of water , how much sugar is required ?	divide ( n3 , n1 ) | multiply ( n2 , const_4 ) | multiply ( #0 , #1 )
in a fuel station the service costs $ n0 per vehicle and every liter of fuel costs $ n1 . assuming that you fill up n2 mini - vans and n3 trucks , what will be the total cost , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty ?	add ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n0 , #0 ) | add ( n4 , #3 ) | multiply ( n3 , #6 ) | multiply ( n1 , #7 ) | add ( #8 , #4 ) | add ( #9 , #5 )
an equilateral triangle t n3 is formed by joining the mid points of the sides of another equilateral triangle t n4 . a third equilateral triangle t n2 is formed by joining the mid - points of t n3 and this process is continued indefinitely . if each side of t n4 is n5 cm , find the sum of the perimeters of all the triangles .	triangle_perimeter ( n5 , n5 , n5 ) | add ( #0 , #0 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , const_1000 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , const_1000 ) | floor ( #6 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
in an intercollegiate competition that lasted for n12 days , n1 students took part on day n14 , n3 on day n11 and n5 on day n12 . if n7 took part on day n14 and day n11 and n10 took part on day n11 and day n12 and n13 took part on all three days , how many students took part only on day n14 ?	add ( n7 , n13 ) | add ( n7 , n10 ) | add ( n13 , #1 ) | subtract ( n3 , #2 ) | add ( n13 , #3 ) | divide ( #4 , n4 ) | add ( #0 , #5 ) | subtract ( n1 , #6 )
a farmer has an apple orchard consisting of fuji and gala apple trees . due to high winds this year n0 % of his trees cross pollinated . the number of his trees that are pure fuji plus the cross - pollinated ones totals n1 , while n2 / n3 of all his trees are pure fuji . how many of his trees are pure gala ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , n1 )
a cube is divided into n0 identical cubelets . each cut is made parallel to some surface of the cube . but before doing that , the cube is painted with green on one set of opposite faces , red on another set of opposite faces , and blue on the third set of opposite faces . how many cubelets are painted with exactly one colour ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_3 ) | subtract ( n0 , #1 ) | divide ( #2 , const_2 )
an order was placed for the supply of a carper whose length and breadth were in the ratio of n3 : n1 . subsequently , the dimensions of the carpet were altered such that its length and breadth were in the ratio n2 : n3 but were was no change in its parameter . find the ratio of the areas of the carpets in both the ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_4 ) | divide ( #2 , #1 )
at n0 : n10 pm , there were n2 grams of bacteria . the bacteria increased to x grams at n9 : n10 pm , and n5 grams at n6 : n10 pm . if the amount of bacteria present increased by the same fraction during each of the n8 - hour periods , how many grams of bacteria were present at n9 : n10 pm ?	divide ( n5 , n2 ) | sqrt ( #0 ) | multiply ( #1 , n2 )
in plutarch enterprises , n0 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 , n7 a year , and engineers make an average of $ n6 , n7 . what is the average salary for managers if the average for all employees is also $ n6 , n7 ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , n1 ) | multiply ( #2 , const_100 ) | multiply ( #2 , n1 ) | multiply ( #3 , const_1000 ) | multiply ( n0 , #6 ) | subtract ( #4 , #5 ) | subtract ( #8 , #7 ) | divide ( #9 , n1 )
in plutarch enterprises , n0 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 , n7 a year , and engineers make an average of $ n6 , n7 . what is the average salary for managers if the average for all employees is also $ n6 , n7 ?	add ( n0 , n1 ) | divide ( const_10 , const_2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , const_10 ) | multiply ( #2 , const_100 ) | multiply ( #2 , const_10 ) | multiply ( #3 , const_1000 ) | multiply ( n0 , #6 ) | subtract ( #4 , #5 ) | subtract ( #8 , #7 ) | divide ( #9 , n1 )
a rectangular room has the rectangular shaped rug shown as above figure such that the rug no_ascii_32 s area is n0 square feet and its length is n2 feet longer than its width . if the uniform width between the rug and room is n2 feet , what is the area of the region uncovered by the rug ( shaded region ) , in square feet ?	divide ( n0 , const_10 ) | subtract ( #0 , const_2 ) | add ( #1 , const_10 ) | add ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , n0 )
a dishonest milkman wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing rs . n0 per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for rs . n2 in what ratio should he mix the water and milk ?	divide ( n1 , const_2 ) | divide ( const_1 , #0 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
jack has two dice , one has n13 equally probable sides , labeled n8 , n9 , n15 , n11 , n12 , n13 , and the other has n14 equally probable sides , labeled n8 , n9 , n15 , n11 , n12 , n13 , n14 . if jack rolls both dice what is the probability that both of the numbers will be n15 ?	divide ( const_1 , n0 ) | divide ( const_1 , n7 ) | multiply ( #0 , #1 )
in an intercollegiate competition that lasted for n12 days , n1 students took part on day n14 , n3 on day n11 and n5 on day n12 . if n7 took part on day n14 and day n11 and n10 took part on day n11 and day n12 and n13 took part on all three days , how many students took part only on day n14 ?	add ( n7 , n13 ) | add ( n7 , n10 ) | add ( n13 , #1 ) | subtract ( n3 , #2 ) | add ( n13 , #3 ) | divide ( #4 , n4 ) | add ( #0 , #5 ) | subtract ( n1 , #6 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n0 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
a dog is tied to a tree by a long nylon cord . if the dog runs from the due north side of the tree to the due south side of the tree with the cord extended to its full length at all items , and the dog ran approximately n0 feet , what was the approximate length of the nylon cord e , in feet ?	divide ( n0 , const_3 )
a corporation paid $ n0 million in federal taxes on its first $ n4 million of gross profits and then $ n2 million in federal taxes on the next $ n5 million in gross profits . by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ n4 million in profits to the next $ n5 million in profits ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
jack has two dice , one has n13 equally probable sides , labeled n8 , n9 , n10 , n11 , n12 , n13 , and the other has n14 equally probable sides , labeled n8 , n9 , n10 , n11 , n12 , n13 , n14 . if jack rolls both dice what is the probability that both of the numbers will be even ?	multiply ( n2 , n7 ) | divide ( n3 , #0 )
a couple spent $ n1 in total while dining out and paid this amount using a credit card . the $ n1 figure included a n2 percent tip which was paid on top of the price which already included a sales tax of n3 percent on top of the price of the food . what was the actual price of the food before tax and tip ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
of n0 surveyed students , n1 % of those who read book a also read book b and n2 % of those who read book b also read book a . if each student read at least one of the books , what is the difference between the number of students who read only book a and the number of students who read only book b ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #0 ) | add ( #2 , const_1 ) | subtract ( #5 , #0 ) | divide ( n0 , #6 ) | multiply ( #7 , #2 ) | multiply ( #7 , #4 ) | multiply ( #8 , #3 ) | subtract ( #10 , #9 )
a dog is tied to a tree by a long nylon cord . if the dog runs from the due north side of the tree to the due south side of the tree with the cord extended to its full length at all items , and the dog ran approximately n0 feet , what was the approximate length of the nylon cord w , in feet ?	divide ( n0 , const_3 )
a certain store sells all maps at one price and all books at another price . on monday the store sold n4 maps and n1 books for a total of $ n2 , and on tuesday the store sold n3 maps and n4 books for a total of $ n5 . at this store , how much less does a map sell for than a book ?	multiply ( n2 , const_4 ) | multiply ( n5 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n4 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n4 , #6 ) | negate ( #7 ) | subtract ( n5 , #8 ) | divide ( #9 , n3 )
of n0 surveyed students , n1 % of those who read book a also read book b and n2 % of those who read book b also read book a . if each student read at least one of the books , what is the difference between the number of students who read only book a and the number of students who read only book b ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #0 ) | add ( #2 , const_1 ) | subtract ( #5 , #0 ) | divide ( n0 , #6 ) | multiply ( #7 , #2 ) | multiply ( #7 , #4 ) | multiply ( #8 , #3 ) | subtract ( #10 , #9 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
a corporation paid $ n0 million in federal taxes on its first $ n4 million of gross profits and then $ n2 million in federal taxes on the next $ n5 million in gross profits . by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ n4 million in profits to the next $ n5 million in profits ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
mariah has decided to hire three workers . to determine whom she will hire , she has selected a group of n2 candidates . she plans to have one working interview with n1 of the n2 candidates every day to see how well they work together . how many days will it take her to have working interviews with all the different combinations of job candidates ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 ) | subtract ( #7 , n0 ) | subtract ( #8 , const_10 )
in plutarch enterprises , n2 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 , n7 a year , and engineers make an average of $ n6 , n7 . what is the average salary for managers if the average for all employees is also $ n6 , n7 ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , n1 ) | multiply ( #2 , const_100 ) | multiply ( #2 , n1 ) | multiply ( #3 , const_1000 ) | multiply ( n0 , #6 ) | subtract ( #4 , #5 ) | subtract ( #8 , #7 ) | divide ( #9 , n1 )
a rectangular room has the rectangular shaped rug shown as above figure such that the rug no_ascii_32 s area is n0 square feet and its length is n2 feet longer than its width . if the uniform width between the rug and room is n2 feet , what is the area of the region uncovered by the rug ( shaded region ) , in square feet ?	divide ( const_180 , const_10 ) | subtract ( #0 , const_2 ) | add ( #1 , const_10 ) | add ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , n0 )
how many two digit numbers are there such that the product of their digits after reducing it to the smallest form is a prime number ? for example if we take n0 then n1 * n2 = n4 , n4 = n5 * n6 = n8 , n8 = n9 * n12 = n12 . consider only n12 prime no . s ( n13 , n14 )	multiply ( n1 , const_2 )
a boat traveled upstream n0 miles at an average speed of ( v - n2 ) miles per hour and then traveled the same distance downstream at an average speed of ( v + n2 ) miles per hour . if the trip upstream took a half hour longer than the trip downstream , then how many hours did it take the boat to travel downstream ?	divide ( const_1 , const_2 ) | multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | add ( #1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , #0 ) | sqrt ( #6 ) | add ( n1 , #7 ) | divide ( n0 , #8 )
a corporation paid $ n0 million in federal taxes on its first $ n4 million of gross profits and then $ n2 million in federal taxes on the next $ n5 million in gross profits . by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ n4 million in profits to the next $ n5 million in profits ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
the ratio of flour to water to sugar in a recipe is n0 : n1 : n2 . the ratio in a new recipe calls for a doubling of the ratio of flour to water from the original recipe and a halving of the ratio of flour to sugar . if the new recipe calls for n3 cups of water , how much sugar is required ?	divide ( n3 , n1 ) | multiply ( n2 , const_4 ) | multiply ( #0 , #1 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) . ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
mr . evans will states that each of his children will receive an equal share of his estate and that his grandchildren will split a portion of the estate that is equal to the share received by each of his children . if mr . evans has n0 children and n1 grandchildren , then approximately what percentage of mr . evans estate will each grandchild receive ?	divide ( const_100 , const_3 ) | divide ( #0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_100 )
each of n3 charities in novel grove estates has n1 persons serving on its board of directors . if exactly n2 persons serve on n3 boards each and each pair of charities has n4 persons in common on their boards of directors , then how many distinct persons serve on one or more boards of directors ? a . b . c . d . e .	multiply ( n0 , n1 ) | subtract ( #0 , n1 ) | subtract ( #1 , n0 )
at n0 : n10 pm , there were n2 grams of bacteria . the bacteria increased to x grams at n9 : n10 pm , and n5 grams at n6 : n10 pm . if the amount of bacteria present increased by the same fraction during each of the n8 - hour periods , how many grams of bacteria were present at n9 : n10 pm ?	divide ( n5 , n2 ) | sqrt ( #0 ) | multiply ( #1 , n2 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
a certain store sells all maps at one price and all books at another price . on monday the store sold n0 maps and n1 books for a total of $ n2 , and on tuesday the store sold n3 maps and n4 books for a total of $ n5 . at this store , how much less does a map sell for than a book ?	multiply ( n2 , const_4 ) | multiply ( n5 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n4 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n4 , #6 ) | negate ( #7 ) | subtract ( n5 , #8 ) | divide ( #9 , n3 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
mariah has decided to hire three workers . to determine whom she will hire , she has selected a group of n2 candidates . she plans to have one working interview with n1 of the n2 candidates every day to see how well they work together . how many days will it take her to have working interviews with all the different combinations of job candidates ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 ) | subtract ( #7 , n0 ) | subtract ( #8 , const_10 )
n0 friends neha , sabi and mahi divide $ n1 amongs them in such a way that if $ n2 , $ n6 and $ n4 are removed from the sums that neha , sabi and mahi received respectively , then the share of the sums that they got will be in the ratio of n5 : n6 : n7 . how much did mahi receive ?	add ( n3 , const_12 ) | multiply ( n4 , #0 ) | add ( #1 , const_12 ) | add ( #2 , const_10 )
a snail , climbing a n0 feet high wall , climbs up n3 feet on the first day but slides down n4 feet on the second . it climbs n3 feet on the third day and slides down again n4 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ?	subtract ( n0 , n1 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n3 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
an equilateral triangle t n3 is formed by joining the mid points of the sides of another equilateral triangle t n4 . a third equilateral triangle t n2 is formed by joining the mid - points of t n3 and this process is continued indefinitely . if each side of t n4 is n5 cm , find the sum of the perimeters of all the triangles .	triangle_perimeter ( n5 , n5 , n5 ) | add ( #0 , #0 )
car z travels n1 miles per gallon of gasoline when driven at a constant rate of n1 miles per hour , but travels n2 percent fewer miles per gallon of gasoline when driven at a constant rate of n5 miles per hour . how many miles does car z travel on n4 gallons of gasoline when driven at a constant rate of n5 miles per hour ?	divide ( n2 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n0 , #1 ) | multiply ( n4 , #2 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) . ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
mr . evans will states that each of his children will receive an equal share of his estate and that his grandchildren will split a portion of the estate that is equal to the share received by each of his children . if mr . evans has n0 children and n1 grandchildren , then approximately what percentage of mr . evans estate will each grandchild receive ?	divide ( const_100 , const_3 ) | divide ( #0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #2 , const_100 )
the average height of n0 boys in a class was calculated as n1 cm . it has later found that the height of one of the boys in the class was wrongly written as n2 cm whereas his actual height was n3 cm . find the actual average height of the boys in the class ( round off your answer to two decimal places ) . ?	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | add ( n3 , #1 ) | divide ( #2 , n0 ) | floor ( #3 )
on the richter scale , which measures the total amount of energy released during an earthquake , a reading of x - n0 indicates one - tenth the released energy as is indicated by a reading of x . on that scale , the frequency corresponding to a reading of n1 is how many times as great as the frequency corresponding to a reading of n2 ?	subtract ( n1 , n2 ) | power ( const_10 , #0 )
a train travels at the rate of n0 miles / hr for the first hour of a trip , at n1 miles / hr for the second hour , at n2 miles / hr for the third hour and so on . how many hours will it take the train to complete a n3 - mile journey ? assume that the train makes no intermediate stops .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 )
a certain store sells all maps at one price and all books at another price . on monday the store sold n3 maps and n1 books for a total of $ n2 , and on tuesday the store sold n3 maps and n4 books for a total of $ n5 . at this store , how much less does a map sell for than a book ?	multiply ( n2 , const_4 ) | multiply ( n5 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n4 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n4 , #6 ) | negate ( #7 ) | subtract ( n5 , #8 ) | divide ( #9 , n3 )
george baked a total of n0 pizzas for n1 straight days , beginning on saturday . he baked n4 / n5 of the pizzas the first day , and n4 / n5 of the remaining pizzas the second day . if each successive day he baked fewer pizzas than the previous day , what is the maximum number of pizzas he could have baked on wednesday ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , #5 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n2 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
on the richter scale , which measures the total amount of energy released during an earthquake , a reading of x - n0 indicates one - tenth the released energy as is indicated by a reading of x . on that scale , the frequency corresponding to a reading of n1 is how many times as great as the frequency corresponding to a reading of n2 ?	subtract ( n1 , n2 ) | power ( const_10 , #0 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
tanks c and b are each in the shape of a right circular cylinder . the interior of tank c has a height of n3 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank c is what percent of the capacity of tank b ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | volume_cylinder ( #0 , n0 ) | volume_cylinder ( #1 , n1 ) | divide ( #2 , #3 ) | multiply ( #4 , const_100 )
mariah has decided to hire three workers . to determine whom she will hire , she has selected a group of n2 candidates . she plans to have one working interview with n1 of the n2 candidates every day to see how well they work together . how many days will it take her to have working interviews with all the different combinations of job candidates ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 ) | subtract ( #7 , n0 ) | subtract ( #8 , const_10 )
at n0 : n10 pm , there were n2 grams of bacteria . the bacteria increased to x grams at n9 : n10 pm , and n5 grams at n6 : n10 pm . if the amount of bacteria present increased by the same fraction during each of the n8 - hour periods , how many grams of bacteria were present at n9 : n10 pm ?	divide ( n5 , n2 ) | sqrt ( #0 ) | multiply ( #1 , n2 )
a soccer store typically sells replica jerseys at a discount of n2 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
at n0 : n10 pm , there were n2 grams of bacteria . the bacteria increased to x grams at n9 : n10 pm , and n5 grams at n6 : n10 pm . if the amount of bacteria present increased by the same fraction during each of the n8 - hour periods , how many grams of bacteria were present at n9 : n10 pm ?	divide ( n5 , n2 ) | sqrt ( #0 ) | multiply ( #1 , n2 )
a corporation paid $ n0 million in federal taxes on its first $ n4 million of gross profits and then $ n2 million in federal taxes on the next $ n5 million in gross profits . by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ n4 million in profits to the next $ n5 million in profits ?	add ( n0 , n2 ) | divide ( n0 , n1 ) | divide ( #0 , n3 ) | subtract ( #2 , #1 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
exactly n0 / n3 of the people in the room are under the age of n8 , and exactly n3 / n4 of the people in the room are over the age of n5 . if the total number of the people in the room is greater than n6 and less than n7 , how many people in the room are under the age of n8 ?	multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
in plutarch enterprises , n0 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 , n7 a year , and engineers make an average of $ n6 , n7 . what is the average salary for managers if the average for all employees is also $ n6 , n7 ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , n1 ) | multiply ( #2 , const_100 ) | multiply ( #2 , n1 ) | multiply ( #3 , const_1000 ) | multiply ( n0 , #6 ) | subtract ( #4 , #5 ) | subtract ( #8 , #7 ) | divide ( #9 , n1 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
in an intercollegiate competition that lasted for n14 days , n1 students took part on day n8 , n3 on day n11 and n5 on day n14 . if n7 took part on day n8 and day n11 and n10 took part on day n11 and day n14 and n13 took part on all three days , how many students took part only on day n14 ?	add ( n7 , n13 ) | add ( n7 , n10 ) | add ( n13 , #1 ) | subtract ( n3 , #2 ) | add ( n13 , #3 ) | divide ( #4 , n4 ) | add ( #0 , #5 ) | subtract ( n1 , #6 )
exactly n0 / n1 of the people in the room are under the age of n8 , and exactly n3 / n4 of the people in the room are over the age of n5 . if the total number of the people in the room is greater than n6 and less than n7 , how many people in the room are under the age of n8 ?	multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
rs . n0 is lent out in two parts . one part is lent at n1 % p . a simple interest and the other is lent at n2 % p . a simple interest . the total interest at the end of one year was rs . n3 . find the ratio of the amounts lent at the lower rate and higher rate of interest ?	multiply ( n3 , const_100 ) | multiply ( n0 , n1 ) | subtract ( n2 , n1 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #4 )
a right triangle aec has to be constructed in the xy - plane so that the right angle is at a and ae is parallel to x axis . the coordinates of a , e and c are integers and satisfy the inequalities - n2 no_ascii_76 x no_ascii_76 n3 and n2 no_ascii_76 y no_ascii_76 n3 . how many different triangles can be constructed with these properties ?	factorial ( n1 ) | multiply ( n1 , const_2 ) | subtract ( n1 , n0 ) | multiply ( #2 , const_4 ) | multiply ( #3 , #2 ) | multiply ( #4 , #1 ) | subtract ( #0 , #5 )
in plutarch enterprises , n0 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 , n7 a year , and engineers make an average of $ n6 , n7 . what is the average salary for managers if the average for all employees is also $ n6 , n7 ?	add ( n0 , n1 ) | divide ( n1 , const_2 ) | multiply ( #0 , const_1000 ) | multiply ( #1 , n1 ) | multiply ( #2 , const_100 ) | multiply ( #2 , n1 ) | multiply ( #3 , const_1000 ) | multiply ( n0 , #6 ) | subtract ( #4 , #5 ) | subtract ( #8 , #7 ) | divide ( #9 , n1 )
a rectangular room has the rectangular shaped rug shown as above figure such that the rug no_ascii_32 s area is n0 square feet and its length is n2 feet longer than its width . if the uniform width between the rug and room is n2 feet , what is the area of the region uncovered by the rug ( shaded region ) , in square feet ?	divide ( n0 , const_10 ) | subtract ( #0 , const_2 ) | add ( #1 , const_10 ) | add ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , n0 )
a rectangular room has the rectangular shaped rug shown as above figure such that the rug no_ascii_32 s area is n0 square feet and its length is n2 feet longer than its width . if the uniform width between the rug and room is n2 feet , what is the area of the region uncovered by the rug ( shaded region ) , in square feet ?	divide ( n0 , const_10 ) | subtract ( #0 , const_2 ) | add ( #1 , const_10 ) | add ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , n0 )
a cube is divided into n0 identical cubelets . each cut is made parallel to some surface of the cube . but before doing that , the cube is painted with green on one set of opposite faces , red on another set of opposite faces , and blue on the third set of opposite faces . how many cubelets are painted with exactly one colour ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_3 ) | subtract ( n0 , #1 ) | divide ( #2 , const_2 )
george baked a total of n0 pizzas for n1 straight days , beginning on saturday . he baked n4 / n5 of the pizzas the first day , and n4 / n5 of the remaining pizzas the second day . if each successive day he baked fewer pizzas than the previous day , what is the maximum number of pizzas he could have baked on wednesday ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , #5 )
angelo and isabella are both salespersons . in any given week , angelo makes $ n0 in base salary plus n1 percent of the portion of his sales above $ n2 , n3 for that week . isabella makes n4 percent of her total sales for any given week . for what amount of weekly sales would angelo and isabella earn the same amount of money ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | divide ( #5 , n2 ) | floor ( #6 )
a pizzeria in castroville creates its own special blend of shredded cheese at a cost of $ n0 per kilogram . the blend includes mozzarella , at $ n1 per kilogram , and romano cheese , at $ n2 per kilogram . if the employees have already shredded n3 kilograms of mozzarella cheese , how many kilograms of romano cheese will they need to shred now ?	subtract ( n0 , n1 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 ) | subtract ( const_1 , #2 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
in a fuel station the service costs $ n0 per vehicle and every liter of fuel costs $ n1 . assuming that you fill up n2 mini - vans and n3 trucks , what will be the total cost , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty ?	add ( n2 , n3 ) | multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #1 , const_100 ) | multiply ( n1 , #2 ) | multiply ( n0 , #0 ) | add ( n4 , #3 ) | multiply ( n3 , #6 ) | multiply ( n1 , #7 ) | add ( #8 , #4 ) | add ( #9 , #5 )
tanks a and b are each in the shape of a right circular cylinder . the interior of tank a has a height of n3 meters and a circumference of n2 meters , and the interior of tank b has a height of n2 meters and a circumference of n3 meters . the capacity of tank a is what percent of the capacity of tank b ?	divide ( n0 , n2 ) | divide ( n1 , n3 ) | power ( #1 , const_2 ) | multiply ( #0 , #2 ) | multiply ( #3 , const_100 )
a dog is tied to a tree by a long nylon cord . if the dog runs from the due north side of the tree to the due south side of the tree with the cord extended to its full length at all items , and the dog ran approximately n0 feet , what was the approximate length of the nylon cord q , in feet ?	divide ( n0 , const_3 )
a couple spent $ n1 in total while dining out and paid this amount using a credit card . the $ n1 figure included a n2 percent tip which was paid on top of the price which already included a sales tax of n3 percent on top of the price of the food . what was the actual price of the food before tax and tip ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 ) | divide ( #4 , #1 )
a farmer has an apple orchard consisting of fuji and gala apple trees . due to high winds this year n0 % of his trees cross pollinated . the number of his trees that are pure fuji plus the cross - pollinated ones totals n1 , while n2 / n3 of all his trees are pure fuji . how many of his trees are pure gala ?	divide ( n0 , const_100 ) | divide ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , n1 )
in an intercollegiate competition that lasted for n12 days , n1 students took part on day n8 , n3 on day n14 and n5 on day n12 . if n7 took part on day n8 and day n14 and n10 took part on day n14 and day n12 and n13 took part on all three days , how many students took part only on day n14 ?	add ( n7 , n13 ) | add ( n7 , n10 ) | add ( n13 , #1 ) | subtract ( n3 , #2 ) | add ( n13 , #3 ) | divide ( #4 , n4 ) | add ( #0 , #5 ) | subtract ( n1 , #6 )
at n0 : n10 pm , there were n2 grams of bacteria . the bacteria increased to x grams at n9 : n10 pm , and n5 grams at n6 : n10 pm . if the amount of bacteria present increased by the same fraction during each of the n8 - hour periods , how many grams of bacteria were present at n9 : n10 pm ?	divide ( n5 , const_10 ) | sqrt ( #0 ) | multiply ( #1 , const_10 )
if money is invested at r percent interest , compounded annually , the amount of investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 in a long term bond that pays n2 percent interest , compounded annually , what will be the approximate total amount of investment n3 years later , when pat is ready for college ?	multiply ( n1 , const_2 ) | multiply ( #0 , const_2 )
george baked a total of n0 pizzas for n1 straight days , beginning on saturday . he baked n4 / n5 of the pizzas the first day , and n4 / n5 of the remaining pizzas the second day . if each successive day he baked fewer pizzas than the previous day , what is the maximum number of pizzas he could have baked on wednesday ?	divide ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( n0 , #1 ) | multiply ( #0 , #2 ) | subtract ( #2 , #3 ) | subtract ( #4 , n2 ) | divide ( #5 , #5 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
two cyclists are moving towards each other at n0 miles / hour . they are now n1 miles apart . at this instance a fly starts from one cyclist and move towards other and moves to and fro till the two cyclist meet each other . if the fly is moving at n2 miles / hour , what is the total distance covered by the fly ?	divide ( n1 , const_2 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a dishonest milkman wants to make a profit on the selling of milk . he would like to mix water ( costing nothing ) with milk costing rs . n0 per litre so as to make a profit of n1 % on cost when he sells the resulting milk and water mixture for rs . n2 in what ratio should he mix the water and milk ?	divide ( n1 , const_2 ) | divide ( const_1 , #0 )
a rectangular room has the rectangular shaped rug shown as above figure such that the rug no_ascii_32 s area is n0 square feet and its length is n2 feet longer than its width . if the uniform width between the rug and room is n2 feet , what is the area of the region uncovered by the rug ( shaded region ) , in square feet ?	divide ( n0 , const_10 ) | subtract ( #0 , const_2 ) | add ( #1 , const_10 ) | add ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , n0 )
of n0 surveyed students , n1 % of those who read book a also read book b and n2 % of those who read book b also read book a . if each student read at least one of the books , what is the difference between the number of students who read only book a and the number of students who read only book b ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #0 ) | add ( #2 , const_1 ) | subtract ( #5 , #0 ) | divide ( n0 , #6 ) | multiply ( #7 , #2 ) | multiply ( #7 , #4 ) | multiply ( #8 , #3 ) | subtract ( #10 , #9 )
exactly n0 / n1 of the people in the room are under the age of n8 , and exactly n3 / n4 of the people in the room are over the age of n5 . if the total number of the people in the room is greater than n6 and less than n7 , how many people in the room are under the age of n8 ?	multiply ( n1 , n4 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 )
a dog is tied to a tree by a long nylon cord . if the dog runs from the due north side of the tree to the due south side of the tree with the cord extended to its full length at all items , and the dog ran approximately n0 feet , what was the approximate length of the nylon cord s , in feet ?	divide ( n0 , const_3 )
the megatek corporation is displaying its distribution of employees by department in a circle graph . the size of each sector of the graph representing a department is proportional to the percentage of total employees in that department . if the section of the circle graph representing the manufacturing department takes up n0 no_ascii_75 of the circle , what percentage of megatek employees are in manufacturing ?	divide ( const_3600 , const_10 ) | divide ( n0 , #0 ) | multiply ( #1 , const_100 )
a life insurance company insured n0 , n5 young boys , n2 , n5 young girls and n4 , n5 young adults . the probability of death within n6 years of a young boy , young girl and a young adult are n7 , n8 and n9 respectively . one insured person dies . what is the probability that the dead person is a young boy ?	add ( const_3 , const_4 ) | power ( const_5 , const_2 ) | power ( const_4 , const_2 ) | multiply ( n4 , #1 ) | multiply ( #0 , const_2 ) | multiply ( n6 , #2 ) | multiply ( n5 , #4 ) | add ( #3 , #6 ) | add ( #7 , #5 ) | divide ( #3 , #8 )
a snail , climbing a n0 feet high wall , climbs up n3 feet on the first day but slides down n4 feet on the second . it climbs n3 feet on the third day and slides down again n4 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ?	subtract ( n0 , n1 )
a cube is divided into n0 identical cubelets . each cut is made parallel to some surface of the cube . but before doing that , the cube is painted with green on one set of opposite faces , red on another set of opposite faces , and blue on the third set of opposite faces . how many cubelets are painted with exactly one colour ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_3 ) | subtract ( n0 , #1 ) | divide ( #2 , const_2 )
mariah has decided to hire three workers . to determine whom she will hire , she has selected a group of n2 candidates . she plans to have one working interview with n1 of the n2 candidates every day to see how well they work together . how many days will it take her to have working interviews with all the different combinations of job candidates ?	factorial ( n0 ) | factorial ( n1 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | divide ( #0 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 ) | subtract ( #7 , n0 ) | subtract ( #8 , const_10 )
a snail , climbing a n0 feet high wall , climbs up n3 feet on the first day but slides down n4 feet on the second . it climbs n3 feet on the third day and slides down again n4 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ?	subtract ( n0 , n1 )
a certain store sells all maps at one price and all books at another price . on monday the store sold n3 maps and n1 books for a total of $ n2 , and on tuesday the store sold n3 maps and n4 books for a total of $ n5 . at this store , how much less does a map sell for than a book ?	multiply ( n2 , const_4 ) | multiply ( n5 , const_2 ) | multiply ( n1 , const_4 ) | multiply ( n4 , const_2 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | multiply ( n4 , #6 ) | negate ( #7 ) | subtract ( n5 , #8 ) | divide ( #9 , n3 )
of n0 surveyed students , n1 % of those who read book a also read book b and n2 % of those who read book b also read book a . if each student read at least one of the books , what is the difference between the number of students who read only book a and the number of students who read only book b ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #0 ) | add ( #2 , const_1 ) | subtract ( #5 , #0 ) | divide ( n0 , #6 ) | multiply ( #7 , #2 ) | multiply ( #7 , #4 ) | multiply ( #8 , #3 ) | subtract ( #10 , #9 )
a train travels at the rate of n0 miles / hr for the first hour of a trip , at n1 miles / hr for the second hour , at n2 miles / hr for the third hour and so on . how many hours will it take the train to complete a n3 - mile journey ? assume that the train makes no intermediate stops .	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n3 , #1 )
arun makes a popular brand of ice cream in a rectangular shaped bar n0 cm long , n1 cm wide and n2 cm thick . to cut costs , the company had decided to reduce the volume of the bar by n3 % . the thickness will remain same , but the length and width will be decreased by some percentage . the new width will be ,	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | divide ( #1 , n2 ) | add ( #2 , const_3 )
a certain college ' s enrollment at the beginning of n5 was n1 percent greater than it was at the beginning of n7 , and its enrollment at the beginning of n6 was n4 percent greater than it was at the beginning of n5 . the college ' s enrollment at the beginning of n6 was what percent greater than its enrollment at the beginning of n7 ?	add ( n1 , const_100 ) | add ( n4 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
two ants , arthur and amy , have discovered a picnic and are bringing crumbs back to the anthill . amy makes twice as many trips and carries one and a half times as many crumbs per trip as arthur . if arthur carries a total of c crumbs to the anthill , how many crumbs will amy bring to the anthill , in terms of c ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 )
yesterday ' s closing prices of n0 , n1 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n2 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	divide ( n1 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #1 , const_10 ) | add ( #2 , const_1 ) | subtract ( #3 , const_10 ) | divide ( #5 , #4 ) | multiply ( #2 , #6 )
two ants , arthur and amy , have discovered a picnic and are bringing crumbs back to the anthill . amy makes twice as many trips and carries one and a half times as many crumbs per trip as arthur . if arthur carries a total of m crumbs to the anthill , how many crumbs will amy bring to the anthill , in terms of m ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent q of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
two ants , arthur and amy , have discovered a picnic and are bringing crumbs back to the anthill . amy makes twice as many trips and carries one and a half times as many crumbs per trip as arthur . if arthur carries a total of z crumbs to the anthill , how many crumbs will amy bring to the anthill , in terms of z ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | multiply ( #1 , const_2 )
working together at their respective constant rates , machine a and machine b can produce n5 , n6 units in n4 hours . working alone , machine b would complete that same output in n3 % more time . if machine a were to work on its own for an n4 - hour shift , what percent of the n5 , n6 unit total would it produce ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | divide ( #3 , n1 ) | divide ( #3 , #4 ) | subtract ( #5 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
train e and f , n0 miles apart , are traveling toward each other at constant rates and in the same time zone . if train e left at n1 pm traveling at a speed of n2 miles per hour , and train f left at n3 : n5 pm and traveling at n5 miles per hour , then at what time would they pass each other ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | divide ( #2 , const_2 )
while working alone at their respective constant rates , server p uploads n4 files in n1 hours and server y uploads n4 files in n3 hours . if all files uploaded by these servers are the same size , how long would it take the two servers , working at the same time and at their respective constant rates , to process a total of n4 files ?	divide ( n0 , const_2 )
the average marks in mathematics scored by the pupils of a school at the public examination were n0 . if n1 of these pupils who actually scored n2 , n3 , n4 and n5 marks at the examination had not been sent up , the average marks for the school would have been n6 . find the number of pupils sent up for examination from the school ?	add ( n2 , n3 ) | multiply ( n1 , n6 ) | subtract ( n6 , n0 ) | add ( n4 , #0 ) | add ( n5 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , #2 )
working together at their respective constant rates , machine a and machine b can produce n5 , n6 units in n4 hours . working alone , machine b would complete that same output in n3 % more time . if machine a were to work on its own for an n4 - hour shift , what percent of the n5 , n6 unit total would it produce ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | divide ( #3 , n1 ) | divide ( #3 , #4 ) | subtract ( #5 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
a farmer with n0 acres of land had planted his fields with corn , sugar cane , and tobacco in the ratio of n6 : n5 : n5 , respectively , but he wanted to make more money , so he shifted the ratio to n5 : n5 : n6 , respectively . how many more acres of land were planted with tobacco under the new system ?	add ( n1 , n2 ) | multiply ( n0 , const_3 ) | add ( n2 , #0 ) | divide ( #1 , #2 )
one millisecond is n0 of a second . the costs for a single run of a computer program are $ n1 for operating - system overhead , $ n2 per millisecond of computer time , and $ n3 for the mounting of a data tape . what is the total of these n4 costs for n5 run of a program that requires n6 seconds of computer time ?	add ( n1 , n3 ) | divide ( n6 , n0 ) | multiply ( n2 , #1 ) | add ( #0 , #2 )
an order was placed for the supply of a carper whose length and breadth were in the ratio of n3 : n1 . subsequently , the dimensions of the carpet were altered such that its length and breadth were in the ratio n2 : n3 but were was no change in its parameter . find the ratio of the areas of the carpets in both the cases .	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_4 ) | divide ( #2 , #1 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n1 in a long term bond that pays n3 percent interest compounded annually , what will be the approximate total amount of the investment n3 years later , when luke is ready for college ?	multiply ( n2 , n2 ) | subtract ( #0 , n0 ) | add ( #1 , const_1 )
a metal company ' s old machine makes bolts at a constant rate of n0 bolts per hour . the company ' s new machine makes bolts at a constant rate of n1 bolts per hour . if both machines start at the same time and continue making bolts simultaneously , how many minutes will it take the two machines to make a total of n2 bolts ?	divide ( n0 , const_60 ) | divide ( n1 , const_60 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
if a person has two rectangular fields . the larger field has thrice the length and n0 times the width of the smaller field . if the smaller field has a length n1 % more than the width . if a person takes n2 minutes to complete one round of a smaller field then what is the time required to complete one round of a larger field ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( n2 , #2 ) | add ( n0 , #3 ) | add ( n0 , #4 )
a metal company ' s old machine makes bolts at a constant rate of n0 bolts per hour . the company ' s new machine makes bolts at a constant rate of n1 bolts per hour . if both machines start at the same time and continue making bolts simultaneously , how many minutes will it take the two machines to make a total of n2 bolts ?	divide ( n0 , const_60 ) | divide ( n1 , const_60 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
a man saves a certain portion of his income during a year and spends the remaining portion on his personal expenses . next year his income increases by n0 % but his savings increase by n1 % . if his total expenditure in n2 years is double his expenditure in n3 st year , what % age of his income in the first year did he save ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( #4 , n1 )
each of n5 investments has a n1 % of becoming worthless within a year of purchase , independently of what happens to the other two investments . if simone invests an equal sum v in each of these n5 investments on january n4 , the approximate chance that by the end of the year , she loses no more than n4 / n5 of her original investment is	divide ( n1 , const_100 ) | power ( #0 , n0 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | multiply ( n0 , #4 ) | add ( #5 , #1 ) | negate ( #6 ) | add ( n3 , #7 ) | multiply ( #8 , const_100 )
john and steve are speed walkers in a race . john is n0 meters behind steve when he begins his final push . john blazes to the finish at a pace of n1 m / s , while steve maintains a blistering n2 m / s speed . if john finishes the race n3 meters ahead of steve , how long was john no_ascii_32 s final push ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 ) | add ( #0 , #3 ) | divide ( #4 , n1 )
while working alone at their respective constant rates , server g uploads n4 files in n1 hours and server y uploads n4 files in n3 hours . if all files uploaded by these servers are the same size , how long would it take the two servers , working at the same time and at their respective constant rates , to process a total of n4 files ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | multiply ( const_100 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , const_2 ) | multiply ( #5 , const_60 ) | add ( #2 , #6 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what percent e of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
rain is falling at a rate of n0 centimeters per hour all over north carolina . somewhere downtown in north carolina a group of people are waiting for the rain to stop . if the rain filled a round puddle the with a base area of n1 square centimeters and a depth of n2 centimeters , how long did the people wait for the rain to stop ?	divide ( n2 , n0 )
in a classroom , the average age of boys ( b ) is g and the average age of girls ( g ) is b . the average age of all is b + g . at the time of calculation , the class teacher , who is n0 years old was also present in the class . can you find the value of b + g ?	multiply ( n0 , const_4 ) | add ( #0 , const_2 ) | sqrt ( #1 ) | add ( #2 , const_1 ) | divide ( #3 , const_2 ) | floor ( #4 ) | power ( #5 , const_2 ) | subtract ( #5 , const_1 ) | divide ( #7 , const_2 ) | subtract ( #1 , #6 ) | sqrt ( #9 ) | subtract ( #10 , const_1 ) | divide ( #11 , const_2 ) | add ( #8 , #12 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of a ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , const_1000 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , const_1000 )
a man was engaged on a job for n0 days on the condition that he would get a wage of rs . n1 for the day he works , but he have to pay a fine of rs . n2 for each day of his absence . if he gets rs . n3 at the end , he was absent for work for . . . days .	add ( n1 , n2 ) | multiply ( n0 , n1 ) | subtract ( #1 , n3 ) | divide ( #2 , #0 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
the ratio , by volume , of bleach to detergent to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of bleach to detergent is tripled while the ratio of detergent to water is halved . if the altered solution will contain n3 liters of water , how many liters of detergent will it contain ?	divide ( n3 , n2 ) | divide ( n1 , const_2 ) | multiply ( #0 , #1 )
at a florist shop on a certain day , all corsages sold for either $ n4 or $ n3 . if n2 of the corsages that sold for $ n3 had instead sold for $ n4 , then the store ' s revenue from corsages that day would have been reduced by n5 percent . what was the store ' s actual revenue from corsages that day ?	divide ( n5 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | negate ( #3 ) | divide ( #4 , #0 ) | subtract ( #5 , #3 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
john traveled n1 % of the way from yellow - town to green - fields by train at an average speed of n1 miles per hour . the rest of the way john traveled by car at an average speed of v miles per hour . if the average speed for the entire trip was n2 miles per hour , what is v in miles per hour ?	divide ( const_100 , n2 ) | divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , #3 )
a certain college ' s enrollment at the beginning of n5 was n1 percent greater than it was at the beginning of n7 , and its enrollment at the beginning of n6 was n4 percent greater than it was at the beginning of n5 . the college ' s enrollment at the beginning of n6 was what percent greater than its enrollment at the beginning of n7 ?	add ( n1 , const_100 ) | add ( n4 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
the ratio , by volume , of bleach to detergent to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of bleach to detergent is tripled while the ratio of detergent to water is halved . if the altered solution will contain n3 liters of water , how many liters of detergent will it contain ?	divide ( n3 , n2 ) | divide ( n1 , const_2 ) | multiply ( #0 , #1 )
yesterday ' s closing prices of n0 , n1 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n2 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	divide ( n1 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #1 , const_10 ) | add ( #2 , const_1 ) | subtract ( #3 , const_10 ) | divide ( #5 , #4 ) | multiply ( #2 , #6 )
a dog breeder would like to make the largest profit off of his latest litter of puppies . puppies with more than n5 spots sell for more money . the last litter had n1 puppies ; n2 had n3 spots , n4 had n5 spots , and n6 had n7 spots . what % of puppies can the dog breeder expect to sell for a greater profit ?	add ( n0 , n3 ) | add ( n7 , #0 ) | divide ( n1 , #1 ) | multiply ( #2 , const_100 )
working alone , mary can pave a driveway in n0 hours and hillary can pave the same driveway in n1 hours . when they work together , mary thrives on teamwork so her rate increases by n3 % , but hillary becomes distracted and her rate decreases by n3 % . if they both work together , how many hours will it take to pave the driveway ?	divide ( n2 , const_100 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #1 ) | add ( #6 , #5 ) | inverse ( #7 )
a certain college ' s enrollment at the beginning of n5 was n1 percent greater than it was at the beginning of n7 , and its enrollment at the beginning of n6 was n4 percent greater than it was at the beginning of n5 . the college ' s enrollment at the beginning of n6 was what percent greater than its enrollment at the beginning of n7 ?	add ( n1 , const_100 ) | add ( n4 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
a wooden cube whose edge length is n0 inches is composed of smaller cubes with edge lengths of one inch . the outside surface of the large cube is painted red and then it is split up into its smaller cubes . if one cube is randomly selected from the small cubes , what is the probability that the cube will have at least one red face ?	multiply ( const_1 , const_4 ) | volume_cube ( n0 ) | volume_cube ( #0 ) | divide ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a distributor sells a product through an online store , which take a commission of n2 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n1 per item . what is the price that the buyer observers online if the distributor wants to maintain a n2 % profit on the cost of the item ?	divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #3 ) | divide ( #4 , #2 )
yesterday ' s closing prices of n0 , n1 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n2 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	divide ( n1 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #1 , const_10 ) | add ( #2 , const_1 ) | subtract ( #3 , const_10 ) | divide ( #5 , #4 ) | multiply ( #2 , #6 )
a soccer store typically sells replica jerseys at a discount of n0 percent to n1 percent off list price . during the annual summer sale , everything in the store is an additional n2 percent off the original list price . if a replica jersey ' s list price is $ n3 , approximately what r percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
tough and tricky questions : probability . medical analysts predict that a quarter of all people who are infected by a certain biological agent could be expected to be killed for each day that passes during which they have not received an antidote . what fraction of a group of n0 people could be expected to be killed if infected and not treated for n1 full days ?	add ( n1 , const_1 ) | divide ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | add ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #1 , #5 ) | add ( #4 , #6 )
a man saves a certain portion of his income during a year and spends the remaining portion on his personal expenses . next year his income increases by n0 % but his savings increase by n1 % . if his total expenditure in n2 years is double his expenditure in n3 st year , what % age of his income in the first year did he save ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( #4 , n1 )
john traveled n1 % of the way from yellow - town to green - fields by train at an average speed of n1 miles per hour . the rest of the way john traveled by car at an average speed of v miles per hour . if the average speed for the entire trip was n2 miles per hour , what is v in miles per hour ?	divide ( const_100 , n2 ) | divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , #3 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a metal company ' s old machine makes bolts at a constant rate of n0 bolts per hour . the company ' s new machine makes bolts at a constant rate of n1 bolts per hour . if both machines start at the same time and continue making bolts simultaneously , how many minutes will it take the two machines to make a total of n2 bolts ?	divide ( n0 , const_60 ) | divide ( n1 , const_60 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
a jewelry store purchased a pair of earrings for $ n0 and was selling it at a price that equaled the purchase price of the earrings plus a markup that was n1 percent of the selling price . after some time a jewelry store owner decided to decrease the selling price by n2 percent . what was the jewelry store ' s gross profit on this sale ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n0 , #0 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | divide ( #2 , #3 ) | add ( n0 , #5 ) | multiply ( #6 , #4 ) | subtract ( #7 , n0 )
there were n0 hardback copies of a certain novel sold before the paperback version was issued . from the time the first paperback copy was sold until the last copy of the novel was sold n1 times as many paperback copies as hardback copies were sold . if a total of n2 copies of the novel were sold in all , how many paperback copies were sold ?	add ( n1 , const_1 ) | subtract ( n2 , n0 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 )
working alone , mary can pave a driveway in n1 hours and hillary can pave the same driveway in n1 hours . when they work together , mary thrives on teamwork so her rate increases by n2 % , but hillary becomes distracted and her rate decreases by n3 % . if they both work together , how many hours will it take to pave the driveway ?	divide ( n2 , const_100 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #1 ) | add ( #6 , #5 ) | inverse ( #7 )
a statue is being carved by a sculptor . the original piece of marble weighed n0 kg . in the first week n2 percent is cut away . in the second week n2 percent of the remainder is cut away . in the third week the statue is completed when n3 percent of the remainder is cut away . what is the weight of the final statue ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #6 , #4 ) | multiply ( #7 , #5 )
x and y are positive integers . when x is divided by n0 , the remainder is n7 , and when x is divided by n2 , the remainder is n3 . when y is divided by n4 , the remainder is n7 , and when y is divided by n6 , the remainder is n7 . what is the least possible value of x + y ?	add ( n0 , n1 ) | multiply ( n4 , const_2 ) | add ( n5 , #1 ) | subtract ( #2 , #0 )
working alone , mary can pave a driveway in n0 hours and hillary can pave the same driveway in n1 hours . when they work together , mary thrives on teamwork so her rate increases by n2 % , but hillary becomes distracted and her rate decreases by n3 % . if they both work together , how many hours will it take to pave the driveway ?	divide ( n2 , const_100 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #1 ) | add ( #6 , #5 ) | inverse ( #7 )
x and y are positive integers . when x is divided by n0 , the remainder is n1 , and when x is divided by n2 , the remainder is n3 . when y is divided by n4 , the remainder is n5 , and when y is divided by n6 , the remainder is n7 . what is the least possible value of y - x ?	add ( n0 , n1 ) | multiply ( n4 , const_2 ) | add ( n5 , #1 ) | subtract ( #2 , #0 )
john and jane went out for a dinner and they ordered the same dish . both used a n0 % discount coupon . john paid a n1 % tip over the original price of the dish , while jane paid the tip over the discounted price for the coupon . if john paid $ n2 more than jane , what was the original price of the dish ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #0 , #3 ) | divide ( n2 , #4 )
m and n are the x and y coordinates , respectively , of a point in the coordinate plane . if the points ( m , n ) and ( m + p , n + n0 ) both lie on the line defined by the equation x = ( y / n1 ) - ( n2 / n3 ) , what is the value of p ?	divide ( n0 , n1 )
m and n are the x and y coordinates , respectively , of a point in the coordinate plane . if the points ( m , n ) and ( m + p , n + n0 ) both lie on the line defined by the equation x = ( y / n1 ) - ( n2 / n3 ) , what is the value of p ?	divide ( n0 , n1 )
yesterday ' s closing prices of n0 , n1 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n2 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	divide ( n1 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #1 , const_10 ) | add ( #2 , const_1 ) | subtract ( #3 , const_10 ) | divide ( #5 , #4 ) | multiply ( #2 , #6 )
employees of a certain company are each to receive a unique n0 - digit identification code consisting of the digits n1 , n2 , n3 , n4 , and n5 such that no digit is used more than once in any given code . in valid codes , the second digit in the code is exactly twice the first digit . how many valid codes are there ?	multiply ( const_2 , const_3 ) | multiply ( n3 , #0 )
m and n are the x and y coordinates , respectively , of a point in the coordinate plane . if the points ( m , n ) and ( m + p , n + n0 ) both lie on the line defined by the equation x = ( y / n3 ) - ( n2 / n3 ) , what is the value of p ?	divide ( n0 , n1 )
a man saves a certain portion of his income during a year and spends the remaining portion on his personal expenses . next year his income increases by n0 % but his savings increase by n1 % . if his total expenditure in n2 years is double his expenditure in n3 st year , what % age of his income in the first year did he save ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( #4 , n1 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
a distributor sells a product through an online store , which take a commission of n2 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n2 per item . what is the price that the buyer observers online if the distributor wants to maintain a n2 % profit on the cost of the item ?	divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #3 ) | divide ( #4 , #2 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
at a florist shop on a certain day , all corsages sold for either $ n0 or $ n1 . if n2 of the corsages that sold for $ n3 had instead sold for $ n5 , then the store ' s revenue from corsages that day would have been reduced by n5 percent . what was the store ' s actual revenue from corsages that day ?	divide ( n5 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | negate ( #3 ) | divide ( #4 , #0 ) | subtract ( #5 , #3 )
an order was placed for the supply of a carper whose length and breadth were in the ratio of n3 : n1 . subsequently , the dimensions of the carpet were altered such that its length and breadth were in the ratio n2 : n3 but were was no change in its parameter . find the ratio of the areas of the carpets in both the cases ?	multiply ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( #0 , const_4 ) | divide ( #2 , #1 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a train starts full of passengers . at the first station , it drops one - third of the passengers and takes n0 more . at the second station , it drops one - half of the new total and takes n1 more . on arriving at the third station , it is found to have n2 passengers . find the number of passengers in the beginning .	subtract ( n2 , n1 ) | multiply ( #0 , const_2 ) | subtract ( #1 , n0 ) | multiply ( #2 , const_3 ) | divide ( #3 , const_2 )
john and steve are speed walkers in a race . john is n0 meters behind steve when he begins his final push . john blazes to the finish at a pace of n1 m / s , while steve maintains a blistering n2 m / s speed . if john finishes the race n3 meters ahead of steve , how long was john no_ascii_32 s final push ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 ) | add ( #0 , #3 ) | divide ( #4 , n1 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a wooden cube whose edge length is n0 inches is composed of smaller cubes with edge lengths of one inch . the outside surface of the large cube is painted red and then it is split up into its smaller cubes . if one cube is randomly selected from the small cubes , what is the probability that the cube will have at least one red face ?	multiply ( const_1 , const_4 ) | volume_cube ( n0 ) | volume_cube ( #0 ) | divide ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
x and y are positive integers . when x is divided by n0 , the remainder is n1 , and when x is divided by n2 , the remainder is n3 . when y is divided by n4 , the remainder is n5 , and when y is divided by n6 , the remainder is n7 . what is the least possible value of y - x ?	add ( n0 , n1 ) | multiply ( n4 , const_2 ) | add ( n5 , #1 ) | subtract ( #2 , #0 )
a wooden cube whose edge length is n0 inches is composed of smaller cubes with edge lengths of one inch . the outside surface of the large cube is painted red and then it is split up into its smaller cubes . if one cube is randomly selected from the small cubes , what is the probability that the cube will have at least one red face ?	multiply ( const_1 , const_4 ) | volume_cube ( n0 ) | volume_cube ( #0 ) | divide ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
the ratio , by volume , of bleach to detergent to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of bleach to detergent is tripled while the ratio of detergent to water is halved . if the altered solution will contain n3 liters of water , how many liters of detergent will it contain ?	divide ( n3 , n2 ) | divide ( n1 , const_2 ) | multiply ( #0 , #1 )
alan buys n0 tvs , a n1 inch , a n8 inch , a n9 inch , and a n4 inch , for his new house . each tv costs $ n5 more than the size below it . alan spends a total of $ n6 , n7 . how much would he have spent if he had bought only the n8 inch and n9 inch tvs ?	add ( n5 , const_3600 ) | add ( const_1 , const_2 ) | multiply ( const_10 , const_2 ) | add ( #1 , const_3 ) | subtract ( #2 , const_1 ) | multiply ( n5 , #3 ) | subtract ( #0 , #5 ) | divide ( #6 , const_4 ) | add ( n5 , #7 ) | add ( n5 , #8 ) | add ( #8 , #9 ) | divide ( #10 , #4 )
a toy train produces at least n2 different tunes when it moves around a circular toy track of radius n1 meters , at n2 meters per minute . however , the toy train is defective and it now produces only two different tunes at random . what is the probability that the toy train produces n3 music tunes of the same type ( n4 in _____ ) ?	divide ( n4 , const_2 ) | power ( #0 , n3 ) | multiply ( #1 , const_2 ) | inverse ( #2 )
m and n are the x and y coordinates , respectively , of a point in the coordinate plane . if the points ( m , n ) and ( m + p , n + n0 ) both lie on the line defined by the equation x = ( y / n1 ) - ( n2 / n3 ) , what is the value of p ?	divide ( n0 , n1 )
john and jane went out for a dinner and they ordered the same dish . both used a n0 % discount coupon . john paid a n1 % tip over the original price of the dish , while jane paid the tip over the discounted price for the coupon . if john paid $ n2 more than jane , what was the original price of the dish ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #0 , #3 ) | divide ( n2 , #4 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
n4 boys are ages n1 , n2 and n3 respectively . n4 girls are ages n5 , n6 and n7 , respectively . if two of the boys and two of the girls are randomly selected and the sum of the selected children ' s ages is q , what is the difference between the probability that q is even and the probability that q is odd ?	divide ( n5 , n7 ) | divide ( n1 , n7 ) | subtract ( #0 , #1 )
at a florist shop on a certain day , all corsages sold for either $ n4 or $ n3 . if n2 of the corsages that sold for $ n3 had instead sold for $ n4 , then the store ' s revenue from corsages that day would have been reduced by n5 percent . what was the store ' s actual revenue from corsages that day ?	divide ( n5 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | negate ( #3 ) | divide ( #4 , #0 ) | subtract ( #5 , #3 )
a woodworker normally makes a certain number of parts in n4 days . but he was able to increase his productivity by n1 parts per day , and so he not only finished the job in only n2 days but also he made n3 extra parts . how many parts does the woodworker normally makes per day and how many pieces does he make in n4 days ?	multiply ( n1 , n2 ) | subtract ( n0 , n2 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
yesterday ' s closing prices of n0 , n1 different stocks listed on a certain stock exchange were all different from today ' s closing prices . the number of stocks that closed at a higher price today than yesterday was n2 percent greater than the number that closed at a lower price . how many of the stocks closed at a higher price today than yesterday ?	divide ( n1 , const_100 ) | multiply ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( #1 , const_10 ) | add ( #2 , const_1 ) | subtract ( #3 , const_10 ) | divide ( #5 , #4 ) | multiply ( #2 , #6 )
a metal company ' s old machine makes bolts at a constant rate of n0 bolts per hour . the company ' s new machine makes bolts at a constant rate of n1 bolts per hour . if both machines start at the same time and continue making bolts simultaneously , how many minutes will it take the two machines to make a total of n2 bolts ?	divide ( n0 , const_60 ) | divide ( n1 , const_60 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
salesperson a ' s compensation for any week is $ n0 plus n4 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of a ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
a statue is being carved by a sculptor . the original piece of marble weighed n0 kg . in the first week n1 percent is cut away . in the second week n2 percent of the remainder is cut away . in the third week the statue is completed when n3 percent of the remainder is cut away . what is the weight of the final statue ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #6 , #4 ) | multiply ( #7 , #5 )
john and steve are speed walkers in a race . john is n0 meters behind steve when he begins his final push . john blazes to the finish at a pace of n1 m / s , while steve maintains a blistering n2 m / s speed . if john finishes the race n3 meters ahead of steve , how long was john no_ascii_32 s final push ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | multiply ( n2 , #0 ) | divide ( #2 , #1 ) | add ( #0 , #3 ) | divide ( #4 , n1 )
john traveled n1 % of the way from yellow - town to green - fields by train at an average speed of n1 miles per hour . the rest of the way john traveled by car at an average speed of v miles per hour . if the average speed for the entire trip was n2 miles per hour , what is v in miles per hour ?	divide ( const_100 , n2 ) | divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , #3 )
a distributor sells a product through an online store , which take a commission of n2 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n1 per item . what is the price that the buyer observers online if the distributor wants to maintain a n2 % profit on the cost of the item ?	divide ( n0 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #1 , const_100 ) | multiply ( n1 , #0 ) | add ( n1 , #3 ) | divide ( #4 , #2 )
a man saves a certain portion of his income during a year and spends the remaining portion on his personal expenses . next year his income increases by n0 % but his savings increase by n1 % . if his total expenditure in n2 years is double his expenditure in n3 st year , what % age of his income in the first year did he save ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( #4 , n1 )
x and y are positive integers . when x is divided by n0 , the remainder is n7 , and when x is divided by n2 , the remainder is n6 . when y is divided by n4 , the remainder is n5 , and when y is divided by n6 , the remainder is n7 . what is the least possible value of x * y ?	add ( n0 , n1 ) | multiply ( n4 , const_2 ) | add ( n5 , #1 ) | subtract ( #2 , #0 )
among the members of the malmo family , there are n0 times as many members who do not wear glasses as members who do . half of the malmo family members have blue eyes , and n1 / n2 of the family members who have blue eyes do not wear glasses . what percent of the malmo family members wear glasses and do not have blue eyes ?	divide ( n0 , n2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
john traveled n1 % of the way from yellow - town to green - fields by train at an average speed of n1 miles per hour . the rest of the way john traveled by car at an average speed of v miles per hour . if the average speed for the entire trip was n2 miles per hour , what is v in miles per hour ?	divide ( const_100 , n2 ) | divide ( n0 , n0 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | multiply ( #2 , #3 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a rectangular photograph is surrounded by a border that is n0 inch wide on each side . the total area of the photograph and the border is m square inches . if the border had been n1 inches wide on each side , the total area would have been ( m + n2 ) square inches . what is the perimeter of the photograph , in inches ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | power ( #0 , const_2 ) | power ( #1 , const_2 ) | subtract ( #2 , #3 ) | subtract ( n2 , #4 ) | divide ( #5 , const_2 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of a ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
a man saves a certain portion of his income during a year and spends the remaining portion on his personal expenses . next year his income increases by n0 % but his savings increase by n1 % . if his total expenditure in n2 years is double his expenditure in n3 st year , what % age of his income in the first year did he save ?	add ( n0 , n1 ) | multiply ( n1 , n2 ) | add ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , n1 ) | multiply ( #4 , n1 )
alan buys n6 tvs , a n1 inch , a n8 inch , a n9 inch , and a n4 inch , for his new house . each tv costs $ n5 more than the size below it . alan spends a total of $ n6 , n7 . how much would he have spent if he had bought only the n8 inch and n9 inch tvs ?	add ( n5 , const_3600 ) | add ( const_1 , const_2 ) | multiply ( const_10 , const_2 ) | add ( #1 , const_3 ) | subtract ( #2 , const_1 ) | multiply ( n5 , #3 ) | subtract ( #0 , #5 ) | divide ( #6 , n0 ) | add ( n5 , #7 ) | add ( n5 , #8 ) | add ( #8 , #9 ) | divide ( #10 , #4 )
working together at their respective constant rates , machine a and machine b can produce n5 , n6 units in n4 hours . working alone , machine b would complete that same output in n3 % more time . if machine a were to work on its own for an n4 - hour shift , what percent of the n5 , n6 unit total would it produce ?	multiply ( const_4 , const_4 ) | multiply ( n1 , n2 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_100 ) | add ( n1 , #2 ) | divide ( #3 , n1 ) | divide ( #3 , #4 ) | subtract ( #5 , #6 ) | multiply ( n1 , #7 ) | divide ( #8 , #3 ) | multiply ( #9 , const_100 )
john and jane went out for a dinner and they ordered the same dish . both used a n0 % discount coupon . john paid a n1 % tip over the original price of the dish , while jane paid the tip over the discounted price for the coupon . if john paid $ n2 more than jane , what was the original price of the dish ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #0 , #3 ) | divide ( n2 , #4 )
x and y are positive integers . when x is divided by n0 , the remainder is n1 , and when x is divided by n2 , the remainder is n5 . when y is divided by n4 , the remainder is n5 , and when y is divided by n6 , the remainder is n7 . what is the least possible value of x / y ?	add ( n0 , n1 ) | multiply ( n4 , const_2 ) | add ( n5 , #1 ) | subtract ( #2 , #0 )
car a travels at n0 times the average speed of car b . car a started to travel at n1 : n6 o ' clock , car b started to travel at n3 : n6 o ' clock . what is the speed of car b ( in km / h ) if the total distance that both cars traveled until n5 : n6 was n7 km ?	subtract ( n5 , n1 ) | subtract ( n5 , n3 ) | multiply ( n0 , #0 ) | add ( #2 , #1 ) | divide ( n7 , #3 )
at a florist shop on a certain day , all corsages sold for either $ n0 or $ n5 . if n2 of the corsages that sold for $ n3 had instead sold for $ n4 , then the store ' s revenue from corsages that day would have been reduced by n5 percent . what was the store ' s actual revenue from corsages that day ?	divide ( n5 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | negate ( #3 ) | divide ( #4 , #0 ) | subtract ( #5 , #3 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
working alone , mary can pave a driveway in n0 hours and hillary can pave the same driveway in n1 hours . when they work together , mary thrives on teamwork so her rate increases by n2 % , but hillary becomes distracted and her rate decreases by n3 % . if they both work together , how many hours will it take to pave the driveway ?	divide ( n2 , const_100 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #3 ) | multiply ( #4 , #1 ) | add ( #6 , #5 ) | inverse ( #7 )
m and n are the x and y coordinates , respectively , of a point in the coordinate plane . if the points ( m , n ) and ( m + p , n + n0 ) both lie on the line defined by the equation x = ( y / n2 ) - ( n2 / n3 ) , what is the value of p ?	divide ( n0 , n1 )
a certain college ' s enrollment at the beginning of n5 was n1 percent greater than it was at the beginning of n7 , and its enrollment at the beginning of n6 was n4 percent greater than it was at the beginning of n5 . the college ' s enrollment at the beginning of n6 was what percent greater than its enrollment at the beginning of n7 ?	add ( n1 , const_100 ) | add ( n4 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
a wooden cube whose edge length is n0 inches is composed of smaller cubes with edge lengths of one inch . the outside surface of the large cube is painted red and then it is split up into its smaller cubes . if one cube is randomly selected from the small cubes , what is the probability that the cube will have at least one red face ?	multiply ( const_1 , const_4 ) | volume_cube ( n0 ) | volume_cube ( #0 ) | divide ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a wooden cube whose edge length is n0 inches is composed of smaller cubes with edge lengths of one inch . the outside surface of the large cube is painted red and then it is split up into its smaller cubes . if one cube is randomly selected from the small cubes , what is the probability that the cube will have at least one red face ?	multiply ( const_1 , const_4 ) | volume_cube ( n0 ) | volume_cube ( #0 ) | divide ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a metal company ' s old machine makes bolts at a constant rate of n0 bolts per hour . the company ' s new machine makes bolts at a constant rate of n1 bolts per hour . if both machines start at the same time and continue making bolts simultaneously , how many minutes will it take the two machines to make a total of n2 bolts ?	divide ( n0 , const_60 ) | divide ( n1 , const_60 ) | add ( #0 , #1 ) | divide ( n2 , #2 )
a deer passed a certain tree at a constant speed of n0 miles per hour while being chased by a cheetah . then , n1 minutes later , the cheetah passed the same tree at a constant speed of n2 miles per hour . if both animals maintained their speeds , how long after the cheetah passed the tree did the cheetah catch up with the deer ?	divide ( n2 , n2 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of b ' s total sales for that week . for what amount of total weekly sales would both salespeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
a clothing store purchased a pair of pants for $ n0 and was selling it at a price that equaled the purchase price of the pants plus a markup that was n1 percent of the selling price . after some time a clothing store owner decided to decrease the selling price by n2 percent . what was the clothing store ' s gross profit on this sale ?	divide ( n0 , const_3 ) | subtract ( const_100 , n2 ) | add ( n0 , #0 ) | multiply ( #2 , #1 ) | divide ( #3 , const_100 ) | subtract ( #4 , n0 )
alan buys n6 tvs , a n1 inch , a n8 inch , a n9 inch , and a n4 inch , for his new house . each tv costs $ n5 more than the size below it . alan spends a total of $ n6 , n7 . how much would he have spent if he had bought only the n8 inch and n9 inch tvs ?	add ( n5 , const_3600 ) | add ( const_1 , const_2 ) | multiply ( const_10 , const_2 ) | add ( #1 , const_3 ) | subtract ( #2 , const_1 ) | multiply ( n5 , #3 ) | subtract ( #0 , #5 ) | divide ( #6 , n0 ) | add ( n5 , #7 ) | add ( n5 , #8 ) | add ( #8 , #9 ) | divide ( #10 , #4 )
n4 boys are ages n1 , n2 and n3 respectively . n4 girls are ages n5 , n6 and n7 , respectively . if two of the boys and two of the girls are randomly selected and the sum of the selected children ' s ages is w , what is the difference between the probability that w is even and the probability that w is odd ?	divide ( const_1 , n0 ) | divide ( const_2 , n0 ) | multiply ( #0 , #0 ) | multiply ( #1 , #1 ) | multiply ( #0 , #1 ) | add ( #2 , #3 ) | add ( #4 , #4 ) | subtract ( #5 , #6 )
john and jane went out for a dinner and they ordered the same dish . both used a n0 % discount coupon . john paid a n1 % tip over the original price of the dish , while jane paid the tip over the discounted price for the coupon . if john paid $ n2 more than jane , what was the original price of the dish ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #0 , #3 ) | divide ( n2 , #4 )
a statue is being carved by a sculptor . the original piece of marble weighed n0 kg . in the first week n1 percent is cut away . in the second week n2 percent of the remainder is cut away . in the third week the statue is completed when n3 percent of the remainder is cut away . what is the weight of the final statue ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #6 , #4 ) | multiply ( #7 , #5 )
a certain college ' s enrollment at the beginning of n5 was n1 percent greater than it was at the beginning of n7 , and its enrollment at the beginning of n6 was n4 percent greater than it was at the beginning of n5 . the college ' s enrollment at the beginning of n6 was what percent greater than its enrollment at the beginning of n7 ?	add ( n1 , const_100 ) | add ( n4 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
bag a contains red , white and blue marbles such that the red to white marble ratio is n4 : n3 and the white to blue marble ratio is n2 : n3 . bag b contains red and white marbles in the ratio of n4 : n5 . together , the two bags contain n6 white marbles . how many red marbles could be in bag a ?	multiply ( n1 , n2 ) | add ( n5 , #0 ) | divide ( n6 , #1 )
salesperson a ' s compensation for any week is $ n0 plus n1 percent of the portion of a ' s total sales above $ n2 , n3 for that week . salesperson b ' s compensation for any week is n4 percent of a ' s total sales for that week . for what amount of total weekly sales would both salepeople earn the same compensation ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #1 , #0 ) | subtract ( n0 , #2 ) | divide ( #4 , #3 ) | add ( #5 , #5 ) | divide ( #6 , n2 )
john and jane went out for a dinner and they ordered the same dish . both used a n0 % discount coupon . john paid a n1 % tip over the original price of the dish , while jane paid the tip over the discounted price for the coupon . if john paid $ n2 more than jane , what was the original price of the dish ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 ) | subtract ( #0 , #3 ) | divide ( n2 , #4 )
a pet store regularly sells pet food at a discount of n0 percent to n1 percent from the manufacturer no_ascii_32 s suggested retail price . if during a sale , the store discounts an additional n2 percent from the discount price , what would be the lowest possible price of a container of pet food that had a manufacturer no_ascii_32 s suggested retail price o f $ n3 ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 )
yesterday it took robert n0 hours to drive from city a to city b . today it took robert n1 hours to drive back from city no_ascii_19 to city a along the same route . if he had saved n2 minutes in both trips , the speed for the round trip would be n3 miles per hour . what is the distance between city a and city b ?	add ( n0 , n1 ) | subtract ( #0 , const_1 ) | multiply ( n3 , #1 ) | divide ( #2 , const_2 )
crazy eddie has a key chain factory . eddie managed to decrease the cost of manufacturing his key chains while keeping the same selling price , and thus increased the profit from the sale of each key chain from n0 % of the selling price to n2 % of the selling price . if the manufacturing cost is now $ n2 , what was it before the decrease ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 )
jane started baby - sitting when she was n0 years old . whenever she baby - sat for a child , that child was no more than half her age at the time . jane is currently n1 years old , and she stopped baby - sitting n2 years ago . what is the current age of the oldest person for whom jane could have baby - sat ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a pet store regularly sells pet food at a discount of n0 percent to n1 percent from the manufacturer no_ascii_32 s suggested retail price . if during a sale , the store discounts an additional n2 percent from the discount price , what would be the lowest possible price of a container of pet food that had a manufacturer no_ascii_32 s suggested retail price o f $ n3 ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
there are n7 vessels of equal capacity . vessel a contains milk and water in the ratio n1 : n7 ; vessel b contains milk and water in the ratio n6 : n4 and vessel c contains milk and water in the ratio n7 : n6 . if the mixture in all the n7 vessels is mixed up . what will be the ratio of milk and water ?	add ( n3 , n4 ) | add ( n0 , n3 ) | add ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #1 ) | multiply ( #2 , #0 ) | multiply ( n1 , #3 ) | multiply ( n3 , #4 ) | multiply ( n0 , #5 ) | multiply ( n0 , #3 ) | multiply ( n4 , #4 ) | multiply ( n3 , #5 ) | add ( #6 , #7 ) | add ( #9 , #10 ) | add ( #12 , #8 ) | add ( #13 , #11 ) | divide ( #14 , #15 )
n0 men can complete a piece of work in n3 days , while n2 women can complete the same work in n3 days . n4 men start working on the job and after working for n5 days , all of them stopped working . how many women should be put on the job to complete the remaining work , if it is to be completed in n6 days .	divide ( const_1 , n6 ) | divide ( const_1 , n1 ) | multiply ( n4 , n5 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( const_1 , #3 ) | multiply ( #4 , #2 ) | subtract ( const_1 , #6 ) | multiply ( #5 , #7 ) | multiply ( #0 , #8 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
jane started baby - sitting when she was n0 years old . whenever she baby - sat for a child , that child was no more than half her age at the time . jane is currently n1 years old , and she stopped baby - sitting n2 years ago . what is the current age of the oldest person for whom jane could have baby - sat ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
working together , jose and jane can complete an assigned task in n0 days . however , if jose worked alone and completed half the work and then jane takes over and completes the second half , the task will be completed in n1 days . how long will jose take to complete the task if he worked alone ? assume that jane is more efficient than jose .	multiply ( n0 , const_3 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( const_3.0 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in a hostel , the number of students decreased by n0 % and the price of food increased by n1 % over the previous year . if each student consumes the same amount of food then by how much should the consumption of food be cut short by every student , so that the total cost of the food remains the same as that of the previous year ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a dessert recipe calls for n5 % melted chocolate and n5 % raspberry puree to make a particular sauce . a chef accidentally makes n2 cups of the sauce with n3 % melted chocolate and n4 % raspberry puree instead . how many cups of the sauce does he need to remove and replace with pure melted chocolate to make the sauce the proper n5 % of each ?	add ( n0 , n0 ) | subtract ( n0 , n3 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 ) | divide ( #3 , const_2 )
if a farmer wants to plough a farm field on time , he must plough n0 hectares a day . for technical reasons he ploughed only n1 hectares a day , hence he had to plough n2 more days than he planned and he still has n3 hectares left . what is the area of the farm field and how many days the farmer planned to work initially ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
a pet store regularly sells pet food at a discount of n0 percent to n1 percent from the manufacturer no_ascii_32 s suggested retail price . if during a sale , the store discounts an additional n2 percent from the discount price , what would be the lowest possible price of a container of pet food that had a manufacturer no_ascii_32 s suggested retail price o f $ n3 ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 )
the events a and b are independent , the probability that event a occurs is greater than n0 , and the probability that event a occurs is twice the probability that event b occurs . the probability that at least one of events a and b occurs is n1 times the probability that both events a and b occur . what is the probability that event a occurs ?	add ( const_1 , const_2 ) | multiply ( n1 , const_2 ) | add ( #1 , const_2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
a certain quantity is measured on two different scales , the r - scale and the s - scale , that are related linearly . measurements on the r - scale of n0 and n1 correspond to measurements on the s - scale of n2 and n3 , respectively . what measurement on the r - scale corresponds to a measurement of n4 on the s - scale ?	subtract ( n4 , n3 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n2 ) | add ( n1 , #3 )
trains a and b start simultaneously from stations n0 miles apart , and travel the same route toward each other on adjacent parallel tracks . if train a and train b travel at a constant rate of n1 miles per hour and n2 miles per hour , respectively , how many miles will train a have traveled when the trains pass each other , to the nearest mile ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
in n0 the budgets for projects q and v were $ n1 , n9 and $ n3 , n9 , respectively . in each of the next n8 years , the budget for q was increased by $ n6 , n9 and the budget for v was decreased by $ n8 , n9 . in which year was the budget for q equal to the budget for v ?	multiply ( const_2 , const_3 ) | multiply ( n3 , #0 ) | add ( n0 , #1 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
the events a and b are independent , the probability that event a occurs is greater than n0 , and the probability that event a occurs is twice the probability that event b occurs . the probability that at least one of events a and b occurs is n1 times the probability that both events a and b occur . what is the probability that event a occurs ?	add ( const_1 , const_2 ) | multiply ( n1 , const_2 ) | add ( #1 , const_2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
n0 men can complete a piece of work in n3 days , while n2 women can complete the same work in n3 days . n4 men start working on the job and after working for n5 days , all of them stopped working . how many women should be put on the job to complete the remaining work , if it so to be completed in n6 days ?	divide ( const_1 , n6 ) | divide ( const_1 , n1 ) | multiply ( n4 , n5 ) | divide ( #1 , n2 ) | divide ( #1 , n0 ) | divide ( const_1 , #3 ) | multiply ( #4 , #2 ) | subtract ( const_1 , #6 ) | multiply ( #5 , #7 ) | multiply ( #0 , #8 )
x , y , and z are all unique numbers . if x is chosen randomly from the set { n0 , n1 , n2 , n3 , n4 , n5 , n6 } and y and z are chosen randomly from the set { n7 , n8 , n9 , n10 } , what is the probability that x and y are prime and z is not ?	divide ( const_2 , n0 ) | divide ( const_1 , const_4 ) | multiply ( #0 , #1 )
if a farmer wants to plough a farm field on time , he must plough n0 hectares a day . for technical reasons he ploughed only n1 hectares a day , hence he had to plough n2 more days than he planned and he still has n3 hectares left . what is the area of the farm field and how many days the farmer planned to work initially ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a certain sum of money is divided among a , b and c such that a gets one - third of what b and c together get and b gets two - seventh of what a and c together get . if the amount received by a is $ n0 more than that received by b , find the total amount shared by a , b and c .	multiply ( n0 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | add ( #2 , #1 ) | add ( n0 , #3 ) | add ( #3 , #4 ) | multiply ( #4 , const_3 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
jane started baby - sitting when she was n0 years old . whenever she baby - sat for a child , that child was no more than half her age at the time . jane is currently n1 years old , and she stopped baby - sitting n2 years ago . what is the current age of the oldest person for whom jane could have baby - sat ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
the events a and b are independent , the probability that event a occurs is greater than n0 , and the probability that event a occurs is twice the probability that event b occurs . the probability that at least one of events a and b occurs is n1 times the probability that both events a and b occur . what is the probability that event a occurs ?	add ( const_1 , const_2 ) | multiply ( n1 , const_2 ) | add ( #1 , const_2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
the events a and b are independent , the probability that event a occurs is greater than n0 , and the probability that event a occurs is twice the probability that event b occurs . the probability that at least one of events a and b occurs is n1 times the probability that both events a and b occur . what is the probability that event a occurs ?	add ( const_1 , const_2 ) | multiply ( n1 , const_2 ) | add ( #1 , const_2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
pipe p can drain the liquid from a tank in n4 / n1 the time that it takes pipe q to drain it and in n4 / n4 the time that it takes pipe r to do it . if all n4 pipes operating simultaneously but independently are used to drain liquid from the tank , then pipe q drains what portion of the liquid from the tank ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | add ( #2 , #0 ) | divide ( #0 , #3 )
a circular rim a having a diameter of n0 inches is rotating at the rate of x inches / min . another circular rim b with a diameter of n1 inches is rotating at the rate of y inches / min . what is the value of y in terms of x , if both the rims reach their starting positions at the same time after every rotation .	multiply ( n0 , const_3 ) | divide ( #0 , const_2 )
pipe p can drain the liquid from a tank in n1 / n1 the time that it takes pipe q to drain it and in n2 / n4 the time that it takes pipe r to do it . if all n4 pipes operating simultaneously but independently are used to drain liquid from the tank , then pipe q drains what portion of the liquid from the tank ?	multiply ( n3 , n0 ) | multiply ( n2 , n1 ) | multiply ( #1 , const_2 ) | add ( #2 , #0 ) | divide ( #0 , #3 )
of the n0 house in a development , n1 have a two - car garage , n2 have an in - the - ground swimming pool , and n3 have both a two - car garage and an in - the - ground swimming pool . how many houses in the development have neither a two - car garage nor an in - the - ground swimming pool ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 )
maxwell leaves his home and walks toward brad ' s house . one hour later , brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the distance traveled by maxwell ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
there are n7 vessels of equal capacity . vessel a contains milk and water in the ratio n1 : n7 ; vessel b contains milk and water in the ratio n6 : n4 and vessel c contains milk and water in the ratio n7 : n6 . if the mixture in all the n7 vessels is mixed up . what will be the ratio of water to milk ?	add ( n0 , n3 ) | add ( n3 , n4 ) | add ( n0 , n1 ) | divide ( n3 , #0 ) | divide ( n4 , #1 ) | divide ( n0 , #2 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | divide ( #6 , #7 )
there are n0 members in a family . it takes n1 days for a women to complete the work , however man completes in n2 days . they take n3 days to complete the work if men work on alternate days and women work every third day . if all of them started together on the n4 st day , then how many men are there in the family	divide ( n1 , n0 ) | subtract ( n0 , #0 )
if a farmer wants to plough a farm field on time , he must plough n0 hectares a day . for technical reasons he ploughed only n1 hectares a day , hence he had to plough n2 more days than he planned and he still has n3 hectares left . what is the area of the farm field and how many days the farmer planned to work initially ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
on a certain day , tim invested $ n0 at n1 percent annual interest , compounded annually , and lana invested n2 at n3 percent annual interest , compounded annually . the total amount of interest earned by tim no_ascii_32 s investment in the first n5 years was how much greater than the total amount of interest earned by lana no_ascii_32 s investment in the first n5 years ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n4 ) | power ( #3 , n4 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , n2 ) | subtract ( #8 , #9 )
a certain sum of money is divided among a , b and c such that a gets one - third of what b and c together get and b gets two - seventh of what a and c together get . if the amount received by a is $ n0 more than that received by b , find the total amount shared by a , b and c .	multiply ( n0 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | add ( #2 , #1 ) | add ( n0 , #3 ) | add ( #3 , #4 ) | multiply ( #4 , const_3 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
in a certain large company , the ratio of college graduates with a graduate degree to non - college graduates is n0 : n1 , and ratio of college graduates without a graduate degree to non - college graduates is n2 : n3 . if one picks a random college graduate at this large company , what is the probability r this college graduate has a graduate degree ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 ) | add ( #2 , n0 ) | divide ( #2 , #3 )
a company has two types of machines , type r and type s . operating at a constant rate a machine of r does a certain job in n0 hours and a machine of type s does the job in n1 hours . if the company used the same number of each type of machine to do job in n2 hours , how many machine r were used ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( const_1 , #3 )
there are two groups of students in the sixth grade . there are n2 students in group a , and n1 students in group b . if , on a particular day , n2 % of the students in group a forget their homework , and n3 % of the students in group b forget their homework , then what percentage of the sixth graders forgot their homework ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
in a certain large company , the ratio of college graduates with a graduate degree to non - college graduates is n0 : n1 , and ratio of college graduates without a graduate degree to non - college graduates is n2 : n3 . if one picks a random college graduate at this large company , what is the probability t this college graduate has a graduate degree ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 ) | add ( #2 , n0 ) | divide ( #2 , #3 )
in the game of dubblefud , yellow chips , blue chips and green chips are each worth n0 , n1 and n2 points respectively . in a certain selection of chips , the product of the point values of the chips is n3 . if the number of blue chips in this selection equals the number of green chips , how many yellow chips are in the selection ?	multiply ( n0 , n1 ) | power ( const_10 , const_2 ) | multiply ( n2 , #0 ) | divide ( n3 , #2 ) | divide ( #3 , #1 )
of the n0 house in a development , n1 have a two - car garage , n2 have an in - the - ground swimming pool , and n3 have both a two - car garage and an in - the - ground swimming pool . how many houses in the development have neither a two - car garage nor an in - the - ground swimming pool ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 )
in march mrs bil ' s earnings were n0 percent of the bil family ' s total income . in april mrs bil earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs bil ' s earnings were approximately what percent of the bil family ' s total income ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | multiply ( n0 , #2 ) | add ( #3 , #1 ) | divide ( #3 , #4 ) | multiply ( #5 , const_100 ) | add ( #6 , const_4 )
a company has two types of machines , type r and type s . operating at a constant rate a machine of r does a certain job in n1 hours and a machine of type s does the job in n1 hours . if the company used the same number of each type of machine to do job in n2 hours , how many machine r were used ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( const_2.0 , #2 ) | divide ( const_1 , #3 )
a company has two types of machines , type r and type s . operating at a constant rate a machine of r does a certain job in n0 hours and a machine of type s does the job in n1 hours . if the company used the same number of each type of machine to do job in n2 hours , how many machine r were used ?	divide ( const_1 , n0 ) | divide ( const_1 , const_2.0 ) | add ( #0 , #1 ) | multiply ( n1 , #2 ) | divide ( const_1 , #3 )
a company has two types of machines , type r and type s . operating at a constant rate a machine of r does a certain job in n0 hours and a machine of type s does the job in n1 hours . if the company used the same number of each type of machine to do job in n2 hours , how many machine r were used ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( const_2.0 , #2 ) | divide ( const_1 , #3 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
the toll t , in dollars , for a truck using a certain bridge is given by the formula t = n0 + n1 ( x no_ascii_73 n5 ) , where x is the number of axles on the truck . what is the toll for an n3 - wheel truck that has n5 wheels on its front axle and n5 wheels on each of its other axles ?	subtract ( n3 , n2 ) | divide ( #0 , n5 ) | add ( #1 , const_1 ) | subtract ( #2 , n2 ) | multiply ( n1 , #3 ) | add ( n0 , #4 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
suppose you have three identical prisms with congruent equilateral triangles as the end - polygons . suppose you attach them by the rectangular faces so they are perfectly aligned . there will be some large faces created by two or more co - planar faces of the individual prisms : count each such large face as one . given that , how many faces does the resultant solid have	add ( const_1 , const_4 ) | add ( #0 , const_1 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in a hostel , the number of students decreased by n0 % and the price of food increased by n1 % over the previous year . if each student consumes the same amount of food then by how much should the consumption of food be cut short by every student , so that the total cost of the food remains the same as that of the previous year ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
a company has two types of machines , type r and type s . operating at a constant rate a machine of r does a certain job in n0 hours and a machine of type s does the job in n2 hours . if the company used the same number of each type of machine to do job in n2 hours , how many machine r were used ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | multiply ( const_2.0 , #2 ) | divide ( const_1 , #3 )
arun borrowed a sum of money from jayant at the rate of n0 % per annum simple interest for the first n1 years , n5 % per annum for the next n3 years and n4 % per annum for the period beyond n5 years . if he pays a total of n6 as interest only at the end of n7 years , how much money did he borrow ?	multiply ( n6 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( n7 , n2 ) | add ( #1 , #2 ) | multiply ( n4 , #3 ) | add ( #4 , #5 ) | divide ( #0 , #6 )
can you find the smallest non fractional number such that if the number gets divided by n0 , we get the remainder of n1 ; if the number gets divided by n2 , we get the remainder of n3 if the number gets divided by n4 , we get the remainder of n5 ; if the number gets divided by n6 , we get the remainder of n7 .	subtract ( n0 , n1 ) | power ( #0 , const_4 )
pipe p can drain the liquid from a tank in n4 / n1 the time that it takes pipe q to drain it and in n2 / n4 the time that it takes pipe r to do it . if all n4 pipes operating simultaneously but independently are used to drain liquid from the tank , then pipe q drains what portion of the liquid from the tank ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | add ( #2 , #0 ) | divide ( #0 , #3 )
kate and danny each have $ n5 . together , they flip a fair coin n4 times . every time the coin lands on heads , kate gives danny $ n3 . every time the coin lands on tails , danny gives kate $ n3 . after the n4 coin flips , what is the probability that kate has more than $ n5 but less than $ n6 ?	factorial ( n1 ) | factorial ( const_4 ) | factorial ( const_1 ) | factorial ( const_3 ) | factorial ( const_2 ) | power ( const_2 , n1 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | divide ( #0 , #6 ) | divide ( #0 , #7 ) | add ( #8 , #9 ) | divide ( #10 , #5 )
there are two groups of students in the sixth grade . there are n0 students in group a , and n1 students in group b . if , on a particular day , n2 % of the students in group a forget their homework , and n3 % of the students in group b forget their homework , then what percentage of the sixth graders forgot their homework ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
a dessert recipe calls for n5 % melted chocolate and n5 % raspberry puree to make a particular sauce . a chef accidentally makes n2 cups of the sauce with n3 % melted chocolate and n4 % raspberry puree instead . how many cups of the sauce does he need to remove and replace with pure melted chocolate to make the sauce the proper n5 % of each ?	add ( n0 , n0 ) | subtract ( n0 , n3 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 ) | divide ( #3 , const_2 )
if a farmer wants to plough a farm field on time , he must plough n0 hectares a day . for technical reasons he ploughed only n1 hectares a day , hence he had to plough n2 more days than he planned and he still has n3 hectares left . what is the area of the farm field and how many days the farmer planned to work initially ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
the toll t , in dollars , for a truck using a certain bridge is given by the formula t = n1 + n1 ( x no_ascii_73 n4 ) , where x is the number of axles on the truck . what is the toll for an n3 - wheel truck that has n4 wheels on its front axle and n5 wheels on each of its other axles ?	subtract ( n3 , n2 ) | divide ( #0 , n5 ) | add ( #1 , const_1 ) | subtract ( #2 , n2 ) | multiply ( n1 , #3 ) | add ( n0 , #4 )
a certain sum of money is divided among a , b and c such that a gets one - third of what b and c together get and b gets two - seventh of what a and c together get . if the amount received by a is $ n0 more than that received by b , find the total amount shared by a , b and c .	multiply ( n0 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | add ( #2 , #1 ) | add ( n0 , #3 ) | add ( #3 , #4 ) | multiply ( #4 , const_3 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
n4 numbers are randomly selected , with replacement , from the set of integers { n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , n10 } . if the first number selected is w , the second number selected is x , and the third number is y , what is the probability that w < x < y ?	divide ( n2 , n9 )
a survey reveals that the average income of a company no_ascii_32 s customers is $ n0 per year . if n1 customers respond to the survey and the average income of the wealthiest n2 of those customers is $ n3 , what is the average income of the other n4 customers ? is there a way to solve this using weighted average concept instead of doing tedious calculations ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , n4 )
in the game of dubblefud , red balls , blue balls and green balls are each worth n0 , n1 and n2 points respectively . in a certain selection of balls , the product of the point values of the balls is n3 . if the number of blue balls in this selection equals the number of green balls , how many red balls are in the selection ?	divide ( n0 , n0 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , #0 )
crazy eddie has a key chain factory . eddie managed to decrease the cost of manufacturing his key chains while keeping the same selling price , and thus increased the profit from the sale of each key chain from n0 % of the selling price to n2 % of the selling price . if the manufacturing cost is now $ n2 , what was it before the decrease ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
two men are walking towards each other alongside a railway track . a freight train overtakes one of them in n0 seconds and exactly n1 minutes later meets the other man coming from the opposite direction . the train passes this man is n2 seconds . assume the velocities are constant throughout . how long after the train has passed the second man will the two men meet ?	divide ( n2 , const_2 ) | multiply ( const_10 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , const_60 )
a pet store regularly sells pet food at a discount of n0 percent to n1 percent from the manufacturer no_ascii_32 s suggested retail price . if during a sale , the store discounts an additional n2 percent from the discount price , what would be the lowest possible price of a container of pet food that had a manufacturer no_ascii_32 s suggested retail price o f $ n3 ?	subtract ( const_100 , n2 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #3 ) | multiply ( #2 , #4 )
yesterday it took robert n0 hours to drive from city a to city b . today it took robert n1 hours to drive back from city no_ascii_19 to city a along the same route . if he had saved n2 minutes in both trips , the speed for the round trip would be n3 miles per hour . what is the distance between city a and city b ?	add ( n0 , n1 ) | subtract ( #0 , const_1 ) | multiply ( n3 , #1 ) | divide ( #2 , const_2 )
the toll t , in dollars , for a truck using a certain bridge is given by the formula t = n0 + n1 ( x no_ascii_73 n4 ) , where x is the number of axles on the truck . what is the toll for an n3 - wheel truck that has n4 wheels on its front axle and n5 wheels on each of its other axles ?	subtract ( n3 , n2 ) | divide ( #0 , n5 ) | add ( #1 , const_1 ) | subtract ( #2 , n2 ) | multiply ( n1 , #3 ) | add ( n0 , #4 )
trains a and b start simultaneously from stations n0 miles apart , and travel the same route toward each other on adjacent parallel tracks . if train a and train b travel at a constant rate of n2 miles per hour and n2 miles per hour , respectively , how many miles will train a have traveled when the trains pass each other , to the nearest mile ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
when tom works alone he chops n3 lb . salad in n2 minutes , and when tammy works alone she chops n2 lb . salad in n3 minutes . they start working together , and after some time finish chopping n4 lb . of salad . of those n5 lb . , the salad quantity chopped by tammy is what percent lesser than the quantifying chopped by tom ?	divide ( const_3.0 , const_2.0 ) | divide ( const_2.0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
the events a and b are independent , the probability that event a occurs is greater than n0 , and the probability that event a occurs is twice the probability that event b occurs . the probability that at least one of events a and b occurs is n1 times the probability that both events a and b occur . what is the probability that event a occurs ?	add ( const_1 , const_2 ) | multiply ( n1 , const_2 ) | add ( #1 , const_2 ) | divide ( #0 , #2 ) | multiply ( #3 , const_2 )
pipe p can drain the liquid from a tank in n0 / n1 the time that it takes pipe q to drain it and in n2 / n4 the time that it takes pipe r to do it . if all n4 pipes operating simultaneously but independently are used to drain liquid from the tank , then pipe q drains what portion of the liquid from the tank ?	multiply ( n0 , n0 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_2 ) | add ( #2 , #0 ) | divide ( #0 , #3 )
a certain sum of money is divided among a , b and c such that a gets one - third of what b and c together get and b gets two - seventh of what a and c together get . if the amount received by a is $ n0 more than that received by b , find the total amount shared by a , b and c .	multiply ( n0 , const_3 ) | multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | add ( #2 , #1 ) | add ( n0 , #3 ) | add ( #3 , #4 ) | multiply ( #4 , const_3 ) | subtract ( #6 , #3 ) | add ( #5 , #7 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in a hostel , the number of students decreased by n0 % and the price of food increased by n1 % over the previous year . if each student consumes the same amount of food then by how much should the consumption of food be cut short by every student , so that the total cost of the food remains the same as that of the previous year ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
a certain quantity is measured on two different scales , the p - scale and the s - scale , that are related linearly . measurements on the p - scale of n0 and n1 correspond to measurements on the s - scale of n2 and n3 , respectively . what measurement on the p - scale corresponds to a measurement of n4 on the s - scale ?	subtract ( n4 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , n2 ) | multiply ( #2 , #1 ) | add ( n0 , #3 )
jane started baby - sitting when she was n0 years old . whenever she baby - sat for a child , that child was no more than half her age at the time . jane is currently n1 years old , and she stopped baby - sitting n2 years ago . what is the current age of the oldest person for whom jane could have baby - sat ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
there are n0 members in a family . it takes n1 days for a women to complete the work , however man completes in n2 days . they take n3 days to complete the work if men work on alternate days and women work every third day . if all of them started together on the n4 st day , then how many women are there in the family	divide ( n1 , n0 ) | subtract ( n0 , #0 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , const_2 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , const_2 ) | divide ( n0 , #7 )
in n0 the budgets for projects q and v were $ n1 , n9 and $ n3 , n9 , respectively . in each of the next n8 years , the budget for q was increased by $ n6 , n9 and the budget for v was decreased by $ n8 , n9 . in which year was the budget for q equal to the budget for v ?	multiply ( const_2 , const_3 ) | multiply ( n3 , #0 ) | add ( n0 , #1 )
in a hostel , the number of students decreased by n0 % and the price of food increased by n1 % over the previous year . if each student consumes the same amount of food then by how much should the consumption of food be cut short by every student , so that the total cost of the food remains the same as that of the previous year ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
in n0 the budgets for projects q and v were $ n1 , n9 and $ n3 , n9 , respectively . in each of the next n8 years , the budget for q was increased by $ n6 , n9 and the budget for v was decreased by $ n8 , n9 . in which year was the budget for q equal to the budget for v ?	multiply ( const_2 , const_3 ) | multiply ( n3 , #0 ) | add ( n0 , #1 )
population of a city decreases by n2 % at the end of first year and increases by n2 % at the end of second year and again decreases by n2 % at the end of third year . if the population of the city at the end of third year is n3 , then what was the population of the city at the beginning of the first year ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #0 ) | multiply ( #1 , #2 ) | multiply ( #3 , #2 ) | divide ( n3 , #4 )
the toll t , in dollars , for a truck using a certain bridge is given by the formula t = n0 + n1 ( x no_ascii_73 n4 ) , where x is the number of axles on the truck . what is the toll for an n3 - wheel truck that has n4 wheels on its front axle and n5 wheels on each of its other axles ?	subtract ( n3 , n2 ) | divide ( #0 , n5 ) | add ( #1 , const_1 ) | subtract ( #2 , n2 ) | multiply ( n1 , #3 ) | add ( n0 , #4 )
in feb mrs bil ' s earnings were n0 percent of the bil family ' s total income . in june mrs bil earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs bil ' s earnings were approximately what percent of the bil family ' s total income ?	divide ( n0 , n1 ) | add ( n0 , #0 ) | add ( #0 , const_100 ) | divide ( #1 , #2 ) | multiply ( #3 , const_100 )
crazy eddie has a key chain factory . eddie managed to decrease the cost of manufacturing his key chains while keeping the same selling price , and thus increased the profit from the sale of each key chain from n0 % of the selling price to n2 % of the selling price . if the manufacturing cost is now $ n2 , what was it before the decrease ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 )
crazy eddie has a key chain factory . eddie managed to decrease the cost of manufacturing his key chains while keeping the same selling price , and thus increased the profit from the sale of each key chain from n0 % of the selling price to n2 % of the selling price . if the manufacturing cost is now $ n2 , what was it before the decrease ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( n1 , #0 ) | multiply ( #2 , #1 ) | subtract ( #2 , #3 )
in a certain large company , the ratio of college graduates with a graduate degree to non - college graduates is n0 : n1 , and ratio of college graduates without a graduate degree to non - college graduates is n2 : n3 . if one picks a random college graduate at this large company , what is the probability e this college graduate has a graduate degree ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 ) | add ( #2 , const_1 ) | divide ( #2 , #3 )
in may mrs lee ' s earnings were n0 percent of the lee family ' s total income . in june mrs lee earned n1 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ?	add ( n1 , const_100 ) | add ( #0 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
jane started baby - sitting when she was n0 years old . whenever she baby - sat for a child , that child was no more than half her age at the time . jane is currently n1 years old , and she stopped baby - sitting n2 years ago . what is the current age of the oldest person for whom jane could have baby - sat ?	divide ( n0 , const_2 ) | subtract ( n1 , n0 ) | add ( #0 , #1 )
a rectangular tiled patio is composed of n3 square tiles . the rectangular patio will be rearranged so that there will be n1 fewer columns of tiles and n2 more rows of tiles . after the change in layout , the patio will still have n3 tiles , and it will still be rectangular . how many rows are in the tile patio before the change in layout ?	multiply ( n0 , n1 ) | negate ( n2 ) | power ( n2 , n1 ) | multiply ( n2 , #0 ) | add ( #3 , #2 ) | sqrt ( #4 ) | add ( #1 , #5 ) | divide ( #6 , n1 ) | divide ( n0 , #7 )
on a certain day , tim invested $ n0 at n1 percent annual interest , compounded annually , and lana invested n2 at n3 percent annual interest , compounded annually . the total amount of interest earned by tim no_ascii_32 s investment in the first n5 years was how much greater than the total amount of interest earned by lana no_ascii_32 s investment in the first n5 years ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n4 ) | power ( #3 , n4 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , n2 ) | subtract ( #8 , #9 )
a box contains n0 slips that are each labeled with one number : n1 , n2 , n3 , n4 , n5 , n6 , n7 and n8 . two of the slips are drawn at random from the box without replacement . what is the probability that the sum of the numbers on the two slips is equal to one of the numbers left in the box ?	subtract ( n4 , n2 ) | subtract ( n4 , n1 ) | multiply ( n4 , #1 ) | divide ( #2 , const_2 ) | divide ( #0 , #3 )
in n0 the budgets for projects q and v were $ n1 , n9 and $ n3 , n9 , respectively . in each of the next n8 years , the budget for q was increased by $ n6 , n9 and the budget for v was decreased by $ n8 , n9 . in which year was the budget for q equal to the budget for v ?	multiply ( const_2 , const_3 ) | multiply ( n3 , #0 ) | add ( n0 , #1 )
if a farmer wants to plough a farm field on time , he must plough n0 hectares a day . for technical reasons he ploughed only n1 hectares a day , hence he had to plough n2 more days than he planned and he still has n3 hectares left . what is the area of the farm field and how many days the farmer planned to work initially ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | add ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h , what is the distance traveled by brad ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
of the n0 house in a development , n1 have a two - car garage , n2 have an in - the - ground swimming pool , and n3 have both a two - car garage and an in - the - ground swimming pool . how many houses in the development have neither a two - car garage nor an in - the - ground swimming pool ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 )
of the n0 speckled trout in a certain fishery that contains only speckled and rainbow trout , the number of males is n1 more than twice the number of females . if the ratio of female speckled trout to male rainbow trout is n2 : n4 and the ratio of male rainbow trout to all trout is n4 : n5 , how many female rainbow trout are there ?	subtract ( n0 , n1 ) | divide ( #0 , const_3 ) | multiply ( n3 , #1 ) | divide ( #2 , n2 ) | multiply ( n5 , #3 ) | divide ( #4 , n3 ) | subtract ( #5 , n0 ) | subtract ( #6 , #3 )
of the n0 house in a development , n1 have a two - car garage , n2 have an in - the - ground swimming pool , and n3 have both a two - car garage and an in - the - ground swimming pool . how many houses in the development have neither a two - car garage nor an in - the - ground swimming pool ?	subtract ( n1 , n3 ) | subtract ( n2 , n3 ) | add ( #0 , #1 ) | add ( n3 , #2 ) | subtract ( n0 , #3 )
a cube is divided into n0 identical cubelets . each cut is made parallel to some surface of the cube . but before doing that the cube is coloured with green colour on one set of adjacent faces , red on the other set of adjacent faces , blue on the third set . so , how many cubelets are there which are painted with exactly one colour ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_3 ) | subtract ( n0 , #1 ) | divide ( #2 , const_2 )
the first flight out of phoenix airport had a late departure . if the next n0 flights departed on - time , how many subsequent flights need to depart from phoenix on - time , for the airport ' s on - time departure rate to be higher than n1 % ? i will see what is the quickest way to solve it then i will provide the explanation	divide ( n1 , const_100 ) | multiply ( #0 , const_10 ) | add ( #1 , const_1 ) | subtract ( #2 , n0 )
in a hostel , the number of students decreased by n0 % and the price of food increased by n1 % over the previous year . if each student consumes the same amount of food then by how much should the consumption of food be cut short by every student , so that the total cost of the food remains the same as that of the previous year ?	add ( n1 , const_100 ) | multiply ( const_100 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( #0 , #2 ) | divide ( #1 , #3 ) | subtract ( const_1 , #4 ) | multiply ( #5 , const_100 )
trains a and b start simultaneously from stations n0 miles apart , and travel the same route toward each other on adjacent parallel tracks . if train a and train b travel at a constant rate of n2 miles per hour and n2 miles per hour , respectively , how many miles will train a have traveled when the trains pass each other , to the nearest mile ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
audrey n0 hours to complete a certain job . ferris can do the same job in n1 hours . audrey and ferris decided to collaborate on the job , working at their respective rates . while audrey worked continuously , ferris took n2 breaks of equal length . if the two completed the job together in n3 hours , how many minutes long was each of ferris no_ascii_32 breaks ?	divide ( n1 , n3 ) | multiply ( n2 , const_10 ) | multiply ( n3 , #1 ) | multiply ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n2 )
the cost per pound of milk powder and coffee were the same in june . in july , the price of coffee shot up by n0 % and that of milk powder dropped by n1 % . if in july , a mixture containing equal quantities of milk powder and coffee costs $ n2 for n3 lbs , how much did a pound of milk powder cost in july ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 )
a student took n1 papers in an examination , where the full marks were the same for each paper . his marks in these papers were in the proportion of n1 : n2 : n3 : n4 : n5 . in all papers together , the candidate obtained n6 % of the total marks . then the number of papers in which he got more than n7 % marks is	add ( const_1 , const_4 )
while working alone at their constant rates , computer x can process n4 files in n1 hours , and computer y can process n4 files in n3 hours . if all files processed by these computers are the same size , how many hours would it take the two computers , working at the same time at their respective constant rates , to process a total of n4 files ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
each month a retailer sells n0 identical items . on each item he makes a profit of $ n1 that constitutes n2 % of the item ' s price to the retailer . if the retailer contemplates giving a n3 % discount on the items he sells , what is the least number of items he will have to sell each month to justify the policy of the discount ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | add ( n1 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , n0 ) | subtract ( n1 , #4 ) | divide ( #0 , #5 )
each month a retailer sells n0 identical items . on each item he makes a profit of $ n1 that constitutes n2 % of the item ' s price to the retailer . if the retailer contemplates giving a n3 % discount on the items he sells , what is the least number of items he will have to sell each month to justify the policy of the discount ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | add ( n1 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , n0 ) | subtract ( n1 , #4 ) | divide ( #0 , #5 )
a farmer with n4 , n1 acres of land had planted his fields with corn , sugar cane , and tobacco in the ratio of n2 : n7 : n4 , respectively , but he wanted to make more money , so he shifted the ratio to n5 : n6 : n7 , respectively . how many more acres of land were planted with tobacco under the new system ?	add ( n1 , n2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n1 , const_10 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( n1 , #5 ) | divide ( n2 , #5 ) | multiply ( #6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #10 )
while working alone at their constant rates , computer x can process n4 files in n1 hours , and computer y can process n4 files in n3 hours . if all files processed by these computers are the same size , how many hours would it take the two computers , working at the same time at their respective constant rates , to process a total of n4 files ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
in a certain pond , n0 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
the hiker walking at a constant rate of n2 miles per hour is passed by a cyclist traveling in the same direction along the same path at n1 miles per hour . the cyclist stops to wait for the hiker n2 minutes after passing her , while the hiker continues to walk at her constant rate , how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
n0 college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( #1 , #2 )
the dimensions of a rectangular solid are n0 inches , n1 inches , and n2 inches . if a cube , a side of which is equal to one of the dimensions of the rectangular solid , is placed entirely within thespherejust large enough to hold the cube , what the ratio of the volume of the cube to the volume within thespherethat is not occupied by the cube ?	multiply ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | divide ( const_10 , #2 )
in a colony of n0 residents , the ratio of the number of men and women is n4 : n2 . among the women , the ratio of the educated to the uneducated is n3 : n4 . if the ratio of the number of education to uneducated persons is n5 : n6 , then find the ratio of the number of educated and uneducated men in the colony ?	add ( n5 , n6 ) | add ( n1 , n2 ) | add ( n1 , n3 ) | divide ( n0 , #0 ) | divide ( n0 , #1 ) | multiply ( n5 , #3 ) | multiply ( n2 , #4 ) | multiply ( n6 , #3 ) | divide ( #6 , #2 ) | multiply ( n1 , #8 ) | subtract ( #5 , #8 ) | subtract ( #7 , #9 ) | divide ( #10 , #11 )
the walker walking at a constant rate of n0 miles per hour is passed by a cyclist traveling in the same direction along the same path at n1 miles per hour . the cyclist stops to wait for the hiker n2 minutes after passing her , while the walker continues to walk at her constant rate , how many minutes must the cyclist wait until the walker catches up ?	divide ( n1 , const_60 ) | divide ( n0 , const_60 ) | multiply ( n2 , #0 ) | multiply ( n2 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #1 )
in mrs . susna ' s class , n8 / n1 of her students are getting an a , n8 / n3 are getting a b , n8 / n5 are getting a c , n8 / n7 are getting a d , and n8 / n9 are getting a f . what fraction of mrs . susna ' s class getting a passing grade of c or higher .	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 )
in a village of n0 , n1 people , n2 people are over n8 years old and n4 people are female . it is known that n5 percent of the females are younger than n8 years old . if no one in the village is n8 years old , what is the probability that a person chosen at random is either a male or younger than n8 years old ?	multiply ( const_5 , const_5 ) | divide ( #0 , const_0_25 ) | divide ( n4 , #1 ) | multiply ( #1 , const_26 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #3 )
the cost per pound of green tea and coffee were the same in june . in july , the price of coffee shot up by n0 % and that of green tea dropped by n1 % . if in july , a mixture containing equal quantities of green tea and coffee costs $ n2 for n3 lbs , how much did a pound of green tea cost in july ?	add ( n0 , n0 ) | divide ( n3 , const_2 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #2 , n0 ) | multiply ( #3 , #1 ) | multiply ( #1 , #4 ) | add ( #5 , #6 ) | divide ( #7 , n2 ) | multiply ( #8 , #4 )
nitin borrowed some money at the rate of n0 % p . a . for the first n1 years , n2 % p . a . for the next n3 years and n4 % p . a . for the period beyond n5 years . if the total interest paid by him at the end of n6 years is rs . n7 , how much money did he borrow ?	multiply ( n7 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n1 , n4 ) | add ( #1 , #2 ) | add ( #4 , #3 ) | divide ( #0 , #5 )
while working alone at their constant rates , computer x can process n4 files in n1 hours , and computer y can process n4 files in n3 hours . if all files processed by these computers are the same size , how many hours would it take the two computers , working at the same time at their respective constant rates , to process a total of n4 files ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n1 , n2 in a long term bond that pays n4 percent interest compounded annually , what will be the approximate total amount of the investment n4 years later , when luke is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
guy drives n0 miles to attend a meeting . halfway through , he increases his speed so that his average speed on the second half is n1 miles per hour faster than the average speed on the first half . his average speed for the entire trip is n2 miles per hour . guy drives on average how many miles per hour during the first half of the way ?	multiply ( n1 , n2 ) | multiply ( const_2 , const_3 ) | divide ( #0 , const_2 ) | divide ( n0 , #1 ) | divide ( #2 , #3 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
in a village of n0 , n1 people , n2 people are over n8 years old and n4 people are female . it is known that n5 percent of the females are younger than n8 years old . if no one in the village is n8 years old , what is the probability that a person chosen at random is either a female or younger than n8 years old ?	multiply ( const_5 , const_5 ) | divide ( #0 , const_0_25 ) | divide ( n4 , #1 ) | multiply ( #1 , const_26 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #3 )
a salesperson received a commission of n0 percent of the sale price for each of the first n3 machines that she sold and n2 percent of the sale price for each machine that she sold after the first n3 . if the sale price of each machine was $ n4 , n7 and the salesperson received a $ n6 , n7 commission , how many machines did she sell ?	add ( const_3 , const_4 ) | add ( const_1 , const_4 ) | divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( const_2 , const_3 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #5 ) | multiply ( #3 , #5 ) | multiply ( #6 , const_100 ) | multiply ( n1 , #8 ) | multiply ( #10 , #7 ) | subtract ( #12 , #11 ) | divide ( #13 , #9 ) | add ( n1 , #14 )
a certain article of clothing was discounted during a special sale to n0 / n1 of its original retail price . when the clothing did n ' t sell , it was discounted even further to n2 / n3 of its original retail price during a second sale . by what percent did the price of this article of clothing decrease from the first sale to the second sale ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_100 )
the average weight of a class is x pounds . when a new student weighing n0 pounds joins the class , the average decreases by n1 pound . in a few months the student no_ascii_32 s weight increases to n2 pounds and the average weight of the class becomes x + n3 pounds . none of the other students no_ascii_32 weights changed . what is the value of x ?	add ( n0 , n3 ) | add ( n1 , n3 ) | add ( #0 , #1 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a , b and c are entered into a partnership . a invested rs . n0 for n1 months , b invested rs . n2 for n6 months and c invested for rs . n4 for n5 months . a is a working partner and gets n6 % of the total profit for the same . find the share of c in a total profit of rs . n7 .	multiply ( n4 , n5 ) | multiply ( n3 , n7 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #1 , const_100 ) | add ( #4 , #0 ) | subtract ( n7 , #5 ) | multiply ( #0 , #7 ) | divide ( #8 , #6 )
in a village of n0 , n1 people , n2 people are over n8 years old and n4 people are female . it is known that n5 percent of the females are younger than n8 years old . if no one in the village is n8 years old , what is the probability that a person chosen at random is either a female or younger than n8 years old ?	multiply ( const_5 , const_5 ) | divide ( #0 , const_0_25 ) | divide ( n4 , #1 ) | multiply ( #1 , const_26 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #3 )
n0 college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( #1 , #2 )
a farmer with n0 , n1 acres of land had planted his fields with corn , sugar cane , and tobacco in the ratio of n2 : n6 : n4 , respectively , but he wanted to make more money , so he shifted the ratio to n6 : n6 : n7 , respectively . how many more acres of land were planted with tobacco under the new system ?	add ( n1 , n2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n1 , const_10 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( n1 , #5 ) | divide ( n2 , #5 ) | multiply ( #6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #10 )
a computer store offers employees a n3 % discount off the retail price . if the store purchased a computer from the manufacturer for $ n1 dollars and marked up the price n3 % to the final retail price , how much would an employee save if he purchased the computer at the employee discount ( n3 % off retail price ) as opposed to the final retail price .	divide ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applicants whose age is within one standard deviation of the average age . assuming that all applicants ' ages are integers and that the endpoints of the range are included , what is the maximum number of different ages of the applicants ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
a miniature roulette wheel is divided into n2 equal sectors , each bearing a distinct integer from n1 to n2 , inclusive . each time the wheel is spun , a ball randomly determines the winning sector by settling in that sector . if the wheel is spun four times , approximately what is the probability that the product of the four winning sectors no_ascii_32 integers will be even ?	divide ( n0 , const_2 ) | divide ( #0 , n0 ) | power ( #1 , const_2 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 )
the dimensions of a rectangular solid are n0 inches , n1 inches , and n2 inches . if a cube , a side of which is equal to one of the dimensions of the rectangular solid , is placed entirely within thespherejust large enough to hold the cube , what the ratio of the volume of the cube to the volume within thespherethat is not occupied by the cube ?	multiply ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | divide ( const_10 , #2 )
a miniature roulette wheel is divided into n2 equal sectors , each bearing a distinct integer from n1 to n2 , inclusive . each time the wheel is spun , a ball randomly determines the winning sector by settling in that sector . if the wheel is spun four times , approximately what is the probability that the product of the four winning sectors no_ascii_32 integers will be even ?	divide ( n0 , const_2 ) | divide ( #0 , n0 ) | power ( #1 , const_2 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 )
if a motorist had driven n0 hour longer on a certain day and at an average rate of n1 miles per hour faster , he would have covered n2 more miles than he actually did . how many more miles would he have covered than he actually did if he had driven n3 hours longer and at an average rate of n4 miles per hour faster on that day ?	multiply ( n3 , n4 ) | subtract ( n2 , n1 ) | multiply ( n3 , #1 ) | add ( #2 , #0 )
the average weight of n3 packets a , b and c is n1 kg . another packet d added into the group and the average now becomes n2 kg . if another packet e , whose weight is n3 kg more than that of d , replaces a then the average weight of b , c , d and e becomes n4 kg . the weight of a is :	multiply ( n0 , n1 ) | multiply ( n4 , const_4 ) | multiply ( n2 , const_4 ) | subtract ( #2 , #0 ) | add ( n0 , #3 ) | add ( #4 , #3 ) | subtract ( #1 , #5 ) | subtract ( #0 , #6 )
if a motorist had driven n0 hour longer on a certain day and at an average rate of n1 miles per hour faster , he would have covered n2 more miles than he actually did . how many more miles would he have covered than he actually did if he had driven n3 hours longer and at an average rate of n4 miles per hour faster on that day ?	multiply ( n3 , n4 ) | subtract ( n2 , n1 ) | multiply ( n3 , #1 ) | add ( #2 , #0 )
n0 college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( #1 , #2 )
a certain box has n5 cards and each card has one of the integers from n1 to n5 inclusive . each card has a different number . if n4 different cards are selected at random , what is the probability that the sum of the numbers written on the n4 cards is less than the average ( arithmetic mean ) of all the numbers written on the n5 cards ?	factorial ( n0 ) | factorial ( n3 ) | subtract ( n0 , n3 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 ) | divide ( const_4 , #5 )
let raj be n2 years older than ravi and hema be two years younger than ravi . raj is n2 times as old as rahul who is hema no_ascii_32 s brother . the ratio of the ages of hema and her brother is n2 : n3 . find by how much percentage raj no_ascii_32 s age is more than hema no_ascii_32 s when raj will be n4 years old .	add ( n0 , const_2 ) | divide ( n0 , n3 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #0 ) | subtract ( n4 , #4 ) | add ( #5 , #6 ) | divide ( #0 , #7 ) | multiply ( #8 , const_100 )
a certain box has n5 cards and each card has one of the integers from n1 to n5 inclusive . each card has a different number . if n4 different cards are selected at random , what is the probability that the sum of the numbers written on the n4 cards is less than the average ( arithmetic mean ) of all the numbers written on the n5 cards ?	factorial ( n0 ) | factorial ( n3 ) | subtract ( n0 , n3 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 ) | divide ( const_4 , #5 )
a miniature roulette wheel is divided into n2 equal sectors , each bearing a distinct integer from n1 to n2 , inclusive . each time the wheel is spun , a ball randomly determines the winning sector by settling in that sector . if the wheel is spun two times , approximately what is the probability that the product of the two winning sectors no_ascii_32 integers will be even ?	divide ( n0 , const_2 ) | divide ( #0 , n0 ) | power ( #1 , const_2 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 )
the dimensions of a rectangular solid are n0 inches , n1 inches , and n2 inches . if a cube , a side of which is equal to one of the dimensions of the rectangular solid , is placed entirely within thespherejust large enough to hold the cube , what the ratio of the volume of the cube to the volume within thespherethat is not occupied by the cube ?	multiply ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | divide ( const_10 , #2 )
the hiker walking at a constant rate of n0 miles per hour is passed by a cyclist traveling in the same direction along the same path at n1 miles per hour . the cyclist stops to wait for the hiker n2 minutes after passing her , while the hiker continues to walk at her constant rate , how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
the cost per pound of milk powder and coffee were the same in june . in july , the price of coffee shot up by n0 % and that of milk powder dropped by n1 % . if in july , a mixture containing equal quantities of milk powder and coffee costs $ n2 for n3 lbs , how much did a pound of milk powder cost in july ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n1 , n2 in a long term bond that pays n4 percent interest compounded annually , what will be the approximate total amount of the investment n4 years later , when luke is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
a newspaper manufacturer produces n0 units of a certain model each month at a cost to the manufacturer of no_ascii_20 n1 per unit and all of the produced units are sold each month . what is the minimum selling price per unit that will ensure that the monthly profit ( revenue from sales minus production costs ) on the sales of these units will be at least no_ascii_20 n2 ?	divide ( n2 , n0 ) | add ( n1 , #0 )
in a colony of n0 residents , the ratio of the number of men and women is n4 : n2 . among the women , the ratio of the educated to the uneducated is n3 : n4 . if the ratio of the number of educated to uneducated persons is n5 : n6 , then find the ratio of the number of educated to uneducated men in the colony ?	add ( n5 , n6 ) | add ( n1 , n2 ) | add ( n1 , n3 ) | divide ( n0 , #0 ) | divide ( n0 , #1 ) | multiply ( n5 , #3 ) | multiply ( n2 , #4 ) | multiply ( n6 , #3 ) | divide ( #6 , #2 ) | multiply ( n1 , #8 ) | subtract ( #5 , #8 ) | subtract ( #7 , #9 ) | divide ( #10 , #11 )
audrey n2 hours to complete a certain job . ferris can do the same job in n1 hours . audrey and ferris decided to collaborate on the job , working at their respective rates . while audrey worked continuously , ferris took n2 breaks of equal length . if the two completed the job together in n3 hours , how many minutes long was each of ferris no_ascii_32 breaks ?	divide ( n1 , n3 ) | multiply ( n2 , const_10 ) | multiply ( n3 , #1 ) | multiply ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n2 )
when tom works alone he chops n3 lb . salad in n2 minutes , and when tammy works alone she chops n2 lb . salad in n3 minutes . they start working together , and after some time finish chopping n4 lb . of salad . of those n5 lb . , the salad quantity chopped by tammy is what percent greater than the quantifying chopped by tom ? .	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
a certain box has n5 cards and each card has one of the integers from n1 to n5 inclusive . each card has a different number . if n4 different cards are selected at random , what is the probability that the sum of the numbers written on the n4 cards is less than the average ( arithmetic mean ) of all the numbers written on the n5 cards ?	factorial ( n0 ) | factorial ( n3 ) | subtract ( n0 , n3 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 ) | divide ( const_4 , #5 )
a , b and c are entered into a partnership . a invested rs . n0 for n1 months , b invested rs . n2 for n6 months and c invested for rs . n4 for n5 months . a is a working partner and gets n6 % of the total profit for the same . find the share of c in a total profit of rs . n7 ?	multiply ( n4 , n5 ) | multiply ( n3 , n7 ) | multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #2 , #3 ) | divide ( #1 , const_100 ) | add ( #4 , #0 ) | subtract ( n7 , #5 ) | multiply ( #0 , #7 ) | divide ( #8 , #6 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applicants whose age is within one standard deviation of the average age . assuming that all applicants ' ages are integers and that the endpoints of the range are included , what is the maximum number of different ages of the applicants ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
in the storage room of a certain bakery , the ratio of sugar to flour is n0 to n1 , and the ratio of flour to baking soda is n2 to n6 . if there were n4 more pounds of baking soda in the room , the ratio of flour to baking soda would be n5 to n6 . how many pounds of sugar are stored in the room ?	divide ( n0 , n1 ) | multiply ( n4 , n5 ) | subtract ( n2 , n5 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | multiply ( #0 , #4 )
if a motorist had driven n3 hour longer on a certain day and at an average rate of n1 miles per hour faster , he would have covered n2 more miles than he actually did . how many more miles would he have covered than he actually did if he had driven n3 hours longer and at an average rate of n4 miles per hour faster on that day ?	multiply ( n3 , n4 ) | subtract ( n2 , n1 ) | multiply ( n3 , #1 ) | add ( #2 , #0 )
a merchant gets a n0 % discount on each meter of fabric he buys after the first n6 , n8 meters and a n3 % discount on every meter after the next n4 , n5 meters . the price , before discount , of one meter of fabric is $ n6 , what is the total amount of money the merchant spends on n7 , n8 meters of fabric ?	multiply ( n4 , const_3 ) | multiply ( #0 , const_100 )
in a village of n0 , n1 people , n2 people are over n8 years old and n4 people are female . it is known that n5 percent of the females are younger than n8 years old . if no one in the village is n8 years old , what is the probability that a person chosen at random is either a male or younger than n8 years old ?	multiply ( const_5 , const_5 ) | divide ( #0 , const_0_25 ) | divide ( n4 , #1 ) | multiply ( #1 , const_26 ) | subtract ( const_1 , #2 ) | multiply ( n3 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #3 )
in a certain pond , n0 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
the cost per pound of green tea and coffee were the same in june . in july , the price of coffee shot up by n0 % and that of green tea dropped by n1 % . if in july , a mixture containing equal quantities of green tea and coffee costs $ n2 for n3 lbs , how much did a pound of green tea cost in july ?	add ( n0 , n0 ) | divide ( n3 , const_2 ) | subtract ( n0 , n1 ) | divide ( #0 , n0 ) | divide ( #2 , n0 ) | multiply ( #3 , #1 ) | multiply ( #1 , #4 ) | add ( #5 , #6 ) | divide ( #7 , n2 ) | multiply ( #8 , #4 )
the arithmetic mean of set x is zero . if y = { - n0 ; - n1 ; - n2 ; n3 ; n4 ; n5 } is the subset of x consisting of all those elements in x which are more than two but less than n6 standard deviations away from the arithmetic mean of x , what could be equal to the standard deviation of x ?	divide ( n0 , const_3 )
at a supermarket , the ratio of the number of shampoos to the number of soaps is n0 to n1 , and the ratio of the number of drinks to the number of shampoos is n2 to n3 . if the ratio of the soaps to the number of cereals is n4 to n5 , what is the ratio of the number of drinks to the number of cereals ?	add ( n0 , n2 ) | divide ( #0 , const_2 )
a miniature roulette wheel is divided into n2 equal sectors , each bearing a distinct integer from n1 to n2 , inclusive . each time the wheel is spun , a ball randomly determines the winning sector by settling in that sector . if the wheel is spun three times , approximately what is the probability that the product of the three winning sectors no_ascii_32 integers will be even ?	divide ( n0 , const_2 ) | divide ( #0 , n0 ) | power ( #1 , const_2 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 )
in the storage room of a certain bakery , the ratio of sugar to flour is n0 to n1 , and the ratio of flour to baking soda is n2 to n6 . if there were n4 more pounds of baking soda in the room , the ratio of flour to baking soda would be n5 to n6 . how many pounds of sugar are stored in the room ?	divide ( n0 , n1 ) | multiply ( n4 , n5 ) | subtract ( n2 , n5 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | multiply ( #0 , #4 )
jamshid and irwin decided to make up their own version of basketball . in addition to being able to score n0 - point baskets , they created ways to score n1 - , n5 - , and n3 - point baskets . if at halftime the product of the point values of irwin no_ascii_32 s baskets was n4 , how many n5 - point baskets e did irwin score ?	divide ( n4 , n2 ) | divide ( #0 , n2 ) | divide ( #1 , const_10 )
in the storage room of a certain bakery , the ratio of sugar to flour is n0 to n1 , and the ratio of flour to baking soda is n2 to n6 . if there were n4 more pounds of baking soda in the room , the ratio of flour to baking soda would be n5 to n6 . how many pounds of sugar are stored in the room ?	divide ( n0 , n1 ) | multiply ( n4 , n5 ) | subtract ( n2 , n5 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | multiply ( #0 , #4 )
a certain box has n5 cards and each card has one of the integers from n1 to n5 inclusive . each card has a different number . if n4 different cards are selected at random , what is the probability that the sum of the numbers written on the n4 cards is less than the average ( arithmetic mean ) of all the numbers written on the n5 cards ?	factorial ( n0 ) | factorial ( n3 ) | subtract ( n0 , n3 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 ) | divide ( const_4 , #5 )
a certain article of clothing was discounted during a special sale to n3 / n1 of its original retail price . when the clothing did n ' t sell , it was discounted even further to n2 / n3 of its original retail price during a second sale . by what percent did the price of this article of clothing decrease from the first sale to the second sale ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_100 )
n0 college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( #1 , #2 )
n0 school students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	add ( n1 , n2 ) | add ( #0 , const_10 ) | add ( #1 , const_10 ) | subtract ( n0 , #2 )
a miniature roulette wheel is divided into n2 equal sectors , each bearing a distinct integer from n1 to n2 , inclusive . each time the wheel is spun , a ball randomly determines the winning sector by settling in that sector . if the wheel is spun five times , approximately what is the probability that the product of the five winning sectors no_ascii_32 integers will be even ?	divide ( n0 , const_2 ) | divide ( #0 , n0 ) | power ( #1 , const_2 ) | subtract ( n1 , #2 ) | multiply ( #3 , const_100 )
in a certain pond , n0 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
in the storage room of a certain bakery , the ratio of sugar to flour is n0 to n1 , and the ratio of flour to baking soda is n2 to n6 . if there were n4 more pounds of baking soda in the room , the ratio of flour to baking soda would be n5 to n6 . how many pounds of sugar are stored in the room ?	divide ( n0 , n1 ) | multiply ( n4 , n5 ) | subtract ( n2 , n5 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | multiply ( #0 , #4 )
the ratio , by volume , of soap to alcohol to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of soap to alcohol is doubled while the ratio of soap to water is halved . if the altered solution will contain n3 cubic centimeters of alcohol , how many cubic centimeters of water will it contain ?	volume_rectangular_prism ( n1 , n2 , n3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_2 ) | divide ( #2 , const_4 ) | divide ( #3 , const_4.0 ) | divide ( #4 , const_4 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n1 , n2 in a long term bond that pays n4 percent interest compounded annually , what will be the approximate total amount of the investment n4 years later , when luke is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
a certain article of clothing was discounted during a special sale to n0 / n1 of its original retail price . when the clothing did n ' t sell , it was discounted even further to n2 / n3 of its original retail price during a second sale . by what percent did the price of this article of clothing decrease from the first sale to the second sale ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_100 )
each month a retailer sells n0 identical items . on each item he makes a profit of $ n1 that constitutes n2 % of the item ' s price to the retailer . if the retailer contemplates giving a n3 % discount on the items he sells , what is the least number of items he will have to sell each month to justify the policy of the discount ?	multiply ( n0 , n1 ) | divide ( #0 , n2 ) | add ( n1 , #1 ) | multiply ( n3 , #2 ) | divide ( #3 , n0 ) | subtract ( n1 , #4 ) | divide ( #0 , #5 )
in the storage room of a certain bakery , the ratio of sugar to flour is n0 to n5 , and the ratio of flour to baking soda is n2 to n6 . if there were n4 more pounds of baking soda in the room , the ratio of flour to baking soda would be n5 to n6 . how many pounds of sugar are stored in the room ?	divide ( n0 , n1 ) | multiply ( n4 , n5 ) | subtract ( n2 , n5 ) | divide ( #1 , #2 ) | multiply ( n2 , #3 ) | multiply ( #0 , #4 )
if a motorist had driven n0 hour longer on a certain day and at an average rate of n1 miles per hour faster , he would have covered n2 more miles than he actually did . how many more miles would he have covered than he actually did if he had driven n3 hours longer and at an average rate of n4 miles per hour faster on that day ?	multiply ( n3 , n4 ) | subtract ( n2 , n1 ) | multiply ( n3 , #1 ) | add ( #2 , #0 )
the ratio , by volume , of soap to alcohol to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of soap to alcohol is doubled while the ratio of soap to water is halved . if the altered solution will contain n3 cubic centimeters of alcohol , how many cubic centimeters of water will it contain ?	volume_rectangular_prism ( n1 , n2 , n3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_2 ) | divide ( #2 , const_4 ) | divide ( #3 , n0 ) | divide ( #4 , const_4 )
a statue is being carved by a sculptor . the original piece of marble weighed n0 kg . in the first week n1 per cent is cut away . in the second week n2 per cent of the remainder is cut away . in the third week the statue is completed when n3 percent of the remainder is cut away . what is the weight of the final statue ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( n0 , #3 ) | multiply ( #6 , #4 ) | multiply ( #7 , #5 )
while working alone at their constant rates , computer x can process n4 files in n1 hours , and computer y can process n4 files in n3 hours . if all files processed by these computers are the same size , how many hours would it take the two computers , working at the same time at their respective constant rates , to process a total of n4 files ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
suresh borrowed some money at the rate of n0 % p . a . for the first n1 years , n2 % p . a . for the next n3 years and n4 % p . a . for the period beyond n5 years . if the total interest paid by him at the end of n6 years is rs . n7 , how much money did he borrow ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | divide ( n4 , const_100 ) | subtract ( n5 , n3 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( #2 , #3 ) | add ( #4 , #5 ) | add ( #7 , #6 ) | divide ( n7 , #8 )
when tom works alone he chops n3 lb . salad in n2 minutes , and when tammy works alone she chops n2 lb . salad in n3 minutes . they start working together , and after some time finish chopping n4 lb . of salad . of those n5 lb . , the salad quantity chopped by tom is what percent lesser than the quantifying chopped by tammy ? .	divide ( n1 , n0 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
each of the products produced yesterday was checked by worker x or worker y . n0 % of the products checked by worker x are defective and n1 % of the products checked by worker y are defective . if the total defective rate of all the products checked by worker x and worker y is n2 % , what fraction of the products was checked by worker y ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a farmer with n0 , n1 acres of land had planted his fields with corn , sugar cane , and tobacco in the ratio of n7 : n6 : n6 , respectively , but he wanted to make more money , so he shifted the ratio to n6 : n6 : n7 , respectively . how many more acres of land were planted with tobacco under the new system ?	add ( n1 , n2 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n1 , const_10 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( n1 , #5 ) | divide ( n2 , #5 ) | multiply ( #6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #10 )
employees of a certain company are each to receive a unique n0 - digit identification code consisting of the digits n1 , n2 , n3 , n4 , n5 , and n6 such that no digit is used more than once in any given code . in valid codes , the second digit in the code is exactly twice the first digit . how many valid codes are there ?	multiply ( n3 , n4 ) | multiply ( n3 , #0 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applicants whose age is within one standard deviation of the average age . assuming that all applicants ' ages are integers and that the endpoints of the range are included , what is the maximum number of different ages of the applicants ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
when tom works alone he chops n3 lb . salad in n2 minutes , and when tammy works alone she chops n2 lb . salad in n3 minutes . they start working together , and after some time finish chopping n4 lb . of salad . of those n5 lb . , the salad quantity chopped by tammy is what percent greater than the quantifying chopped by tom ? .	divide ( n1 , const_2.0 ) | divide ( const_2.0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
sam taken a loan rs . n0 / - from co - operative society with an interest @ n1 % per month . at the same time he deposited rs . n2 / - as fixed deposit with an interest @ n3 % per month . after one week sam asked the manager to calculate the interest to be paid . what is the interest amount for n4 days ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | multiply ( const_10 , const_3 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | subtract ( #3 , #4 ) | divide ( #5 , #2 ) | multiply ( n4 , #6 )
a certain article of clothing was discounted during a special sale to n3 / n1 of its original retail price . when the clothing did n ' t sell , it was discounted even further to n2 / n3 of its original retail price during a second sale . by what percent did the price of this article of clothing decrease from the first sale to the second sale ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , #1 ) | subtract ( #0 , #2 ) | multiply ( #3 , const_100 )
a farmer with n0 , n1 acres of land had planted his fields with corn , sugar cane , and tobacco in the ratio of n2 : n5 : n5 , respectively , but he wanted to make more money , so he shifted the ratio to n5 : n6 : n7 , respectively . how many more acres of land were planted with tobacco under the new system ?	add ( n1 , n5 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( n1 , const_10 ) | add ( #1 , #2 ) | add ( n2 , #0 ) | add ( #4 , #3 ) | divide ( n1 , #5 ) | divide ( n2 , #5 ) | multiply ( #6 , #7 ) | multiply ( #6 , #8 ) | subtract ( #9 , #10 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n1 , n2 in a long term bond that pays n4 percent interest compounded annually , what will be the approximate total amount of the investment n4 years later , when luke is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
the hiker walking at a constant rate of n0 miles per hour is passed by a cyclist traveling in the same direction along the same path at n1 miles per hour . the cyclist stops to wait for the hiker n2 minutes after passing her , while the hiker continues to walk at her constant rate , how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
a salesperson received a commission of n0 percent of the sale price for each of the first n3 machines that she sold and n2 percent of the sale price for each machine that she sold after the first n3 . if the sale price of each machine was $ n4 , n7 and the salesperson received a $ n6 , n7 commission , how many machines did she sell ?	add ( n0 , n2 ) | add ( const_1 , n2 ) | divide ( n0 , n1 ) | divide ( n2 , n1 ) | multiply ( const_2 , n0 ) | multiply ( n1 , n1 ) | multiply ( #0 , #4 ) | multiply ( #1 , const_2 ) | multiply ( #2 , #5 ) | multiply ( #3 , #5 ) | multiply ( #6 , n1 ) | multiply ( n1 , #8 ) | multiply ( #10 , #7 ) | subtract ( #12 , #11 ) | divide ( #13 , #9 ) | add ( n1 , #14 )
in a certain pond , n0 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
if a motorist had driven n0 hour longer on a certain day and at an average rate of n1 miles per hour faster , he would have covered n2 more miles than he actually did . how many more miles would he have covered than he actually did if he had driven n3 hours longer and at an average rate of n4 miles per hour faster on that day ?	multiply ( n3 , n4 ) | subtract ( n2 , n1 ) | multiply ( n3 , #1 ) | add ( #2 , #0 )
a computer store offers employees a n3 % discount off the retail price . if the store purchased a computer from the manufacturer for $ n1 dollars and marked up the price n3 % to the final retail price , how much would an employee save if he purchased the computer at the employee discount ( n3 % off retail price ) as opposed to the final retail price .	divide ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
in a colony of n0 residents , the ratio of the number of men and women is n4 : n2 . among the women , the ratio of the educated to the uneducated is n3 : n4 . if the ratio of the number of education to uneducated persons is n5 : n6 , then find the ratio of the number of educated and uneducated men in the colony ?	add ( n5 , n6 ) | add ( n1 , n2 ) | add ( n1 , n3 ) | divide ( n0 , #0 ) | divide ( n0 , #1 ) | multiply ( n5 , #3 ) | multiply ( n2 , #4 ) | multiply ( n6 , #3 ) | divide ( #6 , #2 ) | multiply ( n1 , #8 ) | subtract ( #5 , #8 ) | subtract ( #7 , #9 ) | divide ( #10 , #11 )
a computer store offers employees a n3 % discount off the retail price . if the store purchased a computer from the manufacturer for $ n1 dollars and marked up the price n3 % to the final retail price , how much would an employee save if he purchased the computer at the employee discount ( n3 % off retail price ) as opposed to the final retail price .	divide ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
each of the products produced yesterday was checked by worker x or worker y . n0 % of the products checked by worker x are defective and n1 % of the products checked by worker y are defective . if the total defective rate of all the products checked by worker x and worker y is n2 % , what fraction of the products was checked by worker y ?	subtract ( n2 , n0 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
a merchant gets a n0 % discount on each meter of fabric he buys after the first n6 , n8 meters and a n7 % discount on every meter after the next n4 , n5 meters . the price , before discount , of one meter of fabric is $ n6 , what is the total amount of money the merchant spends on n7 , n8 meters of fabric ?	multiply ( n4 , const_3 ) | multiply ( #0 , const_100 )
the ratio , by volume , of soap to alcohol to water in a certain solution is n0 : n1 : n3 . the solution will be altered so that the ratio of soap to alcohol is doubled while the ratio of soap to water is halved . if the altered solution will contain n3 cubic centimeters of alcohol , how many cubic centimeters of water will it contain ?	volume_rectangular_prism ( n1 , n2 , n3 ) | divide ( #0 , const_3 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | divide ( #3 , n0 ) | divide ( #4 , n0 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what is the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a chocolate manufacturer produces n0 units of a certain model each month at a cost to the manufacturer of no_ascii_20 n1 per unit and all of the produced units are sold each month . what is the minimum selling price per unit that will ensure that the monthly profit ( revenue from sales minus production costs ) on the sales of these units will be at least no_ascii_20 n2 ?	add ( n0 , n1 )
the average weight of a class is x pounds . when a new student weighing n0 pounds joins the class , the average decreases by n1 pound . in a few months the student no_ascii_32 s weight increases to n2 pounds and the average weight of the class becomes x + n3 pounds . none of the other students no_ascii_32 weights changed . what is the value of x ?	add ( n0 , n3 ) | add ( n1 , n3 ) | add ( #0 , #1 )
geetha ' s home has one tap , working alone at its maximum constant rate , can fill a certain sink in n0 seconds . a second tap , working alone at its maximum constant rate , can fill the same sink in n1 seconds . if both taps work together at their respective maximum constant rates , the time it will take to fill the sink is closest to	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #0 , #1 ) | inverse ( #2 )
a box contains n0 slips that are each labeled with one number : n1 , n2 , n3 , n4 , n5 , n6 , n7 , and n8 . two of the slips are drawn at random from the box without replacement . what is the probability that the sum of the numbers on the two slips is equal to one of the numbers left in the box ?	multiply ( n3 , n4 ) | add ( #0 , const_10 ) | add ( #1 , const_3 ) | divide ( n4 , #2 )
audrey n0 hours to complete a certain job . ferris can do the same job in n1 hours . audrey and ferris decided to collaborate on the job , working at their respective rates . while audrey worked continuously , ferris took n2 breaks of equal length . if the two completed the job together in n3 hours , how many minutes long was each of ferris no_ascii_32 breaks ?	divide ( n1 , n3 ) | multiply ( n2 , const_10 ) | multiply ( n3 , #1 ) | multiply ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , n2 )
kiran has n0 currency notes in all , some of which were of rs . n1 denomination and the remaining of rs . n4 denomination . the total amount of all these currency notes was rs . n3 . how much amount did she have in the denomination of rs . n4 ? a . b . c . none of these d . answer : option b explanation :	multiply ( n0 , n2 ) | subtract ( n3 , #0 ) | divide ( #1 , n2 ) | subtract ( n0 , #2 ) | multiply ( n2 , #3 )
joseph completes work worth $ n0 in hour and his cost to company per hour is $ n1 . ray completes worth worth of $ n2 in an hour and his cost to company is $ n3 per hour . if joseph works for n4 hours , how many must ray work so that company makes at least as much in total gross profit as in case of joseph ?	multiply ( const_10 , const_100 ) | subtract ( n0 , n1 ) | subtract ( n2 , n3 ) | divide ( n4 , #0 ) | multiply ( #3 , #1 ) | divide ( #4 , #2 )
the average weight of a class is x pounds . when a new student weighing n0 pounds joins the class , the average decreases by n1 pound . in a few months the student no_ascii_32 s weight increases to n2 pounds and the average weight of the class becomes x + n3 pounds . none of the other students no_ascii_32 weights changed . what is the value of x ?	add ( n0 , n3 ) | add ( n1 , n3 ) | add ( #0 , #1 )
a computer store offers employees a n3 % discount off the retail price . if the store purchased a computer from the manufacturer for $ n1 dollars and marked up the price n3 % to the final retail price , how much would an employee save if he purchased the computer at the employee discount ( n3 % off retail price ) as opposed to the final retail price .	divide ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( #1 , const_100 ) | multiply ( #0 , const_2 ) | add ( n1 , #2 ) | divide ( #4 , #3 )
a merchant gets a n0 % discount on each meter of fabric he buys after the first n6 , n2 meters and a n3 % discount on every meter after the next n4 , n8 meters . the price , before discount , of one meter of fabric is $ n6 , what is the total amount of money the merchant spends on n7 , n8 meters of fabric ?	multiply ( const_2 , const_3 ) | multiply ( #0 , const_100 )
the average weight of a class is x pounds . when a new student weighing n0 pounds joins the class , the average decreases by n1 pound . in a few months the student no_ascii_32 s weight increases to n2 pounds and the average weight of the class becomes x + n3 pounds . none of the other students no_ascii_32 weights changed . what is the value of x ?	add ( n0 , n3 ) | add ( n1 , n3 ) | add ( #0 , #1 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if luke ' s parents invested $ n4 , n2 in a long term bond that pays n4 percent interest compounded annually , what will be the approximate total amount of the investment n4 years later , when luke is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
one bottle is half - full of oil and another bottle with twice the capacity is one quarter full of oil . if water is added so that both the bottles are full and the contents of both are then poured into a third bottle that is empty and large enough to hold the contents of both , what fractions of the contents in the third bottle is oil ?	divide ( const_1 , const_2 ) | divide ( const_2 , const_4 ) | add ( #0 , #1 ) | subtract ( const_2 , #1 ) | subtract ( const_1 , #0 ) | add ( #3 , #4 ) | add ( #5 , #2 ) | divide ( #2 , #6 )
the average weight of a class is x pounds . when a new student weighing n0 pounds joins the class , the average decreases by n1 pound . in a few months the student no_ascii_32 s weight increases to n2 pounds and the average weight of the class becomes x + n3 pounds . none of the other students no_ascii_32 weights changed . what is the value of x ?	add ( n0 , n3 ) | add ( n1 , n3 ) | add ( #0 , #1 )
solomon taken a loan rs . n0 / - from co - operative society with an interest @ n1 % per month . at the same time he deposited rs . n2 / - as fixed deposit with an interest @ n3 % per month . after one week sam asked the manager to calculate the interest to be paid . what is the interest amount for n4 days ?	multiply ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n2 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( n4 , #5 ) | multiply ( n4 , #6 ) | subtract ( #7 , #8 )
the average age of applicants for a new job is n0 , with a standard deviation of n1 . the hiring manager is only willing to accept applicants whose age is within one standard deviation of the average age . assuming that all applicants ' ages are integers and that the endpoints of the range are included , what is the maximum number of different ages of the applicants ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | subtract ( #0 , #1 ) | add ( #2 , const_1 )
a certain box has n5 cards and each card has one of the integers from n1 to n5 inclusive . each card has a different number . if n4 different cards are selected at random , what is the probability that the sum of the numbers written on the n4 cards is less than the average ( arithmetic mean ) of all the numbers written on the n5 cards ?	factorial ( n0 ) | factorial ( n3 ) | subtract ( n0 , n3 ) | factorial ( #2 ) | multiply ( #1 , #3 ) | divide ( #0 , #4 ) | divide ( const_4 , #5 )
the dimensions of a rectangular solid are n0 inches , n1 inches , and n2 inches . if a cube , a side of which is equal to one of the dimensions of the rectangular solid , is placed entirely within thespherejust large enough to hold the cube , what the ratio of the volume of the cube to the volume within thespherethat is not occupied by the cube ?	multiply ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( #1 , const_1 ) | divide ( const_10 , #2 )
n0 college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	subtract ( n0 , n2 ) | subtract ( #0 , n1 ) | divide ( #1 , const_3 ) | subtract ( #1 , #2 )
four circular cardboard pieces , each of radius n1 cm are placed in such a way that each piece touches two other pieces . the area of the space encosed by the four pieces is. four circular cardboard pieces , each of radius n1 cm are placed in such a way that each piece touches two other pieces . the area of the space encosed by the four pieces is	multiply ( n0 , const_2 ) | power ( n0 , const_2 ) | multiply ( #1 , const_pi ) | power ( #0 , const_2 ) | subtract ( #3 , #2 )
the hiker walking at a constant rate of n0 miles per hour is passed by a cyclist traveling in the same direction along the same path at n1 miles per hour . the cyclist stops to wait for the hiker n2 minutes after passing her , while the hiker continues to walk at her constant rate , how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
a certain debt will be paid in n0 installments from january n1 to december n2 of a certain year . each of the first n6 payments is to be $ n4 ; each of the remaining payments is to be $ n5 more than each of the first n6 payments . what is the average ( arithmetic mean ) payment that will be made on the debt for the year ?	add ( n4 , n5 ) | multiply ( n3 , n4 ) | subtract ( n0 , n3 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n0 )
the instructions state that cheryl needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the speed of a railway engine is n0 km per hour when no compartment is attached , and the reduction in speed is directly proportional to the square root of the number of compartments attached . if the speed of the train carried by this engine is n1 km per hour when n2 compartments are attached , the maximum number of compartments that can be carried by the engine is :	sqrt ( n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
in the graduating class of a certain college , n0 percent of the students are male and n1 percent are female . in this class n3 percent of the male and n3 percent of the female students are n5 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n5 years old ?	divide ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #3 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
an equal number of desks and bookcases are to be placed along a library wall that is n0 meters long . each desk is n1 meters long , and each bookshelf is n2 meters long . if the maximum possible number of desks and bookcases are to be placed along the wall , then the space along the wall that is left over will be how many meters w long ?	multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
three pipes a , b and c can fill a tank from empty to full in n1 minutes , n1 minutes and n2 minutes respectively . when the tank is empty , all the three pipes are opened . a , b and c discharge chemical solutions p , q and r respectively . what is the proportion of solution q in the liquid in the tank after n3 minutes ?	divide ( n3 , n2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( const_1 , #5 ) | multiply ( #0 , #6 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
when a student joe , weighing n0 kg , joins a group of students whose average weight is n3 kg , the average weight goes up by n2 kg . subsequently , if two students , excluding joe , leave the group the average weight comes back to n3 kg . what is the difference between the average weight of the two students who left and the weight of joe ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , n2 ) | add ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( n0 , #7 )
uba capital recently bought brand new vehicles for office use . uba capital only went for toyota and honda and bought more of toyota than honda at the ratio of n0 : n1 . if n2 % of the toyota bought and n3 % of the honda bought were suv no_ascii_21 no_ascii_15 no_ascii_38 s . how many suv no_ascii_21 no_ascii_15 no_ascii_38 s did uba capital buy in the aforementioned purchase ?	multiply ( n0 , n1 ) | add ( #0 , #0 ) | subtract ( const_100 , #1 )
for each of her sales , a saleswoman receives a commission equal to n0 percent of the first $ n3 of the total amount of the sale , plus n2 percent of the total amount in excess of $ n3 . if the total amount of one of her sales was $ n4 , the saleswoman no_ascii_32 s commission was approximately what percent of the total amount of the sale ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n4 ) | multiply ( #6 , const_100 )
at a restaurant , glasses are stored in two different - sized boxes . one box contains n0 glasses , and the other contains n3 glasses . if the average number of glasses per box is n2 , and there are n3 more of the larger boxes , what is the total number of glasses q at the restaurant ? ( assume that all boxes are filled to capacity . )	multiply ( n1 , const_2 ) | multiply ( n2 , #0 )
when a student joe , weighing n0 kg , joins a group of students whose average weight is n3 kg , the average weight goes up by n2 kg . subsequently , if two students , excluding joe , leave the group the average weight comes back to n3 kg . what is the difference between the average weight of the two students who left and the weight of joe ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , const_1 ) | add ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( n0 , #7 )
a train travels from new york to chicago , a distance of approximately n0 miles , at an average rate of n1 miles per hour and arrives in chicago at n2 : n3 in evening , chicago time . at what hour in the morning , new york time , did the train depart for chicago ? ( note : chicago time is one hour earlier than new york time )	add ( n2 , const_1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_3 ) | subtract ( #2 , #1 )
in the annual cultural programme of indra prastha there was this math quiz going on . yudhisthir faced this last question that will bring the champion ' s trophy . what will be thesolution for the given problem ? the function f is defined is defined asf ( n0 x + n2 ) = ( x - n2 ) ( x + n3 ) what is f ( n4 ) ?	subtract ( n4 , n1 ) | divide ( #0 , n0 ) | add ( n3 , #1 ) | subtract ( #1 , n1 ) | multiply ( #2 , #3 )
a certain debt will be paid in n0 installments from january n1 to december n2 of a certain year . each of the first n6 payments is to be $ n4 ; each of the remaining payments is to be $ n5 more than each of the first n6 payments . what is the average ( arithmetic mean ) payment that will be made on the debt for the year ?	add ( n4 , n5 ) | multiply ( n3 , n4 ) | subtract ( n0 , n3 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n0 )
the cyclist walking at a constant rate of n0 miles per hour is passed by a car traveling in the same direction along the same path at n1 miles per hour . the car stops to wait for the cyclist for n2 minutes after passing her , while the cyclist continues to go at her constant rate , how many minutes must the car wait until the cyclist catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
a spirit and water solution is sold in a market . the cost per liter of the solution is directly proportional to the part ( fraction ) of spirit ( by volume ) the solution has . a solution of n3 liter of spirit and n3 liter of water costs n2 cents . how many cents does a solution of n3 liter of spirit and n4 liters of water cost ?	add ( n0 , n4 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 )
the pilot of a small aircraft with a n0 - gallon fuel tank wants to fly to cleveland , which is n1 miles away . the pilot recognizes that the current engine , which can fly only n2 miles per gallon , will not get him there . by how many miles per gallon must the aircraft no_ascii_32 s fuel efficiency be improved to make the flight to cleveland possible ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of the generic equivalent of one of its products and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percent did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
the speed of a railway engine is n0 km per hour when no compartment is attached , and the reduction in speed is directly proportional to the square root of the number of compartments attached . if the speed of the train carried by this engine is n1 km per hour when n2 compartments are attached , the maximum number of compartments that can be carried by the engine is :	sqrt ( n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
the pilot of a small aircraft with a n0 - gallon fuel tank wants to fly to cleveland , which is n1 miles away . the pilot recognizes that the current engine , which can fly only n2 miles per gallon , will not get him there . by how many miles per gallon must the aircraft no_ascii_32 s fuel efficiency be improved to make the flight to cleveland possible ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
the instructions state that cheryl needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the instructions state that cheryl needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
the rate of interest on a sum of money is n1 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occurred on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
sarah is driving to the airport . after driving at n0 miles per hour for one hour , she realizes that if she continues at that same average rate she will be an hour late for her flight . she then travels n1 miles per hour for the rest of the trip , and arrives n2 minutes before her flight departs . how many miles did she drive in all ?	subtract ( n0 , n2 ) | subtract ( n2 , #0 )
rahul ' s housing colony have one tap , working alone at its maximum constant rate , can fill a certain tank in n0 seconds . a second tap , working alone at its maximum constant rate , can fill the same tank in n1 seconds . if both taps work together at their respective maximum constant rates , the time it will take to fill the tank is closest to	add ( n0 , n1 ) | divide ( n0 , #0 ) | multiply ( n0 , #1 )
two cars are traveling in the same direction along the same route . the red car travels at a constant speed of n0 miles per hour , and the black car is traveling at a constant speed of n1 miles per hour . if the red car is n2 miles ahead of the black car , how many hours will it take the black car to overtake the red car ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
a certain manufacturer of cake , muffin , and bread mixes has n4 buyers , of whom n1 purchases cake mix , n2 purchase muffin mix , and n3 purchase both cake mix and muffin mix . if a buyer is to be selected at random from the n4 buyers , what is the probability that the buyer selected will be one who purchases neither cake mix nor muffin mix ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
car a is n0 miles behind car b , which is traveling in the same direction along the same route as car a . car a is traveling at a constant speed of n1 miles per hour and car bis traveling at a constant speed of n2 miles per hour . how many hours will it take for car a to overtake and drive n3 miles ahead of car b ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 )
java house charges $ n0 for a cup of coffee that costs a total of $ n1 to make . cup ' o ' joe charges $ n2 for a cup that costs $ n3 to make . if java house sells n4 cups of coffee , how many must cup ' o ' joe sell to make at least as much in total gross profit as its competitor does ?	multiply ( const_10 , const_1000 ) | subtract ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , #0 )
car a is n0 miles behind car b , which is traveling in the same direction along the same route as car a . car a is traveling at a constant speed of n1 miles per hour and car bis traveling at a constant speed of n2 miles per hour . how many hours will it take for car a to overtake and drive n3 miles ahead of car b ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
two cars are traveling in the same direction along the same route . the red car travels at a constant speed of n0 miles per hour , and the black car is traveling at a constant speed of n1 miles per hour . if the red car is n2 miles ahead of the black car , how many hours will it take the black car to overtake the red car ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
the rate of interest on a sum of money is n4 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occured on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
a batch of cookies was divided amomg n4 tins : n1 / n2 of all the cookies were placed in either the blue or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction of the cookies that were placed in the other tins were placed in the green tin	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 )
an equal number of desks and bookcases are to be placed along a library wall that is n0 meters long . each desk is n1 meters long , and each bookshelf is n2 meters long . if the maximum possible number of desks and bookcases are to be placed along the wall , then the space along the wall that is left over will be how many g meters long ?	multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
the ratio , by volume , of bleach to detergent to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of bleach ( b ) to detergent is tripled while the ratio of detergent to water is halved . if the altered solution will contain n3 liters of water , how many liters of detergent will it contain ?	divide ( n3 , n2 ) | divide ( n1 , const_2 ) | multiply ( #0 , #1 )
an equal number of desks and bookcases are to be placed along a library wall that is n0 meters long . each desk is n1 meters long , and each bookshelf is n2 meters long . if the maximum possible number of desks and bookcases are to be placed along the wall , then the space along the wall that is left over will be how many meters k long ?	multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
for each of her sales , a saleswoman receives a commission equal to n0 percent of the first $ n3 of the total amount of the sale , plus n2 percent of the total amount in excess of $ n3 . if the total amount of one of her sales was $ n4 , the saleswoman no_ascii_32 s commission was approximately what percent of the total amount of the sale ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n4 ) | multiply ( #6 , const_100 )
at a restaurant , glasses are stored in two different - sized boxes . one box contains n0 glasses , and the other contains n3 glasses . if the average number of glasses per box is n2 , and there are n3 more of the larger boxes , what is the total number of glasses r at the restaurant ? ( assume that all boxes are filled to capacity . )	multiply ( n1 , const_2 ) | multiply ( n2 , #0 )
a and b are two partially filled buckets of water . if n0 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
a scientist used a unique two - color code to identify each of the test subjects involved in a certain study . if the scientist found that choosing from among n0 colors produced enough color codes to identify all but n1 of the test subjects , how many test subjects were in the study ? ( assume that the order of the colors in the codes does not matter . )	factorial ( n0 ) | factorial ( const_2 ) | subtract ( n0 , const_2 ) | factorial ( #2 ) | multiply ( #3 , #1 ) | divide ( #0 , #4 ) | add ( n1 , #5 )
a train travels from new york to chicago , a distance of approximately n0 miles , at an average rate of n1 miles per hour and arrives in chicago at n2 : n3 in evening , chicago time . at what hour in the morning , new york time , did the train depart for chicago ? ( note : chicago time is one hour earlier than new york time )	add ( n2 , const_1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_3 ) | subtract ( #2 , #1 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
the total number of plums that grew during each year on a certain plum tree was equal to the number of plums that grew during the previous year , less the age of the tree in years ( rounded to the nearest lower integer . ) during its n0 rd year , this plum tree grew n1 plums . how many plums did it grow during its n2 th year ?	add ( const_1 , const_4 ) | subtract ( n1 , const_4 ) | subtract ( #1 , #0 ) | subtract ( #2 , n2 )
n0 reputed college students were asked in a survey if they preferred windows or mac brand computers . n1 students claimed that they preferred mac to windows brand computers . one third as many of the students who preferred mac to windows , equally preferred both brands . n2 of the students had no preference . how many of the students in the survey preferred windows to mac brand computers ?	add ( n1 , n2 ) | divide ( n1 , const_3 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
three pipes a , b and c can fill a tank from empty to full in n1 minutes , n1 minutes and n2 minutes respectively . when the tank is empty , all the three pipes are opened . a , b and c discharge chemical solutions p , q and r respectively . what is the proportion of solution p in the liquid in the tank after n3 minutes ?	divide ( n3 , n2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( const_1 , #5 ) | multiply ( #0 , #6 )
when xyz co discontinued an agency arrangement with john , management held his commission of rs . n0 / - for one month . earlier john had availed an advance agency fees of n1 / - from company . but robert forgot that . after one month john asked his fees and accountant gives rs . n2 / - to him . what is the incentive amount given to john ?	add ( n1 , n2 ) | subtract ( #0 , n0 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
in the graduating class of a certain college , n0 percent of the students are male and n1 percent are female . in this class n2 percent of the male and n3 percent of the female students are n5 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n5 years old ?	divide ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #3 )
at a restaurant , glasses are stored in two different - sized boxes . one box contains n0 glasses , and the other contains n3 glasses . if the average number of glasses per box is n2 , and there are n3 more of the larger boxes , what is the total number of glasses t at the restaurant ? ( assume that all boxes are filled to capacity . )	multiply ( n1 , const_2 ) | multiply ( n2 , #0 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 ; million in sales of generic equivalent of one of its products and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percent did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | subtract ( #0 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_100 )
two cars are traveling in the same direction along the same route . the red car travels at a constant speed of n0 miles per hour , and the black car is traveling at a constant speed of n1 miles per hour . if the red car is n2 miles ahead of the black car , how many hours will it take the black car to overtake the red car ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
a hiker walked for n2 days . she walked n1 miles on the first day , walking n2 miles per hour . on the second day she walked for one less hour but she walked one mile per hour , faster than on the first day . on the third day she walked at n3 miles per hour for n4 hours . how many miles in total did she walk ?	multiply ( n3 , const_4 ) | multiply ( n3 , n4 ) | add ( n1 , #0 ) | add ( #2 , #1 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
the instructions state that deepthi needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material deepthi used ?	divide ( n0 , n1 ) | divide ( const_3 , const_10 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
cara leaves her home and walks toward don ' s house . two hours later , don leaves his home and walks toward cara ' s house . the distance between their homes is n0 kilometers , cara ' s walking speed is n1 km / h , and don ' s walking speed is n2 km / h . how many kilometers will cara walk before she meets don ?	add ( n1 , n2 ) | multiply ( n1 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( n1 , #3 ) | add ( #1 , #4 )
the rate of interest on a sum of money is n6 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occured on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
a certain debt will be paid in n0 installments from january n1 to december n2 of a certain year . each of the first n6 payments is to be $ n4 ; each of the remaining payments is to be $ n5 more than each of the first n6 payments . what is the average ( arithmetic mean ) payment that will be made on the debt for the year ?	add ( n4 , n5 ) | multiply ( n3 , n4 ) | subtract ( n0 , n3 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n0 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of the generic equivalent of one of its products and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percent did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
a certain manufacturer of cake , muffin , and bread mixes has n4 buyers , of whom n1 purchases cake mix , n2 purchase muffin mix , and n3 purchase both cake mix and muffin mix . if a buyer is to be selected at random from the n4 buyers , what is the probability that the buyer selected will be one who purchases neither cake mix nor muffin mix ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
in the graduating class of a certain college , n0 percent of the students are male and n1 percent are female . in this class n2 percent of the male and n3 percent of the female students are n5 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n5 years old ?	divide ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #3 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
car a is n0 miles behind car b , which is traveling in the same direction along the same route as car a . car a is traveling at a constant speed of n1 miles per hour and car bis traveling at a constant speed of n2 miles per hour . how many hours will it take for car a to overtake and drive n3 miles ahead of car b ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 )
a certain manufacturer of cake , muffin , and bread mixes has n4 buyers , of whom n1 purchases cake mix , n2 purchase muffin mix , and n3 purchase both cake mix and muffin mix . if a buyer is to be selected at random from the n4 buyers , what is the probability that the buyer selected will be one who purchases neither cake mix nor muffin mix ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a and b are two partially filled buckets of water . if n0 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
the instructions state that cheryl needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n1 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
three pipes a , b and c can fill a tank from empty to full in n1 minutes , n1 minutes and n2 minutes respectively . when the tank is empty , all the three pipes are opened . a , b and c discharge chemical solutions p , q and r respectively . what is the proportion of solution r in the liquid in the tank after n3 minutes ?	divide ( n3 , n2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | add ( #1 , #1 ) | add ( #3 , #2 ) | multiply ( n3 , #4 ) | divide ( const_1 , #5 ) | multiply ( #0 , #6 )
a worker is paid a regular rate of rs . n0 for completing a survey . the worker completes n1 surveys per week . for any survey involving the use of her cellphone , she is paid at a rate of that is n2 % higher than her regular rate . if she completed n3 surveys involving the use of her cellphone , how much did she get that week ?	divide ( n2 , n1 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
a certain debt will be paid in n0 installments from january n1 to december n2 of a certain year . each of the first n6 payments is to be $ n4 ; each of the remaining payments is to be $ n5 more than each of the first n6 payments . what is the average ( arithmetic mean ) payment that will be made on the debt for the year ?	add ( n4 , n5 ) | multiply ( n3 , n4 ) | subtract ( n0 , n3 ) | multiply ( #0 , #2 ) | add ( #1 , #3 ) | divide ( #4 , n0 )
a train travels from new york to chicago , a distance of approximately n0 miles , at an average rate of n1 miles per hour and arrives in chicago at n2 : n3 in evening , chicago time . at what hour in the morning , new york time , did the train depart for chicago ? ( note : chicago time is one hour earlier than new york time )	add ( n2 , const_1 ) | divide ( n0 , n1 ) | multiply ( #0 , const_3 ) | subtract ( #2 , #1 )
car a is n0 miles behind car b , which is traveling in the same direction along the same route as car a . car a is traveling at a constant speed of n1 miles per hour and car bis traveling at a constant speed of n2 miles per hour . how many hours will it take for car a to overtake and drive n3 miles ahead of car b ?	add ( n0 , n3 ) | subtract ( n1 , n2 ) | divide ( #0 , #1 )
the rate of increase of the price of sugar is observed to be n0 percent more than the inflation rate expressed in percentage . the price of sugar , on january n7 , n4 , is rs . n3 per kg . the inflation rate for the years n4 and n5 are expected to be n6 % each . the expected price of sugar on january n7 , n8 would be	add ( n0 , n6 ) | multiply ( const_100 , const_100 ) | add ( #0 , const_100 ) | multiply ( n3 , #2 ) | multiply ( #2 , #3 ) | divide ( #4 , #1 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
in a colony of n0 resident s , the ratio of the number of men and women is n4 : n2 . among the women , the ratio of the educated to the uneducated is n3 : n4 . if the ratio of the number of education to uneducated persons is n5 : n6 , then find the ratio of the number of educated and uneducated men in the colony ?	add ( n5 , n6 ) | add ( n1 , n3 ) | add ( n1 , n2 ) | divide ( n5 , #0 ) | divide ( n3 , #1 ) | divide ( n2 , #2 ) | divide ( n1 , #2 ) | multiply ( n0 , #3 ) | multiply ( n0 , #5 ) | multiply ( n0 , #6 ) | multiply ( #4 , #8 ) | subtract ( #7 , #10 ) | subtract ( #9 , #11 ) | divide ( #11 , #12 )
a pharmaceutical company received $ n0 million in royalties on the first $ n4 million in sales of the generic equivalent of one of its products and then $ n2 million in royalties on the next $ n5 million in sales . by approximately what percent did the ratio of royalties to sales decrease from the first $ n4 million in sales to the next $ n5 million in sales ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | subtract ( #2 , #3 ) | divide ( #4 , #2 ) | multiply ( #5 , const_100 )
on the coordinate plane , points p and u are defined by the coordinates ( - n0 , n1 ) and ( n3 , n3 ) , respectively , and are connected to form a chord of a circle which also lies on the plane . if the area of the circle is ( n4 / n5 ) no_ascii_35 , what are the coordinates of the center of the circle ?	divide ( n2 , n3 ) | multiply ( const_3 , const_3 ) | sqrt ( #0 ) | add ( #1 , #2 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
sarah is driving to the airport . after driving at n0 miles per hour for one hour , she realizes that if she continues at that same average rate she will be an hour late for her flight . she then travels n1 miles per hour for the rest of the trip , and arrives n2 minutes before her flight departs . how many miles did she drive in all ?	subtract ( n0 , n2 ) | subtract ( n2 , #0 )
sarah is driving to the airport . after driving at n0 miles per hour for one hour , she realizes that if she continues at that same average rate she will be an hour late for her flight . she then travels n1 miles per hour for the rest of the trip , and arrives n2 minutes before her flight departs . how many miles did she drive in all ?	subtract ( n0 , n2 ) | subtract ( n2 , #0 )
alice leaves her home and walks toward bob ' s house . one hour later , bob leaves his home and walks toward alice ' s house . the distance between their homes is n0 kilometers , alice ' s walking speed is n1 km / h , and bob ' s walking speed is n2 km / h . how many kilometers will alice walk before she meets bob ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | add ( n1 , #3 )
the inside dimensions of a rectangular wooden box are n0 meters by n1 meters by n2 meters . a cylindrical drum is to be placed inside the box so that it stands upright when the closed box rests on one of its six faces . of all such drums that could be used , what is the volume , in cubic meters , of the one that has maximum volume ?	divide ( n0 , const_2 ) | divide ( n1 , const_2 ) | volume_cylinder ( #0 , n1 ) | volume_cylinder ( #0 , n2 ) | volume_cylinder ( #1 , n0 ) | max ( #2 , #3 ) | max ( #5 , #4 )
the rate of interest on a sum of money is n0 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occured on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
on a certain day , tim invested $ n0 at n1 percent annual interest , compounded annually , and lana invested n2 , n3 at n4 percent annual interest , compounded annually . the total amount of interest earned by tim no_ascii_32 s investment in the first n6 years was how much greater than the total amount of interest earned by lana no_ascii_32 s investment in the first n6 years ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n4 ) | power ( #3 , n4 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , n2 ) | subtract ( #8 , #9 )
a department store perceived a run on a lower priced garment and raised the price by n0 % to keep stock available until another shipment arrived . customers fumed and the department store manager allowed them to purchase the garments at n1 % of the new price to save face . what was the difference in the new retail price and the price the customers were allowed to pay instead ?	add ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , const_100 ) | multiply ( #1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
sarah is driving to the airport . after driving at n0 miles per hour for one hour , she realizes that if she continues at that same average rate she will be an hour late for her flight . she then travels n1 miles per hour for the rest of the trip , and arrives n2 minutes before her flight departs . how many miles did she drive in all ?	subtract ( n0 , n2 ) | subtract ( n2 , #0 )
on a certain day , tim invested $ n0 at n1 percent annual interest , compounded annually , and lana invested n2 , n3 at n4 percent annual interest , compounded annually . the total amount of interest earned by tim no_ascii_32 s investment in the first n6 years was how much greater than the total amount of interest earned by lana no_ascii_32 s investment in the first n6 years ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | power ( #2 , n4 ) | power ( #3 , n4 ) | multiply ( n0 , #4 ) | multiply ( n2 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , n2 ) | subtract ( #8 , #9 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a = { n12 , n6 , - n2 , n10 , - n4 , - n5 } b = { - n6 , n7 , - n8 , n9 , n10 , - n11 } if a is a number that is randomly selected from set a , and b is a number that is randomly selected from set b , what is the probability that ab < n12 ?	divide ( n2 , n3 ) | divide ( n7 , n3 ) | divide ( const_3 , n3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
for each of her sales , a saleswoman receives a commission equal to n0 percent of the first $ n3 of the total amount of the sale , plus n2 percent of the total amount in excess of $ n3 . if the total amount of one of her sales was $ n4 , the saleswoman no_ascii_32 s commission was approximately what percent of the total amount of the sale ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n4 ) | multiply ( #6 , const_100 )
a hiker walked for n4 days . she walked n1 miles on the first day , walking n4 miles per hour . on the second day she walked for one less hour but she walked one mile per hour , faster than on the first day . on the third day she walked at n3 miles per hour for n4 hours . how many miles in total did she walk ?	multiply ( n3 , const_4 ) | multiply ( n3 , n4 ) | add ( n1 , #0 ) | add ( #2 , #1 )
along a road lie an odd number of stones placed at intervals of n0 m . these stones have to be assembled around the middle stone . a person can carry only one stone at a time . a man carried out the job starting with the stone in the middle , carrying stones in succession , thereby covering a distance of n1 km . then the number of stones is	multiply ( n1 , const_1000 ) | multiply ( const_2 , const_2 ) | multiply ( const_4 , const_4 ) | multiply ( n0 , #1 ) | divide ( #0 , #3 ) | multiply ( #4 , const_2 ) | divide ( #5 , #2 ) | multiply ( #6 , const_2 ) | add ( #7 , const_1 )
a certain manufacturer of cake , muffin , and bread mixes has n4 buyers , of whom n1 purchases cake mix , n2 purchase muffin mix , and n3 purchase both cake mix and muffin mix . if a buyer is to be selected at random from the n4 buyers , what is the probability that the buyer selected will be one who purchases neither cake mix nor muffin mix ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
for each of her sales , a saleswoman receives a commission equal to n0 percent of the first $ n3 of the total amount of the sale , plus n2 percent of the total amount in excess of $ n3 . if the total amount of one of her sales was $ n4 , the saleswoman no_ascii_32 s commission was approximately what percent of the total amount of the sale ?	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | subtract ( n4 , n1 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n4 ) | multiply ( #6 , const_100 )
mike took a taxi to the airport and paid $ n2 to start plus $ n4 per mile . annie took a different route to the airport and paid $ n2 plus $ n3 in bridge toll fees plus $ n4 per mile . if each was charged exactly the same amount , and annie ' s ride was n5 miles , how many miles was mike ' s ride ?	add ( n0 , n3 ) | multiply ( n1 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n1 )
a right circular cylinder has a height of n0 and a radius of n1 . a rectangular solid with a height of n2 and a square base , is placed in the cylinder such that each of the corners of the solid is tangent to the cylinder wall . liquid is then poured into the cylinder such that it reaches the rim . what is the volume of the liquid ?	volume_cylinder ( n1 , n0 ) | divide ( #0 , const_2 )
the instructions state that cheryl needs n4 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the pilot of a small aircraft with a n0 - gallon fuel tank wants to fly to cleveland , which is n1 miles away . the pilot recognizes that the current engine , which can fly only n2 miles per gallon , will not get him there . by how many miles per gallon must the aircraft no_ascii_32 s fuel efficiency be improved to make the flight to cleveland possible ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a batch of cookies was divided amomg n0 tins : n1 / n2 of all the cookies were placed in either the blue or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction of the cookies that were placed in the other tins were placed in the green tin	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( const_1 , #0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 )
an equal number of desks and bookcases are to be placed along a library wall that is n0 meters long . each desk is n1 meters long , and each bookshelf is n2 meters long . if the maximum possible number of desks and bookcases are to be placed along the wall , then the space along the wall that is left over will be how many meters q long ?	multiply ( n1 , const_4 ) | multiply ( n2 , const_4 ) | add ( #0 , #1 ) | subtract ( n0 , #2 )
jerry and beth each drove from smallville to crown city by different routes . jerry drove an an average speed of n0 miles per hour and completed the trip in n1 minutes . beth ' s route was n2 miles longer , and it took her n3 minutes more than jerry to complete the trip . how many miles per hour was beth ' s average speed on this trip ?	add ( n1 , n3 ) | divide ( n0 , const_60 ) | multiply ( n1 , #1 ) | add ( n2 , #2 ) | speed ( #3 , #0 ) | multiply ( #4 , const_60 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
when a student joe , weighing n0 kg , joins a group of students whose average weight is n3 kg , the average weight goes up by n2 kg . subsequently , if two students , excluding joe , leave the group the average weight comes back to n3 kg . what is the difference between the average weight of the two students who left and the weight of joe ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , n2 ) | add ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( n0 , #7 )
a certain manufacturer of cake , muffin , and bread mixes has n4 buyers , of whom n1 purchases cake mix , n2 purchase muffin mix , and n3 purchase both cake mix and muffin mix . if a buyer is to be selected at random from the n4 buyers , what is the probability that the buyer selected will be one who purchases neither cake mix nor muffin mix ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 ) | divide ( #2 , n0 )
the rate of interest on a sum of money is n0 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occured on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
when a student joe , weighing n0 kg , joins a group of students whose average weight is n3 kg , the average weight goes up by n2 kg . subsequently , if two students , excluding joe , leave the group the average weight comes back to n3 kg . what is the difference between the average weight of the two students who left and the weight of joe ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , n2 ) | add ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( n0 , #7 )
the instructions state that cheryl needs n0 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
the rate of interest on a sum of money is n0 % p . a . for the first n1 years , n3 % p . a . for the next n3 years , and n4 % for the period beyond n5 years . if the s . i , occured on the sum for the total period of n6 years is rs . n7 / - , the sum is	divide ( n7 , n7 )
a spirit and water solution is sold in a market . the cost per liter of the solution is directly proportional to the part ( fraction ) of spirit ( by volume ) the solution has . a solution of n3 liter of spirit and n3 liter of water costs n2 cents . how many cents does a solution of n3 liter of spirit and n4 liters of water cost ?	add ( n0 , n4 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 )
when a student joe , weighing n0 kg , joins a group of students whose average weight is n3 kg , the average weight goes up by n2 kg . subsequently , if two students , excluding joe , leave the group the average weight comes back to n3 kg . what is the difference between the average weight of the two students who left and the weight of joe ?	add ( n1 , n2 ) | subtract ( n0 , #0 ) | multiply ( n1 , #1 ) | subtract ( #1 , n2 ) | add ( n0 , #2 ) | multiply ( n1 , #3 ) | subtract ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( n0 , #7 )
truck x is n0 miles ahead of truck y , which is traveling the same direction along the same route as truck x . if truck x is traveling at an average speed of n1 miles per hour and truck y is traveling at an average speed of n2 miles per hour , how long will it take truck y to overtake and drive n3 miles ahead of truck x ?	add ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
the pilot of a small aircraft with a n0 - gallon fuel tank wants to fly to cleveland , which is n1 miles away . the pilot recognizes that the current engine , which can fly only n2 miles per gallon , will not get him there . by how many miles per gallon must the aircraft no_ascii_32 s fuel efficiency be improved to make the flight to cleveland possible ?	divide ( n1 , n0 ) | subtract ( #0 , n2 )
a and b are two partially filled buckets of water . if n0 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
a batch of cookies was divided amomg n2 tins : n1 / n2 of all the cookies were placed in either the blue or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction of the cookies that were placed in the other tins were placed in the green tin	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
a spirit and water solution is sold in a market . the cost per liter of the solution is directly proportional to the part ( fraction ) of spirit ( by volume ) the solution has . a solution of n3 liter of spirit and n3 liter of water costs n2 cents . how many cents does a solution of n3 liter of spirit and n4 liters of water cost ?	add ( n0 , n4 ) | divide ( n0 , #0 ) | multiply ( n2 , #1 ) | multiply ( #0 , #2 )
sandy leaves her home and walks toward ed ' s house . two hours later , ed leaves his home and walks toward sandy ' s house . the distance between their homes is n0 kilometers , sandy ' s walking speed is n1 km / h , and ed ' s walking speed is n2 km / h . how many kilometers will sandy walk before she meets ed ?	add ( n1 , n2 ) | multiply ( n1 , const_2 ) | subtract ( n0 , #1 ) | divide ( #2 , #0 ) | multiply ( n1 , #3 ) | add ( #4 , #1 )
a local restaurant recently renovated its dining space , purchasing new tables and chairs to use in addition to the original tables and chairs . the new tables each seat n0 customers , while the original tables each seat n1 customers . altogether , the restaurant now has n2 tables and is capable of seating n3 customers . how many more new tables than original tables does the restaurant have ?	multiply ( n0 , n2 ) | subtract ( n0 , n1 ) | subtract ( #0 , n3 ) | divide ( #2 , #1 ) | subtract ( n2 , #3 ) | subtract ( #4 , #3 )
there are n7 employees in the office of abc company . of these , n1 have taken an accounting course , n2 have taken a course in finance and n3 have taken a marketing course . n4 of the employees have taken exactly two of the courses and n5 employee has taken all n6 of the courses . how many of the n7 employees have taken none of the courses ?	add ( n1 , n2 ) | multiply ( n5 , const_2 ) | add ( n3 , #0 ) | subtract ( #2 , n4 ) | subtract ( #3 , #1 ) | subtract ( n0 , #4 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
angelina walked n0 meters from her home to the grocery at a constant speed . she then walked n1 meters to the gym at double the speed . she spent n2 seconds less on her way from the grocery to the gym than on her way from home to the grocery . what was angelina ' s speed , in meters per second , from the grocery to the gym ?	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , n2 ) | multiply ( #2 , const_2 )
in the graduating class of a certain college , n0 percent of the students are male and n1 percent are female . in this class n2 percent of the male and n3 percent of the female students are n5 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n5 years old ?	divide ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #3 )
in a certain pond , n1 fish were caught , tagged , and returned to the pond . a few days later , n1 fish were caught again , of which n2 were found to have been tagged . if the percent of tagged fish in the second catch approximates the percent of tagged fish in the pond , what ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
in the graduating class of a certain college , n0 percent of the students are male and n1 percent are female . in this class n2 percent of the male and n3 percent of the female students are n5 years old or older . if one student in the class is randomly selected , approximately what is the probability that he or she will be less than n5 years old ?	divide ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #3 )
the speed of a railway engine is n0 km per hour when no compartment is attached , and the reduction in speed is directly proportional to the square root of the number of compartments attached . if the speed of the train carried by this engine is n1 km per hour when n2 compartments are attached , the maximum number of compartments that can be carried by the engine is :	sqrt ( n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #0 ) | divide ( n0 , #2 ) | power ( #3 , const_2 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
the instructions state that cheryl needs n3 / n1 square yards of one type of material and n2 / n3 square yards of another type of material for a project . she buys exactly that amount . after finishing the project , however , she has n4 / n5 square yards left that she did not use . what is the total amount of square yards of material cheryl used ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | subtract ( #3 , #2 )
a batch of cookies was divided amomg n1 tins : n1 / n2 of all the cookies were placed in either the blue or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction of the cookies that were placed in the other tins were placed in the green tin	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 )
a farm is made up of brown and white goats . the number of male brown goats is n0 % less than the total number of brown goats . the total number of female goats is n1 times more than the number of female brown goats . if the total population of male goats is half the population of the female goats , what percentage of male goats are brown ?	divide ( n0 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #1 , const_4 )
truck x is n0 miles ahead of truck y , which is traveling the same direction along the same route as truck x . if truck x is traveling at an average speed of n1 miles per hour and truck y is traveling at an average speed of n2 miles per hour , how long will it take truck y to overtake and drive n3 miles ahead of truck x ?	add ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
eddy and freddy start simultaneously from city a and they travel to city b and city c respectively . eddy takes n0 hours and freddy takes n1 hours to complete the journey . if the distance between city a and city b is n2 kms and city a and city c is n3 kms . what is the ratio of their average speed of travel ? ( eddy : freddy )	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 )
a worker is paid a regular rate of rs . n0 for completing a survey . the worker completes n1 surveys per week . for any survey involving the use of her cellphone , she is paid at a rate of that is n2 % higher than her regular rate . if she completed n3 surveys involving the use of her cellphone , how much did she get that week ?	divide ( n2 , n1 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
mike took a taxi to the airport and paid $ n2 to start plus $ n4 per mile . annie took a different route to the airport and paid $ n2 plus $ n3 in bridge toll fees plus $ n4 per mile . if each was charged exactly the same amount , and annie ' s ride was n5 miles , how many miles was mike ' s ride ?	add ( n0 , n3 ) | multiply ( n1 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n1 )
two cars are traveling in the same direction along the same route . the red car travels at a constant speed of n0 miles per hour , and the black car is traveling at a constant speed of n1 miles per hour . if the red car is n2 miles ahead of the black car , how many hours will it take the black car to overtake the red car ?	subtract ( n1 , n0 ) | divide ( n2 , #0 )
mike took a taxi to the airport and paid $ n2 to start plus $ n4 per mile . annie took a different route to the airport and paid $ n2 plus $ n3 in bridge toll fees plus $ n4 per mile . if each was charged exactly the same amount , and annie ' s ride was n5 miles , how many miles was mike ' s ride ?	add ( n0 , n3 ) | multiply ( n1 , n5 ) | add ( #0 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n1 )
train a is n0 miles ahead of train b , which is traveling the same direction along the same route as train a . if train a is traveling at an average speed of n1 miles per hour and train b is traveling at an average speed of n2 miles per hour , how long will it take train b to overtake and drive n3 miles ahead of train a ?	add ( n0 , n3 ) | subtract ( n2 , n1 ) | divide ( #0 , #1 )
a and b are two partially filled buckets of water . if n1 liters are transferred from a to b , then a would contain one - third of the amount of water in b . alternatively , if n1 liters are transferred from b to a , b would contain one - half of the amount of water in a . bucket a contains how many liters of water ?	add ( n0 , const_3 ) | divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | add ( #0 , const_2 ) | add ( #2 , const_2 ) | multiply ( #3 , #1 ) | divide ( #5 , #4 )
a batch of cookies was divided amomg n1 tins : n1 / n4 of all the cookies were placed in either the blue or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction of the cookies that were placed in the other tins were placed in the green tin	divide ( n1 , n2 ) | divide ( n3 , n4 ) | subtract ( n3 , #0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 )
in a certain town , the ratio of ny yankees fans to ny mets fans is n0 : n1 , and the ratio of ny mets fans to boston red sox fans is n2 : n3 . if there are n4 baseball fans in the town , each of whom is a fan of exactly one of those three teams , how many ny mets fans are there in this town ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n2 , #3 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
a customer bought a product at the shop . however , the shopkeeper increased the price of the product by n0 % so that the customer could not buy the required amount of the product . the customer managed to buy only n1 % of the required amount . what is the difference in the amount of money that the customer paid for the second purchase compared to the first purchase ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a customer bought a product at the shop . however , the shopkeeper increased the price of the product by n0 % so that the customer could not buy the required amount of the product . the customer managed to buy only n1 % of the required amount . what is the difference in the amount of money that the customer paid for the second purchase compared to the first purchase ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 , n2 in a long - term bond that pays n3 percent interest , compounded annually , what will be the approximate total amount of the investment n4 years later , when pat is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
an amount of rs . n0 is to be distributed amongst p , q , r and s such that no_ascii_30 p no_ascii_79 gets twice as that of no_ascii_30 q no_ascii_79 and no_ascii_30 s no_ascii_79 gets n1 times as that of no_ascii_30 r no_ascii_79 . if no_ascii_30 q no_ascii_79 and no_ascii_30 r no_ascii_79 are to receive equal amount , what is the difference between the amounts received by s and p ?	add ( const_1 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | divide ( n0 , #2 ) | multiply ( n1 , #3 ) | multiply ( #3 , const_2 ) | subtract ( #4 , #5 )
the student manager of the university theater estimated that for every n0 movie tickets sold on valentine ' s weekend , the theater will sell n1 packs of grain crackers at $ n2 each , n5 bottles of a beverage at $ n4 each , and n5 chocolate bars at $ n6 each . find the approximate average ( arithmetic mean ) amount of estimated snack sales per movie ticket sold .	multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n3 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
there is a rectangular prism made of n0 in cubes that has been covered in tin foil . there are exactly n2 cubes that are not touching any tin foil on any of their sides . if the width of the figure created by these n2 cubes is twice the length and twice the height , what is the measure q in inches of the width of the foil covered prism ?	inverse ( const_3 ) | multiply ( n0 , const_2 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | power ( #3 , #0 ) | multiply ( #1 , #4 ) | add ( #5 , #1 )
a certain library assesses fines for overdue books as follows . on the first day that a book is overdue , the total fine is $ n0 . for each additional day that the book is overdue , the total fine is either increased by $ n1 or doubled , whichever results in the lesser amount . what is the total for a book on the fifth day it is overdue ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n1 , #2 )
mr and mrs a are opposite to each other . the distance between mr a and mrs a are n0 km . the speed of mr a and mrs a are n1 kmph , n2 kmph respectively . one bee is running between mr a nose to mrs a nose and returning back to mr a nose . the speed of bee is n3 kmph . then how far bee traveled ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
a certain maroon paint contains n1 percent blue pigment and n1 percent red pigment by weight . a certain green paint contains n2 percent blue pigment and n3 percent yellow pigment . when these paints are mixed to produce a brown paint , the brown paint contains n4 percent blue pigment . if the brown paint weighs n5 grams , then the red pigment contributes how many grams of that weight ?	add ( const_100 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , const_10 )
a bowl of nuts is prepared for a party . brand p mixed nuts are n0 % almonds and brand q ' s deluxe nuts are n1 % almonds . if a bowl contains a total of n2 ounces of nuts , representing a mixture of both brands , and n3 ounces of the mixture are almonds , how many ounces of brand q ' s deluxe mixed nuts are used ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n3 , #2 ) | divide ( #4 , #3 )
the sum of the squares of the first n10 positive integers ( n1 ^ n18 + n18 ^ n18 + n5 ^ n18 + . . . + n10 ^ n18 ) is equal to n9 . what is the sum of the squares of the second n10 positive integers ( n11 ^ n18 + n13 ^ n18 + n15 ^ n18 + . . . + n17 ^ n18 ) ?	add ( n17 , n1 ) | add ( n5 , n5 ) | multiply ( n17 , n2 ) | add ( #2 , n1 ) | multiply ( n17 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n9 )
a customer bought a product at the shop . however , the shopkeeper increased the price of the product by n0 % so that the customer could not buy the required amount of the product . the customer managed to buy only n1 % of the required amount . what is the difference in the amount of money that the customer paid for the second purchase compared to the first purchase ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
on a certain day , joey , the ice - cream seller sold his ice creams to n0 different kids in a manner that each of the kids purchased half of the remaining ice creams and half ice - cream more . if we tell you that the fourth kid bought just a single ice cream , can you find out how many ice creams were sold by joey that day ?	multiply ( n0 , const_2 ) | add ( #0 , #0 ) | subtract ( #1 , const_1 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
a certain library assesses fines for overdue books as follows . on the first day that a book is overdue , the total fine is $ n0 . for each additional day that the book is overdue , the total fine is either increased by $ n1 or doubled , whichever results in the lesser amount . what is the total for a book on the third day it is overdue ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n1 , #2 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
mr . tom invested in fund x and fund y . the total amount she invested , in both funds combined , was $ n0 . in one year , fund x paid n1 % and fund y paid n2 % . the interest earned in fund y was exactly $ n3 greater than the interest earned in fund x . how much did ms . tom invest in fund x ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , #1 ) | multiply ( n0 , #0 ) | subtract ( #3 , n3 ) | divide ( #4 , #2 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
a customer bought a product at the shop . however , the shopkeeper increased the price of the product by n0 % so that the customer could not buy the required amount of the product . the customer managed to buy only n1 % of the required amount . what is the difference in the amount of money that the customer paid for the second purchase compared to the first purchase ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
sawyer is mixing up a salad dressing . regardless of the number of servings , the recipe requires that n0 / n1 of the finished dressing mix be peanut oil , n2 / n3 vinegar , and the remainder an even mixture of salt , pepper and sugar . if sawyer accidentally doubles the vinegar and forgets the sugar altogether , what proportion of the botched dressing will be peanut oil ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , const_1 ) | divide ( #0 , #2 )
a shop produces sarongs . the daily average production is given by n3 n + n1 , where n is the number of workers aside from the owner . in the first k days , n2 units are produced , and then n3 workers are added to the team . after another k days , the cumulative total is n4 . how many workers were part of the latter production run ?	add ( n0 , n1 )
city a and city b are n0 miles apart . train c departs city a , heading towards city b , at n1 : n2 and travels at n3 miles per hour . train d departs city b , heading towards city a , at n4 : n5 and travels at n6 miles per hour . the trains travel on parallel tracks . at what time do the two trains meet ?	add ( n4 , const_2 ) | divide ( #0 , n5 )
the scoring system in a certain football competition goes as follows : n0 points for victory , n1 point for a draw , and n2 points for defeat . each team plays n3 matches . if a team scored n4 points after n5 games , what is the least number of the remaining matches it has to win to reach the n6 - point mark by the end of the tournament ?	subtract ( n6 , n4 ) | subtract ( n3 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | floor ( #3 ) | add ( #4 , n1 )
a shop produces sarongs . the daily average production is given by n3 n + n1 , where n is the number of workers aside from the owner . in the first k days , n2 units are produced , and then n3 workers are added to the team . after another k days , the cumulative total is n4 . how many workers were part of the latter production run ?	add ( n0 , n1 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
each year for n5 years , a farmer increased the number of trees in a certain orchard by n1 / n5 of the number of trees in the orchard of the preceding year . if all of the trees thrived and there were n3 trees in the orchard at the end of n5 year period , how many trees were in the orchard at the beginning of the n5 year period .	divide ( n1 , n0 ) | add ( n1 , #0 ) | power ( #1 , n0 ) | divide ( n3 , #2 )
the scoring system in a certain football competition goes as follows : n0 points for victory , n1 point for a draw , and n2 points for defeat . each team plays n3 matches . if a team scored n4 points after n5 games , what is the least number of the remaining matches it has to win to reach the n6 - point mark by the end of the tournament ?	subtract ( n6 , n4 ) | subtract ( n3 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | floor ( #3 ) | add ( #4 , n1 )
in a certain town , the ratio of ny yankees fans to ny mets fans is n5 : n1 , and the ratio of ny mets fans to boston red sox fans is n2 : n3 . if there are n4 baseball fans in the town , each of whom is a fan of exactly one of those n5 teams , how many ny mets fans are there in this town ?	multiply ( n0 , n3 ) | divide ( n4 , #0 ) | multiply ( n2 , #1 )
a clock hangs on the wall of a railway station , n0 ft n1 in long and n2 ft n3 in high . those are the dimension of the wall , not the clock ! while waiting for a train we noticed that the hands of the clock were pointing in opposite directions , and were parallel to one of the diagonals of the wall , what was the exact time ?	multiply ( const_3 , const_4 ) | divide ( n3 , #0 ) | divide ( n1 , #0 ) | add ( n2 , #1 ) | add ( n0 , #2 ) | divide ( #3 , #4 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
city a and city b are n0 miles apart . train c departs city a , heading towards city b , at n1 : n5 and travels at n3 miles per hour . train d departs city b , heading towards city a , at n4 : n5 and travels at n6 miles per hour . the trains travel on parallel tracks . at what time do the two trains meet ?	add ( n4 , const_2 ) | divide ( #0 , n5 )
a certain company that sells only cars and trucks reported that revenues from car sales in n5 were down n1 percent from n9 and revenues from truck sales were up n3 percent from n9 . if total revenues from car sales and truck sales in n5 were up n6 percent from n9 , what is the ratio of revenue from car sales in n9 to revenue from truck sales in n9 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
john can complete a given task in n0 days . jane will take only n1 days to complete the same task . john and jane set out to complete the task by beginning to work together . however , jane was indisposed n2 days before the work got over . in how many days did the work get over from the time john and jane started to work on it together ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 ) | add ( n2 , #4 )
john can complete a given task in n0 days . jane will take only n1 days to complete the same task . john and jane set out to complete the task by beginning to work together . however , jane was indisposed n2 days before the work got over . in how many days did the work get over from the time john and jane started to work on it together ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 ) | add ( n2 , #4 )
a certain library assesses fines for overdue books as follows . on the first day that a book is overdue , the total fine is $ n0 . for each additional day that the book is overdue , the total fine is either increased by $ n1 or doubled , whichever results in the lesser amount . what is the total for a book on the fourth day it is overdue ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n1 , #2 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n1 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
a distributor sells a product through an on - line store , which take a commission of n2 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n1 per item . what is the price that the buyer observers on - line if the distributor wants to maintain a n2 % profit on the cost of the item ?	add ( n0 , const_100 ) | add ( n2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n1 , #3 ) | multiply ( #2 , #4 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
there is a rectangular prism made of n0 in cubes that has been covered in tin foil . there are exactly n2 cubes that are not touching any tin foil on any of their sides . if the width of the figure created by these n2 cubes is twice the length and twice the height , what is the p measure in inches of the width of the foil covered prism ?	inverse ( const_3 ) | multiply ( n0 , const_2 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | power ( #3 , #0 ) | multiply ( #1 , #4 ) | add ( #5 , #1 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n2 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
each year for n5 years , a farmer increased the number of trees in a certain orchard by n1 / n5 of the number of trees in the orchard of the preceding year . if all of the trees thrived and there were n3 trees in the orchard at the end of n5 year period , how many trees were in the orchard at the beginning of the n5 year period .	divide ( n1 , n0 ) | add ( n1 , #0 ) | power ( #1 , n0 ) | divide ( n3 , #2 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
each of the n0 boxes in a certain shipment weighs either n1 pounds or n6 pounds , and the average ( arithmetic mean ) weight of the boxes in the shipment is n3 pounds . if the average weight of the boxes in the shipment is to be reduced to n4 pounds by removing some of the n6 - pound boxes , how many n6 - pound boxes must be removed ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | subtract ( n2 , n1 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n1 , #6 ) | subtract ( n0 , #6 ) | multiply ( n2 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
there is a rectangular prism made of n0 in cubes that has been covered in tin foil . there are exactly n2 cubes that are not touching any tin foil on any of their sides . if the width of the figure created by these n2 cubes is twice the length and twice the height , what is the measure e in inches of the width of the foil covered prism ?	inverse ( const_3 ) | multiply ( n0 , const_2 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | power ( #3 , #0 ) | multiply ( #1 , #4 ) | add ( #5 , #1 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , const_10 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
mr . riddle invested in fund x and fund y . the total amount she invested , in both funds combined , was $ n0 . in one year , fund x paid n1 % and fund y paid n2 % . the interest earned in fund y was exactly $ n3 greater than the interest earned in fund x . how much did ms . tom invest in fund x ?	add ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( const_100 , const_10 ) | divide ( #1 , const_100 ) | subtract ( #3 , n3 ) | multiply ( #4 , const_100 ) | divide ( #5 , #0 ) | divide ( #6 , const_100 ) | add ( #7 , #2 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if pat ' s parents invested $ n3 , n2 in a long - term bond that pays n3 percent interest , compounded annually , what will be the approximate total amount of the investment n4 years later , when pat is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
the sum of the squares of the first n10 positive integers ( n1 ^ n18 + n18 ^ n18 + n5 ^ n18 + . . . + n10 ^ n18 ) is equal to n9 . what is the sum of the squares of the second n10 positive integers ( n11 ^ n18 + n13 ^ n18 + n15 ^ n18 + . . . + n17 ^ n18 ) ?	add ( n17 , n1 ) | add ( n5 , n5 ) | multiply ( n17 , n2 ) | add ( #2 , n1 ) | multiply ( n17 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n9 )
the sum of the squares of the first n10 positive integers ( n1 ^ n18 + n18 ^ n18 + n5 ^ n18 + . . . + n10 ^ n18 ) is equal to n9 . what is the sum of the squares of the second n10 positive integers ( n11 ^ n18 + n13 ^ n18 + n15 ^ n18 + . . . + n17 ^ n18 ) ?	add ( n17 , n1 ) | add ( n5 , n5 ) | multiply ( n17 , n2 ) | add ( #2 , n1 ) | multiply ( n17 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n9 )
the scoring system in a certain football competition goes as follows : n0 points for victory , n1 point for a draw , and n2 points for defeat . each team plays n3 matches . if a team scored n4 points after n5 games , what is the least number of the remaining matches it has to win to reach the n6 - point mark by the end of the tournament ?	subtract ( n6 , n4 ) | subtract ( n3 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | floor ( #3 ) | add ( #4 , n1 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 , n2 in a long - term bond that pays n3 percent interest , compounded annually , what will be the approximate total amount of the investment n4 years later , when pat is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
one robot builds a robot in n0 hour , another one builds a robot in n3 hours . the n3 robots work together and when a new robot is complete , it joins the others , working at a constant rate of one robot in n3 hours . how much time will it take until there are n4 robots altogether , if the robots build only one robot at a time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | inverse ( #2 ) | inverse ( #3 ) | add ( #5 , #4 )
each of the n6 boxes in a certain shipment weighs either n1 pounds or n6 pounds , and the average ( arithmetic mean ) weight of the boxes in the shipment is n3 pounds . if the average weight of the boxes in the shipment is to be reduced to n4 pounds by removing some of the n6 - pound boxes , how many n6 - pound boxes must be removed ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | subtract ( n2 , n1 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n1 , #6 ) | subtract ( n0 , #6 ) | multiply ( n2 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if pat ' s parents invested $ n1 , n2 in a long - term bond that pays n3 percent interest , compounded annually , what will be the approximate total amount of the investment n4 years later , when pat is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
in a certain town , the ratio of ny yankees fans to ny mets fans is n0 : n1 , and the ratio of ny mets fans to boston red sox fans is n2 : n3 . if there are n4 baseball fans in the town , each of whom is a fan of exactly one of those three teams , how many ny mets fans are there in this town ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n2 , #3 )
employees of a certain company are each to receive a unique n0 - digit identification code consisting of the digits n1 , n2 , n3 , n4 , n5 , n6 , and n7 such that no digit is used more than once in any given code . in valid codes , the second digit in the code is exactly twice the first digit . how many valid codes are there ?	multiply ( n3 , n4 ) | multiply ( n3 , #0 )
a distributor sells a product through an on - line store , which take a commission of n0 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n1 per item . what is the price that the buyer observers on - line if the distributor wants to maintain a n2 % profit on the cost of the item ?	add ( n0 , const_100 ) | add ( n2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n1 , #3 ) | multiply ( #2 , #4 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
a store sells chairs and tables . if the price of n4 chairs and n8 table is n2 % of the price of n8 chair and n4 tables , and the price of n8 table and n8 chair is $ n7 , what is the price , in dollars , of n8 table ? ( assume that every chair has the same price and every table has the same price . )	divide ( n2 , const_100 ) | multiply ( n7 , n0 ) | add ( #0 , n1 ) | multiply ( n7 , #0 ) | subtract ( #1 , #3 ) | divide ( #4 , #2 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
city a and city b are n0 miles apart . train c departs city a , heading towards city b , at n4 : n2 and travels at n3 miles per hour . train d departs city b , heading towards city a , at n4 : n6 and travels at n6 miles per hour . the trains travel on parallel tracks . at what time do the two trains meet ?	add ( n4 , const_2 ) | divide ( #0 , n5 )
john can complete a given task in n0 days . jane will take only n1 days to complete the same task . john and jane set out to complete the task by beginning to work together . however , jane was indisposed n2 days before the work got over . in how many days did the work get over from the time john and jane started to work on it together ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 ) | add ( n2 , #4 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
each year for n5 years , a farmer increased the number of trees in a certain orchard by n1 / n5 of the number of trees in the orchard of the preceding year . if all of the trees thrived and there were n3 trees in the orchard at the end of n5 year period , how many trees were in the orchard at the beginning of the n5 year period .	divide ( n1 , n0 ) | add ( n1 , #0 ) | power ( #1 , n0 ) | divide ( n3 , #2 )
a distributor sells a product through an on - line store , which take a commission of n0 % of the price set by the distributor . the distributor obtains the product from a producer at the price of $ n1 per item . what is the price that the buyer observers on - line if the distributor wants to maintain a n2 % profit on the cost of the item ?	add ( n0 , const_100 ) | add ( n2 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n1 , #3 ) | multiply ( #2 , #4 )
there is a rectangular prism made of n0 in cubes that has been covered in tin foil . there are exactly n2 cubes that are not touching any tin foil on any of their sides . if the width of the figure created by these n2 cubes is twice the length and twice the height , what is the measure m in inches of the width of the foil covered prism ?	inverse ( const_3 ) | multiply ( n0 , const_2 ) | multiply ( n0 , #1 ) | divide ( n1 , #2 ) | power ( #3 , #0 ) | multiply ( #1 , #4 ) | add ( #5 , #1 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n1 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
the sum of the squares of the first n10 positive integers ( n1 ^ n18 + n18 ^ n18 + n5 ^ n18 + . . . + n10 ^ n18 ) is equal to n9 . what is the sum of the squares of the second n10 positive integers ( n11 ^ n18 + n13 ^ n18 + n15 ^ n18 + . . . + n17 ^ n18 ) ?	add ( n17 , const_1 ) | add ( const_3 , const_3 ) | multiply ( n17 , const_2 ) | add ( #2 , const_1 ) | multiply ( n17 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n9 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n1 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
each of the n6 boxes in a certain shipment weighs either n1 pounds or n6 pounds , and the average ( arithmetic mean ) weight of the boxes in the shipment is n3 pounds . if the average weight of the boxes in the shipment is to be reduced to n4 pounds by removing some of the n6 - pound boxes , how many n6 - pound boxes must be removed ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | subtract ( n2 , n1 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n1 , #6 ) | subtract ( n0 , #6 ) | multiply ( n2 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
if money is invested at r percent interest , compounded annually , the amount of the investment will double in approximately n0 / r years . if joe ' s parents invested $ n1 , n2 in a long - term bond that pays n3 percent interest , compounded annually , what will be the approximate total amount of the investment n4 years later , when joe is ready for college ?	add ( const_2 , const_3 ) | multiply ( #0 , const_1000 ) | multiply ( n2 , #1 ) | divide ( #2 , const_2 )
a bowl of nuts is prepared for a party . brand p mixed nuts are n0 % almonds and brand q ' s deluxe nuts are n1 % almonds . if a bowl contains a total of n2 ounces of nuts , representing a mixture of both brands , and n3 ounces of the mixture are almonds , how many ounces of brand q ' s deluxe mixed nuts are used ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n3 , #2 ) | divide ( #4 , #3 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
a shop produces sarongs . the daily average production is given by n3 n + n1 , where n is the number of workers aside from the owner . in the first k days , n2 units are produced , and then n3 workers are added to the team . after another k days , the cumulative total is n4 . how many workers were part of the latter production run ?	add ( n0 , n1 )
the sum of the squares of the first n10 positive integers ( n1 ^ n18 + n18 ^ n18 + n5 ^ n18 + . . . + n10 ^ n18 ) is equal to n9 . what is the sum of the squares of the second n10 positive integers ( n11 ^ n18 + n13 ^ n18 + n15 ^ n18 + . . . + n17 ^ n18 ) ?	add ( n17 , n1 ) | add ( n5 , n5 ) | multiply ( n17 , n2 ) | add ( #2 , n1 ) | multiply ( n17 , #0 ) | multiply ( #3 , #4 ) | divide ( #5 , #1 ) | subtract ( #6 , n9 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
the scoring system in a certain football competition goes as follows : n0 points for victory , n1 point for a draw , and n2 points for defeat . each team plays n3 matches . if a team scored n5 points after n5 games , what is the least number of the remaining matches it has to win to reach the n6 - point mark by the end of the tournament ?	subtract ( n6 , n4 ) | subtract ( n3 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | floor ( #3 ) | add ( #4 , n1 )
the scoring system in a certain football competition goes as follows : n0 points for victory , n1 point for a draw , and n2 points for defeat . each team plays n3 matches . if a team scored n4 points after n5 games , what is the least number of the remaining matches it has to win to reach the n6 - point mark by the end of the tournament ?	subtract ( n6 , n4 ) | subtract ( n3 , n5 ) | subtract ( #0 , #1 ) | divide ( #2 , const_2 ) | floor ( #3 ) | add ( #4 , const_1 )
the ratio of efficiency of a is to c is n0 : n3 . the ratio of no . of days taken by b is to c is n5 : n3 . a takes n4 days less than c , when a and c completes the work individually . b and c left the work after n5 days . the no of days taken by a to finish the remaining work ?	subtract ( n0 , n1 ) | divide ( n4 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #1 ) | divide ( #3 , n1 ) | divide ( const_1 , #3 ) | multiply ( n2 , #4 ) | divide ( const_1 , #6 ) | add ( #7 , #5 ) | multiply ( n2 , #8 ) | subtract ( const_1 , #9 ) | multiply ( #2 , #10 )
each of the n0 boxes in a certain shipment weighs either n1 pounds or n6 pounds , and the average ( arithmetic mean ) weight of the boxes in the shipment is n3 pounds . if the average weight of the boxes in the shipment is to be reduced to n4 pounds by removing some of the n6 - pound boxes , how many n6 - pound boxes must be removed ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | subtract ( n2 , n1 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n1 , #6 ) | subtract ( n0 , #6 ) | multiply ( n2 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
a certain maroon paint contains n0 percent blue pigment and n1 percent red pigment by weight . a certain green paint contains n5 percent blue pigment and n3 percent yellow pigment . when these paints are mixed to produce a brown paint , the brown paint contains n4 percent blue pigment . if the brown paint weighs n5 grams , then the red pigment contributes how many grams of that weight ?	add ( const_100 , const_100 ) | divide ( n0 , #0 ) | multiply ( #1 , n5 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
each of the n6 boxes in a certain shipment weighs either n1 pounds or n6 pounds , and the average ( arithmetic mean ) weight of the boxes in the shipment is n3 pounds . if the average weight of the boxes in the shipment is to be reduced to n4 pounds by removing some of the n6 - pound boxes , how many n6 - pound boxes must be removed ?	multiply ( n0 , n2 ) | multiply ( n0 , n3 ) | multiply ( n0 , n4 ) | subtract ( n2 , n1 ) | subtract ( n2 , n4 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n1 , #6 ) | subtract ( n0 , #6 ) | multiply ( n2 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
a bowl of nuts is prepared for a party . brand p mixed nuts are n0 % almonds and brand q ' s deluxe nuts are n1 % almonds . if a bowl contains a total of n2 ounces of nuts , representing a mixture of both brands , and n3 ounces of the mixture are almonds , how many ounces of brand q ' s deluxe mixed nuts are used ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n3 , #2 ) | divide ( #4 , #3 )
in a certain town , the ratio of ny yankees fans to ny mets fans is n0 : n1 , and the ratio of ny mets fans to boston red sox fans is n2 : n3 . if there are n4 baseball fans in the town , each of whom is a fan of exactly one of those three teams , how many ny mets fans are there in this town ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n2 , #3 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
all the milk in container a which was filled to its brim was poured into two containers b and c . the quantity of milk in container b was n0 % less than the capacity of container a . if n1 liters was now transferred from c to b , then both the containers would have equal quantities of milk . what was the initial quantity of milk in container a ?	divide ( n0 , const_100 ) | inverse ( const_2 ) | subtract ( const_1 , #0 ) | subtract ( #1 , #2 ) | divide ( n1 , #3 )
one robot builds a robot in n0 hour , another one builds a robot in n3 hours . the n3 robots work together and when a new robot is complete , it joins the others , working at a constant rate of one robot in n3 hours . how much time will it take until there are n4 robots altogether , if the robots build only one robot at a time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | inverse ( #2 ) | inverse ( #3 ) | add ( #5 , #4 )
john can complete a given task in n0 days . jane will take only n1 days to complete the same task . john and jane set out to complete the task by beginning to work together . however , jane was indisposed n2 days before the work got over . in how many days did the work get over from the time john and jane started to work on it together ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | subtract ( #1 , #2 ) | divide ( #3 , #0 ) | add ( n2 , #4 )
a store sells chairs and tables . if the price of n4 chairs and n8 table is n2 % of the price of n8 chair and n4 tables , and the price of n8 table and n8 chair is $ n7 , what is the price , in dollars , of n8 table ? ( assume that every chair has the same price and every table has the same price . )	divide ( n2 , const_100 ) | multiply ( n7 , const_2 ) | add ( #0 , const_1 ) | multiply ( n7 , #0 ) | subtract ( #1 , #3 ) | divide ( #4 , #2 )
in a certain town , the ratio of ny yankees fans to ny mets fans is n0 : n1 , and the ratio of ny mets fans to boston red sox fans is n2 : n3 . if there are n4 baseball fans in the town , each of whom is a fan of exactly one of those three teams , how many ny mets fans are there in this town ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | divide ( n4 , #2 ) | multiply ( n2 , #3 )
a shop produces sarongs . the daily average production is given by n3 n + n1 , where n is the number of workers aside from the owner . in the first k days , n2 units are produced , and then n3 workers are added to the team . after another k days , the cumulative total is n4 . how many workers were part of the latter production run ?	add ( n0 , n1 )
a reindeer chased by a cheetah passed a certain tree at a constant speed of n0 miles per hour while being chased by a cheetah . then , n1 minutes later , the cheetah passed the same tree at a constant speed of n2 miles per hour . if both animals maintained their speeds , how long after the cheetah passed the tree did the cheetah catch up with the reindeer ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #1 , #2 ) | divide ( #3 , const_2 )
a bowl of nuts is prepared for a party . brand p mixed nuts are n0 % almonds and brand q ' s deluxe nuts are n1 % almonds . if a bowl contains a total of n2 ounces of nuts , representing a mixture of both brands , and n3 ounces of the mixture are almonds , how many ounces of brand q ' s deluxe mixed nuts are used ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | subtract ( #1 , #0 ) | subtract ( n3 , #2 ) | divide ( #4 , #3 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n1 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
a shop produces sarongs . the daily average production is given by n3 n + n1 , where n is the number of workers aside from the owner . in the first k days , n2 units are produced , and then n3 workers are added to the team . after another k days , the cumulative total is n4 . how many workers were part of the latter production run ?	add ( n0 , n1 )
one robot builds a robot in n0 hour , another one builds a robot in n3 hours . the n3 robots work together and when a new robot is complete , it joins the others , working at a constant rate of one robot in n3 hours . how much time will it take until there are n4 robots altogether , if the robots build only one robot at a time ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | inverse ( #2 ) | inverse ( #3 ) | add ( #5 , #4 )
a store sells chairs and tables . if the price of n4 chairs and n8 table is n7 % of the price of n8 chair and n4 tables , and the price of n8 table and n8 chair is $ n7 , what is the price , in dollars , of n8 table ? ( assume that every chair has the same price and every table has the same price . )	divide ( n2 , const_100 ) | multiply ( n7 , n0 ) | add ( #0 , n1 ) | multiply ( n7 , #0 ) | subtract ( #1 , #3 ) | divide ( #4 , #2 )
the manager of a produce market purchased a quantity of tomatoes for $ n0 per pound . due to improper handling , n1 percent of the tomatoes , by weight , were ruined and discarded . at what price per pound should the manager sell the remaining tomatoes if she wishes to make a profit on the sale of the tomatoes equal to n2 percent of the cost of the tomatoes .	divide ( n2 , const_100 ) | subtract ( const_100 , n1 ) | add ( #0 , const_1 ) | divide ( #1 , const_100 ) | divide ( n0 , #3 ) | multiply ( #2 , #4 )
city a and city b are n0 miles apart . train c departs city a , heading towards city b , at n4 : n2 and travels at n3 miles per hour . train d departs city b , heading towards city a , at n4 : n5 and travels at n6 miles per hour . the trains travel on parallel tracks . at what time do the two trains meet ?	add ( n4 , const_2 ) | divide ( #0 , n5 )
a certain library assesses fines for overdue books as follows . on the first day that a book is overdue , the total fine is $ n0 . for each additional day that the book is overdue , the total fine is either increased by $ n1 or doubled , whichever results in the lesser amount . what is the total for a book on the fifth day it is overdue ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | add ( n1 , #2 )
a hat company ships its hats , individually wrapped , in n0 - inch by n1 - inch by n2 - inch boxes . each hat is valued at $ n3 . if the company no_ascii_32 s latest order required a truck with at least n4 , n5 cubic inches of storage space in which to ship the hats in their boxes , what was the minimum value of the order ?	multiply ( const_100 , const_3 ) | multiply ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | multiply ( n2 , #2 ) | add ( #3 , const_4 ) | multiply ( #5 , const_1000 ) | divide ( #6 , #4 ) | multiply ( n3 , #7 ) | divide ( #8 , const_1000 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
when greenville state university decided to move its fine arts collection to a new library , it had to package the collection in n1 - inch by n1 - inch by n2 - inch boxes . if the university pays $ n3 for every box , and if the university needs n4 million cubic inches to package the collection , what is the minimum amount the university must spend on boxes ?	multiply ( const_1000 , const_1000 ) | multiply ( n0 , n0 ) | multiply ( n4 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 ) | multiply ( n3 , #4 )
the cost of registration at a professional association meeting was $ n2 per person ; a lunch for registrants only was available for an additional $ n1 per person . if the number of registrants who paid for lunch was n2 more than the number who did not , and if receipts for registration and lunch totaled $ n3 , n4 , how many people paid just for registration at the meeting ?	multiply ( const_1 , const_1 )
can c and can no_ascii_19 are both right circular cylinders . the radius of can c is twice the radius of can b , while the height of can c is half the height of can b . if it costs $ n0 to fill half of can b with a certain brand of gasoline , how much would it cost to completely fill can c with the same brand of gasoline ?	multiply ( n0 , const_2 ) | multiply ( #0 , const_2 )
a grocery store bought some mangoes at a rate of n0 for a dollar . they were separated into two stacks , one of which was sold at a rate of n1 for a dollar and the other at a rate of n2 for a dollar . what was the ratio of the number of mangoes in the two stacks if the store broke even after having sold all of its mangoes ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( const_2 , const_4 ) | divide ( const_1 , #2 ) | subtract ( #0 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
following an increase in prices , the price of a candy box was n0 pounds and the price of a can of soda was n1 pounds . if the price of a candy box was raised by n2 % , and the price of a can of soda was raised by n3 % . what was the price of a box of candy plus a can of soda before prices were raised ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , #5 )
a lady grows cauliflower in her garden that is in the shape of a square . each cauliflower takes n0 square foot of area in her garden . this year , she has increased her output by n1 cauliflower when compared to last year . the shape of the area used for growing the cauliflower has remained a square in both these years . how many cauliflowers did she produce this year ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( n1 , #2 )
for any positive number x , the function [ x ] denotes the greatest integer less than or equal to x . for example , [ n5 ] = n5 , [ n2 ] = n5 and [ n4 ] = n5 . if k is a positive integer such that k ^ n6 is divisible by n7 and n8 , what is the units digit of k ^ n9 / n10 ?	multiply ( const_2 , const_3 ) | multiply ( #0 , #0 ) | multiply ( #1 , #0 ) | divide ( #2 , const_4 )
a car going at n0 miles per hour set out on an n1 - mile trip at n2 : n3 a . m . exactly n5 minutes later , a second car left from the same place and followed the same route . how fast , in miles per hour , was the second car going if it caught up with the first car at n5 : n6 a . m . ?	subtract ( n4 , n2 ) | subtract ( n0 , n4 ) | multiply ( #0 , const_60 ) | add ( #2 , #1 ) | divide ( #3 , const_60 ) | divide ( n1 , #4 )
a train covered half of the distance between stations a and b at the speed of n0 km / hr , but then it had to stop for n1 min . to make up for the delay , it increased its speed by n2 m / sec and it arrived to station b on time . find the distance between the two stations and the speed of the train after the stop .	divide ( n1 , const_60 ) | multiply ( const_2 , const_3 ) | add ( n0 , #1 ) | multiply ( #2 , #0 ) | divide ( #3 , #1 ) | multiply ( n0 , #4 ) | multiply ( #5 , const_2 )
working together , jose and jane can complete an assigned task in n0 days . however , if jose worked alone and complete half the work and then jane takes over the task and completes the second half of the task , the task will be completed in n1 days . how long will jose take to complete the task if he worked alone ? assume that jane is more efficient than jose	multiply ( n0 , const_3 )
a hiker walking at a constant rate of n0 kilometers per hour is passed by a cyclist travelling in the same direction along the same path at a constant rate of n1 kilometers per hour . the cyclist stops and waits for the hiker n2 minutes after passing her while the hiker continues to walk at her constant rate . how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_60 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n1 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n6 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n5 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n4 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
the function g ( a ) is defined for integers a such that if a is even , g ( a ) = a / n0 and if a is odd , g ( a ) = a + n1 . given that g ( g ( g ( g ( g ( a ) ) ) ) ) = n2 , how many possible values for a would satisfy this equation ?	add ( n0 , n1 ) | add ( #0 , const_1 )
the n0 homes in a new development are each to be sold for one of n1 different prices so that the developer receives an average ( arithmetic mean ) of $ n6 per home . if n3 of the homes are to be sold for $ n4 each and n5 are to be sold for $ n6 each , what will be the selling price of each of the remaining n7 homes ?	add ( n3 , n5 ) | multiply ( n0 , n2 ) | multiply ( n2 , n5 ) | multiply ( n3 , n4 ) | subtract ( #1 , #2 ) | subtract ( n0 , #0 ) | subtract ( #4 , #3 ) | divide ( #6 , #5 ) | divide ( #7 , const_1000 )
a grocery store bought some apples at a rate of n0 for a dollar . they were separated into two stacks , one of which was sold at a rate of n1 for a dollar and the other at a rate of n2 for a dollar . what was the ratio of the number of apples in the two stacks if the store broke even after having sold all of its apples ?	divide ( const_1 , const_4 )
a is the hundreds digit of the n0 digit integer x , b is the tens digit of x , and c is the units digit of x . n1 a = b = n2 c , and a > n3 . what is the difference between the two greatest possible values of x ? tip : dont stop till you have exhausted all answer choices to arrive at the correct one .	multiply ( n2 , const_1 ) | multiply ( n1 , n2 ) | divide ( #0 , n1 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_10 ) | multiply ( #0 , const_10 ) | add ( #3 , #4 ) | multiply ( #2 , const_100 ) | add ( #6 , #2 ) | add ( #7 , #5 ) | add ( #9 , const_1 ) | subtract ( #8 , #10 )
a lady grows cabbage in her garden that is in the shape of a square . each cabbage takes n0 square foot of area in her garden . this year , she has increased her output by n1 cabbages when compared to last year . the shape of the area used for growing the cabbage has remained a square in both these years . how many cabbages did she produce this year ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | power ( #2 , const_2 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n3 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
a recipe requires n3 n7 / n3 ( mixed number ) cups of flour n3 n8 / n5 ( mixed number ) cups of sugar and n7 1 / n8 ( mixed number ) cups of milk to make one cake . victor has n9 cups if flour , n10 cups of sugar and n11 cups of milk . what is the greatest number of cakes jerry can make using this recipe ?	divide ( n1 , n4 ) | divide ( n1 , n0 ) | divide ( n4 , n5 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n11 , #3 ) | divide ( n9 , #4 ) | divide ( n10 , #5 ) | floor ( #8 ) | min ( #7 , #9 ) | min ( #6 , #10 )
a certain company that sells only cars and trucks reported that revenues from car sales in n5 were down n1 percent from n9 and revenues from truck sales were up n3 percent from n9 . if total revenues from car sales and truck sales in n5 were up n6 percent from n9 , what is the ratio t of revenue from car sales in n9 to revenue from truck sales in n9 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
annie and sam set out together on bicycles traveling at n4 and n1 km per hour respectively . after n2 minutes , annie stops to fix a flat tire . if it takes annie n3 minutes to fix the flat tire and sam continues to ride during this time , how many minutes will it take annie to catch up with sam assuming that annie resumes riding at n4 km per hour ?	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( #5 , const_60 )
the weight of a hollow sphere is directly dependent on its surface area . the surface area of a sphere is n0 no_ascii_35 no_ascii_37 r ^ n1 , where r is the radius of the sphere . if a hollow sphere of radius n2 cm made of a certain metal weighs n3 grams , a hollow sphere of radius n4 cm made of the same metal would weigh how many q grams ?	multiply ( n0 , n3 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n3 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
following an increase in prices , the price of a candy box was n0 pounds and the price of a can of soda was n1 pounds . if the price of a candy box was raised by n2 % , and the price of a can of soda was raised by n3 % . what was the price of a box of candy plus a can of soda before prices were raised ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , #5 )
annie and sam set out together on bicycles traveling at n4 and n1 km per hour respectively . after n2 minutes , annie stops to fix a flat tire . if it takes annie n3 minutes to fix the flat tire and sam continues to ride during this time , how many minutes will it take annie to catch up with sam assuming that annie resumes riding at n4 km per hour ?	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( #5 , const_60 )
a certain company that sells only cars and trucks reported that revenues from car sales in n5 were down n1 percent from n9 and revenues from truck sales were up n3 percent from n9 . if total revenues from car sales and truck sales in n5 were up n6 percent from n9 , what is the ratio w of revenue from car sales in n9 to revenue from truck sales in n9 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a is the hundreds digit of the n0 digit integer x , b is the tens digit of x , and c is the units digit of x . n1 a = n2 b = c , and a > n3 . what is the difference between the two greatest possible values of x ? tip : dont stop till you have exhausted all answer choices to arrive at the correct one .	multiply ( n0 , n1 ) | multiply ( #0 , const_10 ) | add ( n1 , #1 )
following an increase in prices , the price of a candy box was n0 pounds and the price of a can of soda was n1 pounds . if the price of a candy box was raised by n2 % , and the price of a can of soda was raised by n3 % . what was the price of a box of candy plus a can of soda before prices were raised ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , #5 )
a hiker walking at a constant rate of n0 kilometers per hour is passed by a cyclist travelling in the same direction along the same path at a constant rate of n1 kilometers per hour . the cyclist stops and waits for the hiker n2 minutes after passing her while the hiker continues to walk at her constant rate . how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_60 )
in a certain state , the ratio of registered republicans to registered democrats is n0 to n1 , and every registered voter is either a republican or a democrat . if n2 percent of the republicans and n3 percent of the democrats are expected to vote for candidate x , and everyone else is expected to vote for candidate y , by what percent is candidate x expected to win the election ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #3 ) | add ( #6 , #7 ) | subtract ( #5 , #8 ) | divide ( #9 , #0 ) | multiply ( #10 , const_100 )
julie put half of her savings in a savings account that pays an annual simple interest and half in a savings account that pays an annual compound interest . after two years she earned $ n0 and $ n1 from the simple interest account and the compound interest account respectively . if the interest rates for both accounts were the same , what was the amount of julie ' s initial savings ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 ) | divide ( n0 , #2 )
the function f ( n ) is defined as the product of all the consecutive positive integers between n0 and n ^ n3 , inclusive , whereas the function g ( n ) is defined as the product of the squares of all the consecutive positive integers between n2 and n , inclusive . the exponent on n3 in the prime factorization of f ( n5 ) / g ( n5 ) is	power ( n1 , n1 )
can n and can no_ascii_19 are both right circular cylinders . the radius of can n is twice the radius of can b , while the height of can n is half the height of can b . if it costs $ n0 to fill half of can b with a certain brand of gasoline , how much would it cost to completely fill can n with the same brand of gasoline ?	multiply ( n0 , const_2 ) | power ( const_2 , const_2 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 )
julie put half of her savings in a savings account that pays an annual simple interest and half in a savings account that pays an annual compound interest . after two years she earned $ n0 and $ n1 from the simple interest account and the compound interest account respectively . if the interest rates for both accounts were the same , what was the amount of julie ' s initial savings ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 ) | divide ( n0 , #2 )
a teacher gave the same test to n8 history classes : a , b , and c . the average ( arithmetic mean ) scores for the n8 classes were n2 , n3 , and n4 , respectively . the ratio of the numbers of students in each class who took the test was n5 to n6 to n7 , respectively . what was the average score for the n8 classes combined ?	add ( n5 , n6 ) | multiply ( n2 , n5 ) | multiply ( n3 , n6 ) | multiply ( n4 , n7 ) | add ( #1 , #2 ) | add ( n7 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
for any positive number x , the function [ x ] denotes the greatest integer less than or equal to x . for example , [ n5 ] = n5 , [ n2 ] = n5 and [ n4 ] = n5 . if k is a positive integer such that k ^ n6 is divisible by n7 and n8 , what is the units digit of k ^ n9 / n10 ?	multiply ( n6 , n9 ) | multiply ( #0 , #0 ) | multiply ( #1 , #0 ) | divide ( #2 , const_4 )
a certain dark blue paint contains n4 percent blue pigment and n3 percent red pigment by weight . a certain green paint contains n4 percent blue pigment and n3 percent yellow pigment . when these paints are mixed to produce a brown paint , the brown paint contains n4 percent blue pigment . if the brown paint weighs n5 grams , then the red pigment contributes how many grams of that weight ?	divide ( n1 , n0 ) | multiply ( n0 , const_10 ) | divide ( #1 , const_100 ) | divide ( #2 , const_2 ) | multiply ( #3 , #0 )
two trains start simultaneously from opposite ends of a n3 - km route and travel toward each other on parallel tracks . train x , traveling at a constant rate , completes the n3 - km trip in n2 hours . train y , travelling at a constant rate , completes the n3 - km trip in n4 hours . how many kilometers had train x traveled when it met train y ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #0 , #3 )
a factory has three types of machines , each of which works at its own constant rate . if n0 machine as and n1 machine bs can produce n2 widgets per hour , and if n6 machine as and n4 machine cs can produce n5 widgets per hour , how many widgets could one machine a , one machine b , and one machine c produce in one n6 - hour day ?	divide ( n5 , n1 ) | multiply ( n3 , #0 )
two trains start simultaneously from opposite ends of a n3 - km route and travel toward each other on parallel tracks . train x , traveling at a constant rate , completes the n3 - km trip in n2 hours . train y , travelling at a constant rate , completes the n3 - km trip in n4 hours . how many kilometers had train x traveled when it met train y ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #0 , #3 )
on a saturday night , each of the rooms at a certain motel was rented for either $ n4 or $ n3 . if n5 of the rooms that were rented for $ n3 had instead been rented for $ n4 , then the total rent the motel charged for that night would have been reduced by n5 percent . what was the total rent the motel actually charged for that night ?	divide ( n5 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 )
on a saturday night , each of the rooms at a certain motel was rented for either $ n4 or $ n3 . if n2 of the rooms that were rented for $ n3 had instead been rented for $ n4 , then the total rent the motel charged for that night would have been reduced by n5 percent . what was the total rent the motel actually charged for that night ?	divide ( n5 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n6 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
following an increase in prices , the price of a candy box was n0 pounds and the price of a can of soda was n1 pounds . if the price of a candy box was raised by n2 % , and the price of a can of soda was raised by n3 % . what was the price of a box of candy plus a can of soda before prices were raised ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , #5 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n1 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
a grocery store bought some mangoes at a rate of n0 for a dollar . they were separated into two stacks , one of which was sold at a rate of n1 for a dollar and the other at a rate of n2 for a dollar . what was the ratio of the number of mangoes in the two stacks if the store broke even after having sold all of its mangoes ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( const_2 , const_4 ) | divide ( const_1 , #2 ) | subtract ( #0 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
a grocery store bought some mangoes at a rate of n0 for a dollar . they were separated into two stacks , one of which was sold at a rate of n1 for a dollar and the other at a rate of n2 for a dollar . what was the ratio of the number of mangoes in the two stacks if the store broke even after having sold all of its mangoes ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | multiply ( const_2 , const_4 ) | divide ( const_1 , #2 ) | subtract ( #0 , #1 ) | subtract ( #1 , #3 ) | divide ( #4 , #5 )
can v and can no_ascii_19 are both right circular cylinders . the radius of can v is twice the radius of can b , while the height of can v is half the height of can b . if it costs $ n0 to fill half of can b with a certain brand of gasoline , how much would it cost to completely fill can v with the same brand of gasoline ?	power ( const_2 , const_4 ) | power ( const_2 , const_2 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_4 ) | divide ( #5 , const_2 ) | divide ( #4 , #6 ) | multiply ( n0 , #7 )
the ratio between the number of passengers travelling by i and ii class between the two railway stations is n4 : n1 , whereas the ratio of i and ii class fares between the same stations is n2 : n4 . if on a particular day rs . n4 , n5 were collected from the passengers travelling between these stations , then what was the amount collected from the ii class passengers ?	add ( const_2 , const_3 ) | multiply ( const_10 , const_100 ) | multiply ( const_100 , const_3 ) | multiply ( const_10 , const_2 ) | multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | add ( #1 , #2 ) | add ( #4 , #5 ) | add ( #6 , #3 ) | add ( #8 , #0 ) | divide ( #9 , #7 ) | multiply ( #10 , #5 )
a factory has three types of machines , each of which works at its own constant rate . if n0 machine as and n1 machine bs can produce n2 widgets per hour , and if n6 machine as and n4 machine cs can produce n5 widgets per hour , how many widgets could one machine a , one machine b , and one machine c produce in one n6 - hour day ?	divide ( n5 , n1 ) | multiply ( n3 , #0 )
two trains start simultaneously from opposite ends of a n3 - km route and travel toward each other on parallel tracks . train x , traveling at a constant rate , completes the n3 - km trip in n2 hours . train y , travelling at a constant rate , completes the n3 - km trip in n4 hours . how many kilometers had train x traveled when it met train y ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #0 , #3 )
at a certain company , each employee has a salary grade s that is at least n4 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n4 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
a manufacturer produces a certain men ' s athletic shoe in integer sizes from n0 to n1 . for this particular shoe , each unit increase in size corresponds to a n2 / n3 - inch increase in the length of the shoe . if the largest size of this shoe is n4 % longer than the smallest size , how long , in inches , is the shoe in size n5 ?	divide ( n2 , n3 ) | divide ( n4 , const_100 ) | subtract ( n1 , n0 ) | subtract ( n5 , n0 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 ) | add ( #6 , #5 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n3 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
a lady grows cabbage in her garden that is in the shape of a square . each cabbage takes n0 square foot of area in her garden . this year , she has increased her output by n1 cabbages when compared to last year . the shape of the area used for growing the cabbage has remained a square in both these years . how many cabbages did she produce this year ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | add ( n0 , #1 ) | power ( #2 , const_2 )
a factory has three types of machines , each of which works at its own constant rate . if n0 machine as and n1 machine bs can produce n2 widgets per hour , and if n6 machine as and n4 machine cs can produce n5 widgets per hour , how many widgets could one machine a , one machine b , and one machine c produce in one n6 - hour day ?	divide ( n5 , n1 ) | multiply ( n3 , #0 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n6 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
gary no_ascii_32 s gas station serves an average of n0 cars per hour on saturdays , n4 cars per hour on sundays , and n2 cars per hour on all other days of the week . if the station is open from n3 a . m . to n4 p . m . every day , how many cars does gary no_ascii_32 s station serve over the course of a typical week ?	add ( n1 , n3 ) | add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , const_1000 ) | floor ( #6 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n6 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n3 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
working together , jose and jane can complete an assigned task in n0 days . however , if jose worked alone and complete half the work and then jane takes over the task and completes the second half of the task , the task will be completed in n1 days . how long will jose take to complete the task if he worked alone ? assume that jane is more efficient than jose	multiply ( n0 , const_3 )
following an increase in prices , the price of a candy box was n0 pounds and the price of a can of soda was n1 pounds . if the price of a candy box was raised by n2 % , and the price of a can of soda was raised by n3 % . what was the price of a box of candy plus a can of soda before prices were raised ?	add ( n2 , const_100 ) | add ( n3 , const_100 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | divide ( #2 , #0 ) | divide ( #3 , #1 ) | add ( #4 , #5 )
julie put half of her savings in a savings account that pays an annual simple interest and half in a savings account that pays an annual compound interest . after two years she earned $ n0 and $ n1 from the simple interest account and the compound interest account respectively . if the interest rates for both accounts were the same , what was the amount of julie ' s initial savings ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 ) | divide ( n0 , #2 )
a manufacturer produces a certain men ' s athletic shoe in integer sizes from n0 to n1 . for this particular shoe , each unit increase in size corresponds to a n2 / n3 - inch increase in the length of the shoe . if the largest size of this shoe is n4 % longer than the smallest size , how long , in inches , is the shoe in size n5 ?	divide ( n2 , n3 ) | divide ( n4 , const_100 ) | subtract ( n1 , n0 ) | subtract ( n5 , n0 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 ) | add ( #6 , #5 )
if n0 x ^ n1 + x - n2 = ( ax + w ) ( cx + d ) , then | a | + | w | + | c | + | d | = for a complete solution and more practice problems , see this blog : http : / / magoosh . com / gmat / n3 / algebra - on . . . to - factor /	divide ( n0 , const_3 ) | divide ( n2 , const_4 ) | add ( #0 , #1 ) | add ( #2 , #1 ) | add ( #3 , const_4 )
a gardener grows cabbages in her garden that is in the shape of a square . each cabbage takes n0 square feet of area in her garden . this year , she has increased her output by n1 cabbages as compared to last year . the shape of the area used for growing the cabbages has remained a square in both these years . how many cabbages did she produce this year ?	add ( const_0_25 , const_0_25 ) | divide ( n1 , const_2 ) | add ( #0 , #1 ) | power ( #2 , const_2 )
a man invested rs . n0 at the rate of n4 % p . a . for the first n2 years , n6 % p . a . for the next n4 years and n5 % p . a . for the period beyond n6 years . at the end of n7 years , he want to distribute total money among his n8 sons , how much money will each son get ?	multiply ( n3 , n5 ) | multiply ( n7 , #0 ) | multiply ( n2 , #1 ) | multiply ( n7 , #1 ) | multiply ( n2 , #3 ) | subtract ( n0 , #4 ) | add ( #2 , #5 )
if n0 x ^ n1 + x - n2 = ( hx + b ) ( cx + d ) , then | h | + | b | + | c | + | d | = for a complete solution and more practice problems , see this blog : http : / / magoosh . com / gmat / n3 / algebra - on . . . to - factor /	add ( n1 , const_3 ) | add ( #0 , const_3 ) | add ( #1 , const_4 )
in a certain state , the ratio of registered republicans to registered democrats is n0 to n1 , and every registered voter is either a republican or a democrat . if n2 percent of the republicans and n3 percent of the democrats are expected to vote for candidate x , and everyone else is expected to vote for candidate y , by what percent is candidate x expected to win the election ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #3 ) | add ( #6 , #7 ) | subtract ( #5 , #8 ) | divide ( #9 , #0 ) | multiply ( #10 , const_100 )
a certain sky blue paint contains n5 percent blue pigment and n1 percent red pigment by weight . a certain green paint contains n2 percent blue pigment and n3 percent yellow pigment . when these paints are mixed to produce a brown paint , the brown paint contains n4 percent blue pigment . if the brown paint weighs n5 grams , then the red pigment contributes how many grams of that weight ?	multiply ( const_100 , const_2 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
a car going at n5 miles per hour set out on an n1 - mile trip at n2 : n3 a . m . exactly n5 minutes later , a second car left from the same place and followed the same route . how fast , in miles per hour , was the second car going if it caught up with the first car at n5 : n6 a . m . ?	subtract ( n4 , n2 ) | subtract ( n0 , n4 ) | multiply ( #0 , const_60 ) | add ( #2 , #1 ) | divide ( #3 , const_60 ) | divide ( n1 , #4 )
the weight of a hollow sphere is directly dependent on its surface area . the surface area of a sphere is n0 no_ascii_35 no_ascii_37 r ^ n1 , where r is the radius of the sphere . if a hollow sphere of radius n2 cm made of a certain metal weighs n3 grams , a hollow sphere of radius n4 cm made of the same metal would weigh how many grams w ?	multiply ( n0 , n3 )
a car going at n0 miles per hour set out on an n1 - mile trip at n2 : n3 a . m . exactly n5 minutes later , a second car left from the same place and followed the same route . how fast , in miles per hour , was the second car going if it caught up with the first car at n5 : n6 a . m . ?	subtract ( n4 , n2 ) | subtract ( n0 , n4 ) | multiply ( #0 , const_60 ) | add ( #2 , #1 ) | divide ( #3 , const_60 ) | divide ( n1 , #4 )
a manufacturer produces a certain men ' s athletic shoe in integer sizes from n0 to n1 . for this particular shoe , each unit increase in size corresponds to a n2 / n3 - inch increase in the length of the shoe . if the largest size of this shoe is n4 % longer than the smallest size , how long , in inches , is the shoe in size n5 ?	divide ( n2 , n3 ) | divide ( n4 , const_100 ) | subtract ( n1 , n0 ) | subtract ( n5 , n0 ) | multiply ( #0 , #2 ) | multiply ( #0 , #3 ) | divide ( #4 , #1 ) | add ( #6 , #5 )
a teacher gave the same test to n8 history classes : u , b , and c . the average ( arithmetic mean ) scores for the n8 classes were n2 , n3 , and n4 , respectively . the ratio of the numbers of students in each class who took the test was n5 to n6 to n7 , respectively . what was the average score for the n8 classes combined ?	add ( n5 , n6 ) | multiply ( n2 , n5 ) | multiply ( n3 , n6 ) | multiply ( n4 , n7 ) | add ( #1 , #2 ) | add ( n7 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
in a certain state , the ratio of registered republicans to registered democrats is n0 to n1 , and every registered voter is either a republican or a democrat . if n2 percent of the republicans and n3 percent of the democrats are expected to vote for candidate x , and everyone else is expected to vote for candidate y , by what percent is candidate x expected to win the election ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #3 ) | add ( #6 , #7 ) | subtract ( #5 , #8 ) | divide ( #9 , #0 ) | multiply ( #10 , const_100 )
a factory has three types of machines , each of which works at its own constant rate . if n0 machine as and n1 machine bs can produce n2 widgets per hour , and if n6 machine as and n4 machine cs can produce n5 widgets per hour , how many widgets could one machine a , one machine b , and one machine c produce in one n6 - hour day ?	divide ( n5 , n1 ) | multiply ( n3 , #0 )
gary no_ascii_32 s gas station serves an average of n0 cars per hour on saturdays , n4 cars per hour on sundays , and n2 cars per hour on all other days of the week . if the station is open from n3 a . m . to n4 p . m . every day , how many cars does gary no_ascii_32 s station serve over the course of a typical week ?	add ( n1 , n3 ) | add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , const_1000 ) | floor ( #6 )
a car going at n6 miles per hour set out on an n1 - mile trip at n2 : n3 a . m . exactly n5 minutes later , a second car left from the same place and followed the same route . how fast , in miles per hour , was the second car going if it caught up with the first car at n5 : n6 a . m . ?	subtract ( n4 , n2 ) | subtract ( n0 , n4 ) | multiply ( #0 , const_60 ) | add ( #2 , #1 ) | divide ( #3 , const_60 ) | divide ( n1 , #4 )
the function f ( n ) is defined as the product of all the consecutive positive integers between n3 and n ^ n3 , inclusive , whereas the function g ( n ) is defined as the product of the squares of all the consecutive positive integers between n2 and n , inclusive . the exponent on n3 in the prime factorization of f ( n5 ) / g ( n5 ) is	power ( n1 , n1 )
annie and sam set out together on bicycles traveling at n4 and n1 km per hour respectively . after n2 minutes , annie stops to fix a flat tire . if it takes annie n4 minutes to fix the flat tire and sam continues to ride during this time , how many minutes will it take annie to catch up with sam assuming that annie resumes riding at n4 km per hour ?	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( #5 , const_60 )
on a saturday night , each of the rooms at a certain motel was rented for either $ n4 or $ n3 . if n2 of the rooms that were rented for $ n3 had instead been rented for $ n4 , then the total rent the motel charged for that night would have been reduced by n5 percent . what was the total rent the motel actually charged for that night ?	divide ( n5 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 )
julie put half of her savings in a savings account that pays an annual simple interest and half in a savings account that pays an annual compound interest . after two years she earned $ n0 and $ n1 from the simple interest account and the compound interest account respectively . if the interest rates for both accounts were the same , what was the amount of julie ' s initial savings ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 ) | divide ( n0 , #2 )
the weight of a hollow sphere is directly dependent on its surface area . the surface area of a sphere is n0 no_ascii_35 no_ascii_37 r ^ n1 , where r is the radius of the sphere . if a hollow sphere of radius n2 cm made of a certain metal weighs n3 grams , a hollow sphere of radius n4 cm made of the same metal would weigh how many grams e ?	multiply ( n0 , n3 )
a certain company that sells only cars and trucks reported that revenues from car sales in n5 were down n1 percent from n9 and revenues from truck sales were up n3 percent from n9 . if total revenues from car sales and truck sales in n5 were up n6 percent from n9 , what is the ratio q of revenue from car sales in n9 to revenue from truck sales in n9 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
at a certain company , each employee has a salary grade s that is at least n6 and at most n5 . each employee receives an hourly wage p , in dollars , determined by the formula p = n2 + n3 ( s no_ascii_77 n6 ) . an employee with a salary grade of n5 receives how many more dollars per hour than an employee with a salary grade of n6 ?	subtract ( n1 , n0 ) | multiply ( n3 , #0 ) | add ( n3 , #1 )
a lady grows cauliflower in her garden that is in the shape of a square . each cauliflower takes n0 square foot of area in her garden . this year , she has increased her output by n1 cauliflower when compared to last year . the shape of the area used for growing the cauliflower has remained a square in both these years . how many cauliflowers did she produce this year ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | power ( #1 , const_2 ) | add ( n1 , #2 )
right triangle pqr is to be constructed in the xy - plane so that the right angle is at p and pr is parallel to the x - axis . the x and y coordinates of p , q and r are to be integers that satisfy the inequalitites - n0 no_ascii_76 x no_ascii_76 n1 and n2 no_ascii_76 y no_ascii_76 n3 . how many different triangles with these properties could be constructed ?	add ( n0 , n2 ) | subtract ( n3 , n1 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | multiply ( #4 , const_10 )
there is a total of n0 marbles in a box , each of which is red , green , blue , or white . if one marble is drawn from the box at random , the probability that it will be white is n3 / n2 and the probability that it will be green is n3 / n4 . what is the probability that the marble will be either red or blue ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | subtract ( n1 , #2 )
gary no_ascii_32 s gas station serves an average of n0 cars per hour on saturdays , n4 cars per hour on sundays , and n2 cars per hour on all other days of the week . if the station is open from n3 a . m . to n4 p . m . every day , how many cars does gary no_ascii_32 s station serve over the course of a typical week ?	add ( n1 , n3 ) | add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , const_1000 ) | floor ( #6 )
for any positive number x , the function [ x ] denotes the greatest integer less than or equal to x . for example , [ n5 ] = n5 , [ n2 ] = n5 and [ n4 ] = n5 . if k is a positive integer such that k ^ n6 is divisible by n7 and n8 , what is the units digit of k ^ n9 / n10 ?	multiply ( n6 , n9 ) | multiply ( #0 , #0 ) | multiply ( #1 , #0 ) | divide ( #2 , const_4 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount of paint , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
a recipe requires n3 n7 / n3 ( mixed number ) cups of flour n3 n8 / n5 ( mixed number ) cups of sugar and n7 1 / n8 ( mixed number ) cups of milk to make one cake . victor has n9 cups if flour , n10 cups of sugar and n11 cups of milk . what is the greatest number of cakes john can make using this recipe ?	divide ( n1 , n4 ) | divide ( n1 , n0 ) | divide ( n4 , n5 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n11 , #3 ) | divide ( n9 , #4 ) | divide ( n10 , #5 ) | floor ( #8 ) | min ( #7 , #9 ) | min ( #6 , #10 )
the function f ( n ) is defined as the product of all the consecutive positive integers between n2 and n ^ n1 , inclusive , whereas the function g ( n ) is defined as the product of the squares of all the consecutive positive integers between n2 and n , inclusive . the exponent on n5 in the prime factorization of f ( n5 ) / g ( n5 ) is	power ( n1 , n1 )
working together , jose and jane can complete an assigned task in n0 days . however , if jose worked alone and complete half the work and then jane takes over the task and completes the second half of the task , the task will be completed in n1 days . how long will jose take to complete the task if he worked alone ? assume that jane is more efficient than jose	multiply ( n0 , const_3 )
annie and sam set out together on bicycles traveling at n4 and n1 km per hour respectively . after n2 minutes , annie stops to fix a flat tire . if it takes annie n3 minutes to fix the flat tire and sam continues to ride during this time , how many minutes will it take annie to catch up with sam assuming that annie resumes riding at n4 km per hour ?	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #2 ) | divide ( #4 , #1 ) | multiply ( #5 , const_60 )
the cost of registration at a professional association meeting was $ n0 per person ; a lunch for registrants only was available for an additional $ n1 per person . if the number of registrants who paid for lunch was n2 more than the number who did not , and if receipts for registration and lunch totaled $ n3 , n4 , how many people paid just for registration at the meeting ?	multiply ( const_1 , const_1 )
gary no_ascii_32 s gas station serves an average of n0 cars per hour on saturdays , n4 cars per hour on sundays , and n2 cars per hour on all other days of the week . if the station is open from n3 a . m . to n4 p . m . every day , how many cars does gary no_ascii_32 s station serve over the course of a typical week ?	add ( n1 , n3 ) | add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( n2 , #2 ) | add ( #1 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , const_1000 ) | floor ( #6 )
julie put half of her savings in a savings account that pays an annual simple interest and half in a savings account that pays an annual compound interest . after two years she earned $ n0 and $ n1 from the simple interest account and the compound interest account respectively . if the interest rates for both accounts were the same , what was the amount of julie ' s initial savings ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 ) | divide ( #1 , n0 ) | divide ( n0 , #2 )
the cost of registration at a professional association meeting was $ n3 per person ; a lunch for registrants only was available for an additional $ n1 per person . if the number of registrants who paid for lunch was n2 more than the number who did not , and if receipts for registration and lunch totaled $ n3 , n4 , how many people paid just for registration at the meeting ?	multiply ( const_1 , const_1 )
a hiker walking at a constant rate of n2 kilometers per hour is passed by a cyclist travelling in the same direction along the same path at a constant rate of n1 kilometers per hour . the cyclist stops and waits for the hiker n2 minutes after passing her while the hiker continues to walk at her constant rate . how many minutes must the cyclist wait until the hiker catches up ?	divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | multiply ( n0 , #0 ) | subtract ( #1 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , const_60 )
sabrina is contemplating a job switch . she is thinking of leaving her job paying $ n0 per year to accept a sales job paying $ n1 per year plus n2 percent commission for each sale made . if each of her sales is for $ n3 , what is the least number of sales she must make per year if she is not to lose money because of the job change ?	multiply ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , #2 )
on a saturday night , each of the rooms at a certain motel was rented for either $ n4 or $ n3 . if n2 of the rooms that were rented for $ n3 had instead been rented for $ n4 , then the total rent the motel charged for that night would have been reduced by n5 percent . what was the total rent the motel actually charged for that night ?	divide ( n5 , const_100 ) | subtract ( n1 , n0 ) | multiply ( n2 , #1 ) | divide ( #2 , #0 )
working together , jose and jane can complete an assigned task in n0 days . however , if jose worked alone and complete half the work and then jane takes over the task and completes the second half of the task , the task will be completed in n1 days . how long will jose take to complete the task if he worked alone ? assume that jane is more efficient than jose	multiply ( n0 , const_3 )
for any positive number x , the function [ x ] denotes the greatest integer less than or equal to x . for example , [ n5 ] = n5 , [ n2 ] = n5 and [ n4 ] = n5 . if k is a positive integer such that k ^ n6 is divisible by n7 and n8 , what is the units digit of k ^ n9 / n10 ?	multiply ( n6 , n9 ) | multiply ( #0 , #0 ) | multiply ( #1 , #0 ) | divide ( #2 , const_4 )
a gardener grows cabbages in her garden that is in the shape of a square . each cabbage takes n0 square feet of area in her garden . this year , she has increased her output by n1 cabbages as compared to last year . the shape of the area used for growing the cabbages has remained a square in both these years . how many cabbages did she produce this year ?	add ( const_0_25 , const_0_25 ) | divide ( n1 , const_2 ) | add ( #0 , #1 ) | power ( #2 , const_2 )
a factory has three types of machines , each of which works at its own constant rate . if n0 machine as and n1 machine bs can produce n2 widgets per hour , and if n6 machine as and n4 machine cs can produce n5 widgets per hour , how many widgets could one machine a , one machine b , and one machine c produce in one n6 - hour day ?	divide ( n5 , n1 ) | multiply ( n3 , #0 )
in a certain state , the ratio of registered republicans to registered democrats is n0 to n1 , and every registered voter is either a republican or a democrat . if n2 percent of the republicans and n3 percent of the democrats are expected to vote for candidate x , and everyone else is expected to vote for candidate y , by what percent is candidate x expected to win the election ?	add ( n0 , n1 ) | divide ( n3 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | subtract ( n0 , #4 ) | subtract ( n1 , #3 ) | add ( #6 , #7 ) | subtract ( #5 , #8 ) | divide ( #9 , #0 ) | multiply ( #10 , const_100 )
two trains start simultaneously from opposite ends of a n3 - km route and travel toward each other on parallel tracks . train x , traveling at a constant rate , completes the n3 - km trip in n2 hours . train y , travelling at a constant rate , completes the n3 - km trip in n4 hours . how many kilometers had train x traveled when it met train y ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | divide ( n0 , #2 ) | multiply ( #0 , #3 )
a recipe requires n3 n7 / n3 ( mixed number ) cups of flour n3 n8 / n5 ( mixed number ) cups of sugar and n7 1 / n8 ( mixed number ) cups of milk to make one cake . victor has n9 cups if flour , n10 cups of sugar and n11 cups of milk . what is the greatest number of cakes william can make using this recipe ?	divide ( n1 , n4 ) | divide ( n1 , n0 ) | divide ( n4 , n5 ) | add ( n1 , #0 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n11 , #3 ) | divide ( n9 , #4 ) | divide ( n10 , #5 ) | floor ( #8 ) | min ( #7 , #9 ) | min ( #6 , #10 )
x = n0 y = n1 z = n2 the number a is obtained by first rounding the values of x , y , and z to the hundredths place and then adding the resulting values . the number b is obtained by first adding the values of x , y , and z and then rounding the sum to the hundredths place . what is the value of a no_ascii_77 b ?	add ( n0 , n1 ) | multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n2 , const_100 ) | add ( n2 , #0 ) | floor ( #1 ) | floor ( #2 ) | floor ( #3 ) | add ( #5 , #6 ) | multiply ( #4 , const_100 ) | add ( #8 , #7 ) | floor ( #9 ) | add ( #11 , const_1 ) | subtract ( #12 , #10 ) | divide ( #13 , const_10 )
the weight of a hollow sphere is directly dependent on its surface area . the surface area of a sphere is n0 no_ascii_35 no_ascii_37 r ^ n1 , where r is the radius of the sphere . if a hollow sphere of radius n2 cm made of a certain metal weighs n3 grams , a hollow sphere of radius n4 cm made of the same metal would weigh how many grams r ?	multiply ( n0 , n3 )
the number of the members of a club is more than n0 and less than n1 . when n2 people sit at a table , other people exactly divided to n4 - people groups ( n4 people sit at a table ) or n6 - people groups ( n6 people sit at a table ) . if the members are divided to n7 - people groups , how many people will be left ?	lcm ( n3 , n5 ) | add ( n2 , #0 ) | reminder ( #1 , n7 )
shawn invested one half of his savings in a bond that paid simple interest for n2 years and received $ n1 as interest . he invested the remaining in a bond that paid compound interest , interest being compounded annually , for the same n2 years at the same rate of interest and received $ n3 as interest . what was the value of his total savings before investing in these two bonds ?	divide ( n1 , n0 ) | subtract ( n3 , n1 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
the number of the members of a club is more than n0 and less than n1 . when n2 people sit at a table , other people exactly divided to n4 - people groups ( n4 people sit at a table ) or n6 - people groups ( n6 people sit at a table ) . if the members are divided to n7 - people groups , how many people will be left ?	lcm ( n3 , n5 ) | add ( n2 , #0 ) | reminder ( #1 , n7 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n0 : n1 and n2 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
a certain experimental mathematics program was tried out in n0 classes in each of n1 elementary schools and involved n2 teachers . each of the classes had n4 teacher and each of the teachers taught at least n4 , but not more than n6 , of the classes . if the number of teachers who taught n6 classes is n , then the least and greatest possible values of n , respectively , are	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n0 )
a batch of cookies was divided among n2 tins : n1 / n2 of all the cookies were placed in either the blue tin or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction w of the cookies that were placed in the other tins were placed in the green tin ?	divide ( n1 , n0 ) | divide ( n3 , n4 ) | divide ( n3 , n0 ) | subtract ( #0 , #1 ) | add ( #2 , #3 ) | divide ( #3 , #4 )
tom drives from town q to town b , driving at a constant speed of n0 miles per hour . from town b tom immediately continues to town c . the distance between q and b is twice the distance between b and c . if the average speed of the whole journey was n1 mph , then what is tom ' s speed driving from b to c in miles per hour ?	multiply ( n0 , n1 ) | multiply ( n1 , const_3 ) | divide ( #0 , #1 )
in a group of n0 students , each student is registered for at least one of n8 classes no_ascii_77 history , math and english . n4 - n3 students are registered for history , n4 - n8 students are registered for math , and forty - n6 students are registered for english . if only n8 students are registered for all n8 classes , how many students are registered for exactly two classes ?	add ( n1 , n2 ) | add ( n2 , n3 ) | multiply ( n6 , const_10 ) | multiply ( n1 , n1 ) | subtract ( n0 , n1 ) | add ( #0 , #1 ) | add ( n6 , #2 ) | add ( #5 , #6 ) | subtract ( #7 , #3 ) | subtract ( #8 , #4 )
two nascar stock cars take off from the starting line at the exact same time , heading in opposite directions . the budweiser car travels at n0 miles per hour , while the stella artois car travels at n1 miles per hour . at this rate , and ignoring other variable , how long will the cars have to drive in order to be n2 miles , in total , from each other ?	add ( n0 , n1 ) | divide ( n2 , #0 )
jack takes a loan of $ n2 with n3 % annual interest : the interest is paid once , at the end of the year . jill takes a loan of $ n2 with n3 % annual interest , compounding monthly at the end of each month . at the end of one full year , compared to jack ' s loan interest , approximately how much more does jill have to repay ?	multiply ( n1 , const_100 ) | multiply ( n0 , n1 ) | divide ( n1 , #0 ) | divide ( #1 , const_100 ) | add ( #2 , const_1 ) | power ( #4 , n1 ) | multiply ( n0 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
bill spends two days driving from point a to point b . on the first day , he drove n0 hours longer and at an average speed n1 miles per hour faster than he drove on the second day . if during the two days he drove a total of n2 miles over the course of n3 hours , what was his average speed on the second day , in miles per hour ?	multiply ( n0 , n1 ) | multiply ( const_2 , const_4 ) | add ( #0 , #1 ) | multiply ( n1 , #0 ) | subtract ( n2 , #3 ) | divide ( #4 , #2 )
a box contains either blue or red flags . the total number of flags in the box is an even number . a group of children are asked to pick up two flags each . if all the flags are used up in the process such that n0 % of the children have blue flags , and n1 % have red flags , what percentage of children have flags of both the colors ?	add ( n0 , n1 ) | subtract ( #0 , const_100 )
in a jar there are balls in different colors : blue , red , green and yellow . the probability of drawing a blue ball is n0 / n1 . the probability of drawing a red ball is n2 / n3 . the probability of drawing a green ball is n4 / n5 . if a jar can not contain more than n6 balls , how many yellow balls are in the jar ?	lcm ( n1 , n3 ) | lcm ( n5 , #0 ) | divide ( #1 , n1 ) | divide ( #1 , n3 ) | divide ( #1 , n5 ) | multiply ( n2 , #3 ) | multiply ( n4 , #4 ) | add ( #2 , #5 ) | add ( #7 , #6 ) | subtract ( n6 , #8 )
a certain company that sells only cars and trucks reported that revenues from car sales in n6 were down n1 percent from n10 and revenues from truck sales in n6 were up n4 percent from n10 . if total revenues from car sales and truck sales in n6 were up n7 percent from n10 , what is the ratio of revenue from car sales in n10 to revenue from truck sales in n10 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | subtract ( #0 , #1 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount of paint w , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
a and b start from house at n0 am . they travel on the mg road at n1 kmph and n2 kmph . there is a junction t on their path . a turns left at t junction at n3 : n4 noon , b reaches t earlier , and turns right . both of them continue to travel till n6 pm . what is the distance between a and b at n6 pm	multiply ( n2 , const_3 ) | subtract ( n3 , n0 ) | multiply ( n1 , #1 ) | add ( #2 , #0 )
tom drives from town r to town b , driving at a constant speed of n0 miles per hour . from town b tom immediately continues to town c . the distance between r and b is twice the distance between b and c . if the average speed of the whole journey was n1 mph , then what is tom ' s speed driving from b to c in miles per hour ?	add ( const_1 , const_2 ) | divide ( const_2 , n0 ) | divide ( #0 , n1 ) | subtract ( #2 , #1 ) | divide ( const_1 , #3 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n0 : n5 and n2 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
a martian bat flies at n0 yards per second from its nest to a dry lake . when it arrives there , it immediately continues at n1 yards per second to a nearby cave . if the distance between the lake and the cave is half the distance between the nest and the lake , what is the average speed , in yards per second , of the bat during the whole flight ?	add ( n0 , n0 ) | add ( n1 , #0 ) | divide ( #1 , const_3 )
during a car trip , maria stopped to rest after she traveled n2 / n1 of the total distance to her destination . she stopped again after she traveled n2 / n3 of the distance remaining between her first stop and her destination , and then she drove the remaining n4 miles to her detination . what was the total distance , in miles from maria ' s starting point to her destination ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( n4 , #4 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
the number of the members of a club is more than n0 and less than n1 . when n2 people sit at a table , other people exactly divided to n4 - people groups ( n4 people sit at a table ) or n6 - people groups ( n6 people sit at a table ) . if the members are divided to n7 - people groups , how many people will be left ?	lcm ( n3 , n5 ) | add ( n2 , #0 ) | reminder ( #1 , n7 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
machine no_ascii_77 a produces n0 % of the total output and machine - b produces n1 % of the total output . an average of n2 units out of a n3 goods manufactured by machine - a and one unit of n4 units produced by machine - b prove to be defective . what is the probability that a unit chosen at random from the total daily output of the factory is defective ?	multiply ( n1 , n3 ) | divide ( #0 , n0 ) | add ( n3 , #1 ) | divide ( #1 , n4 ) | add ( n2 , #3 ) | divide ( #4 , #2 )
if t = n13 / ( n13 * n4 ) + n13 / ( n4 * n7 ) + n13 / ( n7 * n10 ) + n13 / ( n10 * n11 ) + . . . . . . . . . n13 / [ n ( n + n13 ) ] , for some positive integer n , what is the smallest value of n such that t > n14 ?	subtract ( const_100 , n14 ) | divide ( n14 , #0 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n0 : n5 and n2 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
a certain experimental mathematics program was tried out in n0 classes in each of n1 elementary schools and involved n2 teachers . each of the classes had n4 teacher and each of the teachers taught at least n4 , but not more than n6 , of the classes . if the number of teachers who taught n6 classes is n , then the least and greatest possible values of n , respectively , are	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n0 )
the number of the members of a club is more than n0 and less than n1 . when n2 people sit at a table , other people exactly divided to n4 - people groups ( n4 people sit at a table ) or n6 - people groups ( n6 people sit at a table ) . if the members are divided to n7 - people groups , how many people will be left ?	lcm ( n3 , n5 ) | add ( n2 , #0 ) | reminder ( #1 , n7 )
of the n16 employees in a certain department , n1 has an annual salary of n2 , n12 , n7 have an annual salary of n5 , n6 each , n7 have an annual salary of n8 , n15 each , n10 have an annual salary of n11 , n12 each and n13 have an annual salary of n14 , n15 each . what is the median annual salary for the n16 employees ?	multiply ( const_100 , const_100 ) | multiply ( #0 , const_4 )
of the families in city x in n4 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n4 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount q of paint , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
the ratio , by volume , of bleach ( b ) to detergent ( d ) to water in a certain solution is n0 : n1 : n2 . the solution will be altered so that the ratio of bleach to detergent is tripled while the ratio of detergent to water is halved . if the altered solution will contain n3 liters of water , how many liters of detergent will it contain ?	divide ( n1 , n2 ) | divide ( #0 , const_2 ) | multiply ( n3 , #1 )
in a group of n0 students , each student is registered for at least one of n7 classes no_ascii_77 history , math and english . n3 - one students are registered for history , n3 - n4 students are registered for math , and thirty - n5 students are registered for english . if only n7 students are registered for all n7 classes , how many students are registered for exactly two classes ?	add ( n2 , const_1 ) | add ( n2 , n4 ) | add ( n2 , const_10 ) | multiply ( n1 , const_2 ) | add ( #0 , #1 ) | add ( n5 , #2 ) | add ( #4 , #5 ) | subtract ( #6 , n0 ) | subtract ( #7 , #3 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n0 : n5 and n3 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
a certain experimental mathematics program was tried out in n0 classes in each of n1 elementary schools and involved n2 teachers . each of the classes had n4 teacher and each of the teachers taught at least n4 , but not more than n6 , of the classes . if the number of teachers who taught n6 classes is n , then the least and greatest possible values of n , respectively , are	multiply ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( #1 , n0 )
tom drives from town w to town b , driving at a constant speed of n0 miles per hour . from town b tom immediately continues to town c . the distance between w and b is twice the distance between b and c . if the average speed of the whole journey was n1 mph , then what is tom ' s speed driving from b to c in miles per hour ?	divide ( const_3 , n1 ) | divide ( const_2 , n0 ) | subtract ( #0 , #1 ) | inverse ( #2 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount of paint t , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
a raz ' s company that sells only cars and trucks reported that revenues from car sales in n5 were down n1 percent from n9 and revenues from truck sales were up n3 percent from n9 . if total revenues from car sales and truck sales in n5 were up n6 percent from n9 , what is the ratio of revenue from car sales in n9 to revenue from truck sales in n9 ?	add ( n3 , const_100 ) | add ( n6 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | subtract ( #3 , #4 ) | subtract ( #4 , #5 ) | divide ( #6 , #7 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
shawn invested one half of his savings in a bond that paid simple interest for n2 years and received $ n1 as interest . he invested the remaining in a bond that paid compound interest , interest being compounded annually , for the same n2 years at the same rate of interest and received $ n3 as interest . what was the value of his total savings before investing in these two bonds ?	divide ( n1 , n0 ) | subtract ( n3 , n1 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a batch of cookies was divided among n2 tins : n1 / n2 of all the cookies were placed in either the blue tin or the green tin , and the rest were placed in the red tin . if n3 / n4 of all the cookies were placed in the blue tin , what fraction q of the cookies that were placed in the other tins were placed in the green tin ?	divide ( n1 , n0 ) | divide ( n3 , n4 ) | divide ( const_12 , n0 ) | subtract ( #0 , #1 ) | multiply ( #3 , const_12 ) | add ( #2 , #4 ) | divide ( #4 , #5 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
there are n8 thieves , each loot a bakery one after the other such that the first one takes n3 / n5 of the total no . of the breads plus n3 / n5 of a bread . similarly n5 nd , n9 rd , n7 th and n8 fth also did the same . after the fifth one no . of breads remained are n9 . initially how many breads were there ?	multiply ( n0 , n7 ) | multiply ( n0 , #0 ) | add ( #1 , #0 ) | add ( n0 , #2 ) | add ( n2 , #3 )
alok ordered n0 chapatis , n3 plates of rice , n2 plates of mixed vegetable and n3 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
a man walking at a constant rate of n2 miles per hour is passed by a woman traveling in the same direction along the same path at a constant rate of n1 miles per hour . the woman stops to wait for the man n2 minutes after passing him , while the man continues to walk at his constant rate . how many minutes must the woman wait until the man catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
ann and bob drive separately to a meeting . ann ' s average driving speed is greater than bob ' s avergae driving speed by one - third of bob ' s average driving speed , and ann drives twice as many miles as bob . what is the ratio t of the number of hours ann spends driving to the meeting to the number of hours bob spends driving to the meeting ?	divide ( const_1 , const_3 ) | add ( #0 , const_1 ) | divide ( const_2 , #1 )
shawn invested one half of his savings in a bond that paid simple interest for n2 years and received $ n1 as interest . he invested the remaining in a bond that paid compound interest , interest being compounded annually , for the same n2 years at the same rate of interest and received $ n3 as interest . what was the value of his total savings before investing in these two bonds ?	divide ( n1 , n0 ) | subtract ( n3 , n1 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
the cost per unit of electricity during a n9 year period is as follows : year n1 , $ n5 per unit ; year n3 , $ n9 per unit ; year n5 , $ n6 per unit ; year n9 , $ n8 per unit . if a factory spent equal dollars on electricity each year , what was the average cost of a unit of electricity during the n9 year period ?	divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | divide ( const_1 , n6 ) | divide ( const_1 , n8 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | divide ( n0 , #6 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n2 : n5 and n2 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
harry started a n0 - mile hike with a full n1 - cup canteen of water and finished the hike in n3 hours with n3 cup of water remaining in the canteen . if the canteen leaked at the rate of n4 cup per hour and harry drank n6 cups of water during the last mile , how many cups did he drink per mile during the first n6 miles of the hike ?	subtract ( n1 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , n6 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount of paint e , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , n2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
during a car trip , maria stopped to rest after she traveled n2 / n1 of the total distance to her destination . she stopped again after she traveled n2 / n3 of the distance remaining between her first stop and her destination , and then she drove the remaining n4 miles to her detination . what was the total distance , in miles from maria ' s starting point to her destination ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( n4 , #4 )
peter takes a loan of $ n2 with n3 % annual interest : the interest is paid once , at the end of the year . martha takes a loan of $ n2 with n3 % annual interest , compounding monthly at the end of each month . at the end of one full year , compared to peter ' s loan interest , approximately how much more does martha have to repay ?	divide ( n1 , n1 ) | multiply ( const_100 , const_3 ) | multiply ( const_0_25 , const_1000 ) | divide ( #0 , const_100 ) | multiply ( n0 , #3 ) | multiply ( #3 , #4 ) | add ( #5 , const_1 ) | multiply ( #6 , #5 ) | add ( #7 , #1 ) | add ( #8 , #2 )
a babysitter is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the babysitter is paid a rate that is n3 % higher than his regular rate . if last week the babysitter earned $ n4 , how many total hours did she work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n4 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
harry started a n0 - mile hike with a full n1 - cup canteen of water and finished the hike in n5 hours with n3 cup of water remaining in the canteen . if the canteen leaked at the rate of n4 cup per hour and harry drank n5 cups of water during the last mile , how many cups did he drink per mile during the first n6 miles of the hike ?	subtract ( n1 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n4 ) | divide ( #2 , n6 )
a company has two models of computers , model m and model n . operating at a constant rate , a model m computer can complete a certain task in n0 minutes and a model n computer can complete the same task in n1 minutes . if the company used the same number of each model of computer to complete the task in n2 minute , how many model m computers were used ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 )
a company has two models of computers , model x and model y . operating at a constant rate , a model x computer can complete a certain task in n0 minutes and a model y computer can complete the same task in n1 minutes . if the company used the same number of each model of computer to complete the task in n2 minute , how many model x computers were used ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
of the n16 employees in a certain department , n1 has an annual salary of n2 , n12 , n7 have an annual salary of n5 , n6 each , n7 have an annual salary of n8 , n15 each , n10 have an annual salary of n11 , n12 each and n13 have an annual salary of n14 , n15 each . what is the median annual salary for the n16 employees ?	multiply ( const_100 , const_100 ) | multiply ( #0 , const_4 )
a company has two models of computers , model x and model y . operating at a constant rate , a model x computer can complete a certain task in n0 minutes and a model y computer can complete the same task in n1 minutes . if the company used the same number of each model of computer to complete the task in n2 minute , how many model x computers were used ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #0 )
harry started a n0 - mile hike with a full n1 - cup canteen of water and finished the hike in n2 hours with n5 cup of water remaining in the canteen . if the canteen leaked at the rate of n5 cup per hour and harry drank n5 cups of water during the last mile , how many cups did he drink per mile during the first n6 miles of the hike ?	subtract ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( #1 , n3 ) | divide ( #2 , n6 )
employees of a certain company are each to receive a unique n0 - digit identification code consisting of the digits n1 , n2 , n3 , n4 , n5 , n6 , n7 , and n8 such that no digit is used more than once in any given code . in valid codes , the second digit in the code is exactly twice the first digit . how many valid codes are there ?	multiply ( n3 , n4 ) | multiply ( n3 , #0 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
tom drives from town a to town b , driving at a constant speed of n0 miles per hour . from town b tom immediately continues to town c . the distance between a and b is twice the distance between b and c . if the average speed of the whole journey was n1 mph , then what is tom ' s speed driving from b to c in miles per hour ?	divide ( const_3 , n1 ) | divide ( const_2 , n0 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
bob is attempting to feed his pets . he feeds his pets as follows : - no dog receives more food than any other dog - no cat receives any less food than any other cat - the cats , as a group , receive exactly as much food as a single dog if bob has n0 dogs and n1 cats , approximately what percentage of the food bag does a cat receive ?	multiply ( n0 , n1 ) | add ( n1 , #0 ) | divide ( const_1 , #1 ) | multiply ( #2 , const_100 )
of the families in city x in n7 , n1 percent owned a personal computer . the number of families in city x owning a computer in n8 was n3 percent greater than it was in n7 , and the total number of families in city x was n5 percent greater in n8 than it was in n7 . what percent of the families in city x owned a personal computer in n8 ?	add ( n3 , const_100 ) | add ( n5 , const_100 ) | multiply ( n1 , #0 ) | divide ( #2 , const_100 ) | divide ( #3 , #1 ) | multiply ( #4 , const_100 )
in a regular week , there are n0 working days and for each day , the working hours are n1 . a man gets rs . n2 per hour for regular work and rs . n3 per hours for overtime . if he earns rs . n4 in n5 weeks , then how many hours does he work for ? a . n6 b . n7 c . n8 d . n9 explanation :	multiply ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n5 , #2 ) | subtract ( n4 , #4 ) | divide ( #5 , n3 ) | add ( #6 , #3 )
ann and bob drive separately to a meeting . ann ' s average driving speed is greater than bob ' s avergae driving speed by one - third of bob ' s average driving speed , and ann drives twice as many miles as bob . what is the ratio q of the number of hours ann spends driving to the meeting to the number of hours bob spends driving to the meeting ?	divide ( const_1 , const_3 ) | add ( #0 , const_1 ) | divide ( const_2 , #1 )
harry started a n0 - mile hike with a full n1 - cup canteen of water and finished the hike in n5 hours with n3 cup of water remaining in the canteen . if the canteen leaked at the rate of n4 cup per hour and harry drank n5 cups of water during the last mile , how many cups did he drink per mile during the first n6 miles of the hike ?	subtract ( n1 , n2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , n6 )
a man walking at a constant rate of n0 miles per hour is passed by a woman traveling in the same direction along the same path at a constant rate of n1 miles per hour . the woman stops to wait for the man n2 minutes after passing him , while the man continues to walk at his constant rate . how many minutes must the woman wait until the man catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
a man walking at a constant rate of n0 miles per hour is passed by a woman traveling in the same direction along the same path at a constant rate of n1 miles per hour . the woman stops to wait for the man n2 minutes after passing him , while the man continues to walk at his constant rate . how many minutes must the woman wait until the man catches up ?	divide ( n2 , const_60 ) | subtract ( n1 , n0 ) | multiply ( #0 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , const_60 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
a company has two models of computers , model m and model n . operating at a constant rate , a model m computer can complete a certain task in n0 minutes and a model n computer can complete the same task in n1 minutes . if the company used the same number of each model of computer to complete the task in n2 minute , how many model m computers were used ?	inverse ( n1 ) | inverse ( n0 ) | add ( #0 , #1 ) | inverse ( #2 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
at a certain organisation , the number of male members went up by n0 % in the year n6 from year n7 , and the number of females members went down by n3 % in the same time period . if the total membership at the organisation went up by n4 % from the year n7 to n6 , what was the ratio of male members to female members in the year n7 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #3 , const_1000 ) | multiply ( #5 , const_1000 ) | multiply ( #4 , const_1000 ) | subtract ( #6 , #7 ) | subtract ( #8 , #6 ) | divide ( #9 , #10 )
n0 cannons are firing at a target . if their individual probabilities to hit the target are n1 , n2 , and n3 respectively , what is the probability that none of the cannons will hit the target after one round of fire ? prob . that all the cannons will hit the target = . n6 prob . that none of the cannons will hit = n5 - . n6 = . n7	subtract ( const_1 , n3 ) | subtract ( const_1 , n2 ) | subtract ( const_1 , n1 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 )
at a certain organisation , the number of male members went up by n0 % in the year n6 from year n7 , and the number of females members went down by n3 % in the same time period . if the total membership at the organisation went up by n4 % from the year n7 to n6 , what was the ratio of male members to female members in the year n7 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #3 , const_1000 ) | multiply ( #5 , const_1000 ) | multiply ( #4 , const_1000 ) | subtract ( #6 , #7 ) | subtract ( #8 , #6 ) | divide ( #9 , #10 )
a gambler bought $ n0 worth of chips at a casino in denominations of $ n4 and $ n7 . that evening , the gambler lost n3 chips , and then cashed in the remainder . if the number of $ n4 chips lost was n6 more or n6 less than the number of $ n7 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( const_3 , const_4 ) | add ( n5 , n5 ) | subtract ( const_10 , const_1 ) | multiply ( n2 , #0 ) | multiply ( n1 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n1 ) | subtract ( #6 , #1 )
a certain shade of gray paint is obtained by mixing n0 parts of white paint with n1 parts of black paint . if n2 gallons of the mixture is needed and the individual colors can be purchased only in one gallon or half gallon cans , what is the least amount of paint r , in gallons , that must be purchased in order to measure out the portions needed for the mixture ?	multiply ( const_0_25 , const_2 ) | multiply ( n1 , n2 ) | add ( #0 , #1 )
shawn invested one half of his savings in a bond that paid simple interest for n2 years and received $ n1 as interest . he invested the remaining in a bond that paid compound interest , interest being compounded annually , for the same n2 years at the same rate of interest and received $ n3 as interest . what was the value of his total savings before investing in these two bonds ?	divide ( n1 , n0 ) | subtract ( n3 , n1 ) | multiply ( #0 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
an empty tank be filled with an inlet pipe no_ascii_47 a no_ascii_32 in n0 minutes . after n1 minutes an outlet pipe no_ascii_47 b no_ascii_32 is opened which can empty the tank in n2 minutes . after n3 minutes another inlet pipe no_ascii_47 c no_ascii_32 opened into the same tank , which can fill the tank in n4 minutes and the tank is filled . find the time taken to fill the tank ?	add ( n2 , n4 ) | add ( n0 , #0 ) | subtract ( #1 , const_2 ) | divide ( #2 , const_2 )
a box contains either blue or red flags . the total number of flags in the box is an even number . a group of children are asked to pick up two flags each . if all the flags are used up in the process such that n0 % of the children have blue flags , and n1 % have red flags , what percentage of children have flags of both the colors ?	add ( n0 , n1 ) | subtract ( #0 , const_100 )
two alloys a and b are composed of two basic elements . the ratios of the compositions of the two basic elements in the two alloys are n3 : n5 and n2 : n3 , respectively . a new alloy x is formed by mixing the two alloys a and b in the ratio n4 : n5 . what is the ratio of the composition of the two basic elements in alloy x ?	add ( n0 , n1 ) | multiply ( n0 , n4 ) | multiply ( n1 , n4 ) | divide ( #0 , const_2 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | add ( #2 , #4 ) | divide ( #5 , #6 )
at a certain organisation , the number of male members went up by n0 % in the year n6 from year n7 , and the number of females members went down by n3 % in the same time period . if the total membership at the organisation went up by n4 % from the year n7 to n6 , what was the ratio of male members to female members in the year n7 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #3 , const_1000 ) | multiply ( #5 , const_1000 ) | multiply ( #4 , const_1000 ) | subtract ( #6 , #7 ) | subtract ( #8 , #6 ) | divide ( #9 , #10 )
a box contains either blue or red flags . the total number of flags in the box is an even number . a group of children are asked to pick up two flags each . if all the flags are used up in the process such that n1 % of the children have blue flags , and n1 % have red flags , what percentage of children have flags of both the colors ?	add ( n0 , n1 ) | subtract ( #0 , const_100 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
a box contains either blue or red flags . the total number of flags in the box is an even number . a group of children are asked to pick up two flags each . if all the flags are used up in the process such that n0 % of the children have blue flags , and n1 % have red flags , what percentage of children have flags of both the colors ?	add ( n0 , n1 ) | subtract ( #0 , const_100 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
at a certain organisation , the number of male members went up by n0 % in the year n6 from year n7 , and the number of females members went down by n3 % in the same time period . if the total membership at the organisation went up by n4 % from the year n7 to n6 , what was the ratio of male members to female members in the year n7 ?	divide ( n4 , const_100 ) | divide ( n3 , const_100 ) | divide ( n0 , const_100 ) | add ( #0 , const_1 ) | add ( #2 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #3 , const_1000 ) | multiply ( #5 , const_1000 ) | multiply ( #4 , const_1000 ) | subtract ( #6 , #7 ) | subtract ( #8 , #6 ) | divide ( #9 , #10 )
joe has a total of $ n0 in his two pockets . he takes one fourth of the money in his left pocket and puts it in his right pocket . he then takes $ n1 from his left pocket and puts it in his right pocket . if he now has an equal amount of money in each pocket , then how much money did he originally have in his left pocket ?	add ( n0 , n1 ) | divide ( const_1 , const_4 ) | add ( n1 , #0 ) | subtract ( const_1 , #1 ) | add ( #3 , #3 ) | divide ( #2 , #4 )
of the n16 employees in a certain department , n1 has an annual salary of n2 , n12 , n7 have an annual salary of n5 , n6 each , n7 have an annual salary of n8 , n15 each , n10 have an annual salary of n11 , n12 each and n13 have an annual salary of n14 , n15 each . what is the median annual salary for the n16 employees ?	multiply ( const_100 , const_100 ) | multiply ( #0 , const_4 )
during a car trip , maria stopped to rest after she traveled n2 / n1 of the total distance to her destination . she stopped again after she traveled n2 / n3 of the distance remaining between her first stop and her destination , and then she drove the remaining n4 miles to her detination . what was the total distance , in miles from maria ' s starting point to her destination ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | multiply ( #0 , #1 ) | add ( #0 , #2 ) | subtract ( n0 , #3 ) | divide ( n4 , #4 )
tough and tricky questions : distance / rate . on a reconnaissance mission , a state - of - the - art nuclear powered submarine traveled n0 miles to reposition itself in the proximity of an aircraft carrier . this journey would have taken n1 hour less if the submarine had traveled n2 miles per hour faster . what was the average speed , in miles per hour , for the actual journey ?	multiply ( n0 , n2 ) | power ( n2 , const_2 ) | multiply ( #0 , const_4 ) | add ( #2 , #1 ) | sqrt ( #3 ) | subtract ( #4 , n2 ) | divide ( #5 , const_2 )
a box contains either blue or red flags . the total number of flags in the box is an even number . a group of children are asked to pick up two flags each . if all the flags are used up in the process such that n0 % of the children have blue flags , and n1 % have red flags , what percentage of children have flags of both the colors ?	add ( n0 , n1 ) | subtract ( #0 , const_100 )
a crate measures n0 feet by n1 feet by n2 feet on the inside . a stone pillar in the shape of a right circular cylinder must fit into the crate for shipping so that it rests upright when the crate sits on at least one of its six sides . what is the radius , in feet , of the pillar with the largest volume that could still fit in the crate ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 ) | divide ( #1 , n2 ) | divide ( #2 , n1 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
david and lewis leave chennai for hyderabad simultaneously at n0 p . m in the night driving in two cars at speeds of n1 mph and n2 mph respectively . as soon as lewis reaches hyderabad he returns back to chennai along the same route and meets david on the way back . if the distance between the two cities is n3 miles , how far from chennai did david and lewis meet ?	divide ( n3 , n2 ) | multiply ( n1 , #0 )
of the n16 employees in a certain department , n1 has an annual salary of n2 , n12 , n7 have an annual salary of n5 , n6 each , n7 have an annual salary of n8 , n15 each , n10 have an annual salary of n11 , n12 each and n13 have an annual salary of n14 , n15 each . what is the median annual salary for the n16 employees ?	multiply ( const_100 , const_100 ) | multiply ( #0 , const_4 )
alok ordered n0 chapatis , n1 plates of rice , n2 plates of mixed vegetable and n4 ice - cream cups . the cost of each chapati is rs . n4 , that of each plate of rice is rs . n5 and that of mixed vegetable is rs . n6 . the amount that alok paid the cashier was rs . n7 . find the cost of each ice - cream cup ?	multiply ( n0 , n3 ) | multiply ( n1 , n5 ) | multiply ( n2 , n6 ) | subtract ( n7 , #0 ) | subtract ( #3 , #1 ) | subtract ( #4 , #2 ) | divide ( #5 , n3 )
two thirds of the roads from a to b are at least n4 miles long , and n1 / n2 of the roads from b to c are at least n4 miles long . if you randomly pick a road from a to b and then randomly pick a road from b to c , what is the probability that at least one of the roads you pick is at least n4 miles long ?	divide ( const_2 , n1 ) | divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the distance traveled by maxwell when they meet in the middle ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of n2 mins and n1 seconds . if the second blast occurred exactly n2 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = n3 m / s )	multiply ( n1 , n3 )
n0 maths classes : a , b and c take an algebra test . the average score of class a is n1 . the average score of class b is n2 . the average score of class c is n3 . the average score of class a and b is n4 and average score of class b and c is n5 . what is the average score of classes a , b , c ?	divide ( const_1 , const_2 ) | add ( n5 , #0 )
i spend n0 hours a week ( n2 days ) at work and like to organize my time so that i spend an equal number of hours on the two tasks i currently have . currently , i am spending n2 hours a day on task n6 and n4 on task n5 . how many hours a week less do i need to spend on task n6 in order to evenly distribute my time ?	divide ( n0 , const_2 ) | subtract ( #0 , n4 ) | subtract ( #0 , n1 ) | subtract ( #1 , #2 ) | add ( n4 , #3 )
for a group of n people , k of whom are of the same sex , the ( n - k ) / n expression yields an index for a certain phenomenon in group dynamics for members of that sex . for a group that consists of n0 people , n1 of whom are females , by how much does the index for the females exceed the index for the males in the group ?	divide ( n1 , n0 ) | subtract ( n0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , #0 )
this year , mbb consulting fired n0 % of its employees and left remaining employee salaries unchanged . sally , a first - year post - mba consultant , noticed that that the average ( arithmetic mean ) of employee salaries at mbb was n1 % more after the employee headcount reduction than before . the total salary pool allocated to employees after headcount reduction is what percent of that before the headcount reduction ?	multiply ( const_10 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_100 ) | add ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
two years ago , ram put $ n4 into a savings account . at the end of the first year , his account had accrued $ n1 in interest bringing his total balance to $ n2 . the next year , his account balance increased by n3 % . at the end of the two years , by what percent has sam ' s account balance increased from his initial deposit of $ n4 ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( n2 , #1 ) | subtract ( #2 , n0 ) | divide ( #3 , n0 ) | multiply ( #4 , const_100 )
rates for having a manuscript typed at a certain typing service are $ n4 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( const_4.0 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
the distance between towns a and b is n0 km . one train departs from town a and another train departs from town b , both leaving at the same moment of time and heading towards each other . we know that one of them is n1 km / hr faster than the other . find the speeds of both trains if n2 hours after their departure the distance between them is n3 km .	add ( n2 , n2 ) | subtract ( n0 , n3 ) | divide ( #1 , #0 ) | subtract ( #2 , n1 ) | subtract ( #3 , n1 ) | add ( #4 , #4 )
a charitable woman gave one penny more than half pennies in her purse to a farmer . afterwards she came across a beggar whom she gave n0 pennies more than half of what she had in her purse . in the end she gave n1 pennies more than half of what she had in her purse and left with a penny with her to a boy . find what she had in the beginning ?	add ( n1 , const_1 ) | multiply ( n0 , #0 ) | add ( n0 , #1 ) | multiply ( n0 , #2 ) | add ( #3 , const_1 ) | multiply ( n0 , #4 )
when a certain tree was first planted , it was n5 feet tall , and the height of the tree increased by a constant amount each year for the next n2 years . at the end of the n2 th year , the tree was n3 / n4 taller than it was at the end of the n5 th year . by how many feet did the height of the tree increase each year ?	subtract ( n1 , n0 ) | multiply ( n4 , #0 ) | subtract ( #1 , n0 ) | divide ( n0 , #2 )
when a certain tree was first planted , it was n5 feet tall , and the height of the tree increased by a constant amount each year for the next n4 years . at the end of the n4 th year , the tree was n3 / n4 taller than it was at the end of the n5 th year . by how many feet did the height of the tree increase each year ?	subtract ( n1 , n0 ) | multiply ( n4 , #0 ) | subtract ( #1 , n0 ) | divide ( n0 , #2 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
a theater box office sold an average ( arithmetic mean ) of n0 tickets per staff member to a particular movie . among the daytime staff , the average number sold per member was n1 , and among the evening staff , the average number sold was n2 . if there are no other employees , what was the ratio of the number of daytime staff members to the number of evening staff members ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
cindy has her eye on a sundress but thinks it is too expensive . it goes on sale for n3 % less than the original price . before cindy can buy the dress , however , the store raises the new price by n1 % . if the dress cost $ n2 after it went on sale for n3 % off , what is the difference between the original price and the final price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #3 ) | multiply ( n2 , #2 ) | subtract ( #5 , #4 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you fill up n2 mini - vans and n3 trucks , how much money will the fuel cost to all the cars owners total , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty - ?	multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n4 , #2 ) | multiply ( n3 , #4 ) | multiply ( n1 , #5 ) | add ( #6 , #3 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
jony walks along sunrise boulevard daily . he starts walking at n5 : n1 from block n2 and walks to block n3 where he turns around and walks back to block n4 , where he stops at n5 : n10 . the blocks along the boulevard are numbered sequentially ( n7 , n8 , n9 ) , and each block measures n10 meters . what is jony ' s speed in meters per minute ?	subtract ( n3 , n2 ) | subtract ( n3 , n4 ) | multiply ( n6 , #0 ) | multiply ( n6 , #1 ) | add ( #2 , #3 ) | divide ( #4 , n6 )
a certain airline ' s fleet consisted of n0 type a planes at the beginning of n2 . at the end of each year , starting with n2 , the airline retired n3 of the type a planes and acquired n4 new type b plans . how many years did it take before the number of type a planes left in the airline ' s fleet was less than n5 percent of the fleet ?	add ( n3 , n4 ) | divide ( n0 , #0 )
from an island , it is possible to reach the mainland by either ferry p or ferry q . ferry p travels for n2 hours at n1 kilometers per hour , while ferry q takes a route that is two times longer . if ferry p is slower than ferry q by n2 kilometers per hour , how many hours longer is the journey of ferry q compared with the journey of ferry p ?	add ( n1 , n2 ) | multiply ( const_2.0 , n1 ) | multiply ( #1 , const_3 ) | divide ( #2 , #0 ) | subtract ( #3 , n0 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
cindy has her eye on a sundress but thinks it is too expensive . it goes on sale for n3 % less than the original price . before cindy can buy the dress , however , the store raises the new price by n1 % . if the dress cost $ n2 after it went on sale for n3 % off , what is the difference between the original price and the final price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #3 ) | multiply ( n2 , #2 ) | subtract ( #5 , #4 )
this year , mbb consulting fired n0 % of its employees and left remaining employee salaries unchanged . sally , a first - year post - mba consultant , noticed that that the average ( arithmetic mean ) of employee salaries at mbb was n1 % more after the employee headcount reduction than before . the total salary pool allocated to employees after headcount reduction is what percent of that before the headcount reduction ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_100 ) | add ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
cindy has her eye on a sundress but thinks it is too expensive . it goes on sale for n3 % less than the original price . before cindy can buy the dress , however , the store raises the new price by n1 % . if the dress cost $ n2 after it went on sale for n3 % off , what is the difference between the original price and the final price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #3 ) | multiply ( n2 , #2 ) | subtract ( #5 , #4 )
the ratio of the first and second class fares between two stations is n0 : n4 and that of the number of passengers travelling between the two stations by the first and the second class is n4 : n3 . if in a day , rs . n4 , n5 are collected from the passengers travelling between the two stations , then the amount collected from the second class from the second class passengers is	multiply ( n1 , n1 )
aunt marge is giving candy to each of her nephews and nieces . she has n0 pieces of candy and she gives all the candy to the children according to her wish . if robert gets n4 more pieces than kate , bill gets n2 less than mary , mary gets n4 more pieces than robert , and kate gets n4 more pieces than bill , how many pieces of candy does kate get ?	divide ( n2 , n1 ) | subtract ( n0 , n2 ) | add ( n1 , #0 ) | multiply ( n1 , #2 ) | subtract ( #1 , #3 )
when a certain tree was first planted , it was n5 feet tall , and the height of the tree increased by a constant amount each year for the next n2 years . at the end of the n2 th year , the tree was n3 / n4 taller than it was at the end of the n5 th year . by how many feet did the height of the tree increase each year ?	subtract ( n1 , n0 ) | multiply ( n4 , #0 ) | subtract ( #1 , n0 ) | divide ( n0 , #2 )
ron cycles his way up on a hill side and back . he takes the exact same route both ways . on the trip out he cycles an average speed of n0 miles per hour . on the trip back , downhill cycling at an average speed of n1 miles per hour , he is quick to return back . what is his approximate average speed for the round trip in miles per hour ?	multiply ( n1 , const_2 ) | divide ( #0 , n0 ) | divide ( #0 , n1 ) | add ( #2 , #1 ) | multiply ( n0 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #5 ) | divide ( #6 , #3 )
a certain airline ' s fleet consisted of n0 type a planes at the beginning of n2 . at the end of each year , starting with n2 , the airline retired n3 of the type a planes and acquired n4 new type b plans . how many years did it take before the number of type a planes left in the airline ' s fleet was less than n5 percent of the fleet ?	add ( n3 , n4 ) | divide ( n0 , #0 )
richard walks along sunrise boulevard daily . he starts walking at n5 : n1 from block n2 and walks to block n3 where he turns around and walks back to block n4 , where he stops at n5 : n6 . the blocks along the boulevard are numbered sequentially ( n7 , n8 , n9 ) , and each block measures n10 meters . what is richard ' s speed in meters per minute ?	subtract ( n3 , n2 ) | subtract ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( n6 , #2 ) | divide ( #3 , n9 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you fill up n2 mini - vans and n3 trucks , how much money will the fuel cost to all the cars owners total , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty - ?	multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n4 , #2 ) | multiply ( n3 , #4 ) | multiply ( n1 , #5 ) | add ( #6 , #3 )
two printing presses begin printing currency at the same time and at constant speeds . press f produces n0 - dollar bills at the rate of n1 , n2 bills per minute . press t produces n3 - dollar bills at the rate of n4 bills per minute . once the machines have begun printing , how many seconds does it take for press f to produce n5 dollars more currency than press t ?	multiply ( const_10 , const_100 ) | divide ( n4 , #0 ) | multiply ( #1 , const_60 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
a certain airline ' s fleet consisted of n0 type a planes at the beginning of n2 . at the end of each year , starting with n2 , the airline retired n3 of the type a planes and acquired n4 new type b plans . how many years did it take before the number of type a planes left in the airline ' s fleet was less than n5 percent of the fleet ?	add ( n3 , n4 ) | divide ( n0 , #0 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the distance traveled by maxwell when they meet in the middle ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
the length and breadth of the floor of the room are n0 feet and n1 feet respectively . square tiles of n2 feet length of different colours are to be laid on the floor . black tiles are laid in the first row on all sides . if white tiles are laid in the one - third of the remaining and blue tiles in the rest , how many blue tiles will be there ?	add ( n0 , n0 ) | add ( const_3 , const_3 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | add ( #3 , #1 ) | multiply ( #4 , const_2 ) | subtract ( #2 , #5 ) | divide ( #6 , const_3 ) | subtract ( #6 , #7 ) | divide ( #8 , const_4 )
this year , mbb consulting fired n0 % of its employees and left remaining employee salaries unchanged . sally , a first - year post - mba consultant , noticed that that the average ( arithmetic mean ) of employee salaries at mbb was n1 % more after the employee headcount reduction than before . the total salary pool allocated to employees after headcount reduction is what percent of that before the headcount reduction ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_100 ) | add ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
consider below info to be a table : amount of bacteria time - amount n0 pm - n1 gms n6 pm - x gms n3 pm - n4 gms data for a certain biology experiment are given in the table above . if the amount of bacteria present increased by the same factor during each of the two n5 - hour periods shown , how many grams of bacteria were present at n6 pm ?	add ( n1 , n4 ) | divide ( #0 , const_2 )
` ` how old are you , alchemerion ? ' ' asked one of the wizards appearances the wizards answer with a riddle , ` ` i am still very young as wizards go . i am only n2 times my son ' s age . my father is n1 year more than twice of my age . together the n2 of us are a n3 year old ' ' . how old is alchemerion	subtract ( n3 , n1 ) | divide ( #0 , const_10 ) | multiply ( n0 , #1 )
cindy has her eye on a sundress but thinks it is too expensive . it goes on sale for n3 % less than the original price . before cindy can buy the dress , however , the store raises the new price by n1 % . if the dress cost $ n2 after it went on sale for n3 % off , what is the difference between the original price and the final price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #3 ) | multiply ( n2 , #2 ) | subtract ( #5 , #4 )
the cyclist going at a constant rate of n0 miles per hour is passed by a motor - cyclist traveling in the same direction along the same path at n1 miles per hour . the motor - cyclist stops to wait for the cyclist n2 minutes after passing her , while the cyclist continues to travel at constant rate , how many minutes must the motor - cyclist wait until the cyclist catches up ?	divide ( n1 , const_4 ) | divide ( n0 , const_4 ) | subtract ( #0 , #1 ) | multiply ( #2 , const_60 ) | divide ( #3 , n0 )
cindy has her eye on a sundress but thinks it is too expensive . it goes on sale for n3 % less than the original price . before cindy can buy the dress , however , the store raises the new price by n1 % . if the dress cost $ n2 after it went on sale for n3 % off , what is the difference between the original price and the final price ?	add ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( n2 , #3 ) | multiply ( n2 , #2 ) | subtract ( #5 , #4 )
when a certain tree was first planted , it was n5 feet tall , and the height of the tree increased by a constant amount each year for the next n2 years . at the end of the n2 th year , the tree was n3 / n5 taller than it was at the end of the n5 th year . by how many feet did the height of the tree increase each year ?	subtract ( n1 , n0 ) | multiply ( n4 , #0 ) | subtract ( #1 , n0 ) | divide ( n0 , #2 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
two years ago , john put $ n4 into a savings account . at the end of the first year , his account had accrued $ n1 in interest bringing his total balance to $ n2 . the next year , his account balance increased by n3 % . at the end of the two years , by what percent has john ' s account balance increased from his initial deposit of $ n4 ?	divide ( n0 , n1 ) | add ( n3 , #0 ) | add ( #1 , const_1 )
the price for a loaf of bread in april was $ n0 , in may the price was $ n1 , and in june the price was $ n2 . if n3 / n5 as much bread was sold in april as in may , and twice as much was sold in june as in april , what was the average price for a loaf of bread sold during the n5 - month period ?	add ( n0 , n1 ) | add ( const_1 , const_1 ) | multiply ( n2 , const_2 ) | add ( #0 , #2 ) | add ( #1 , const_2 ) | divide ( #3 , #4 )
anusha , banu and esha run a running race of n0 meters . anusha is the fastest followed by banu and then esha . anusha , banu and esha maintain constant speeds during the entire race . when anusha reached the goal post , banu was n2 m behind . when banu reached the goal post esha was n2 m behind . how far was behind anusha when the latter reached the goal post .	subtract ( n0 , n1 ) | divide ( n0 , #0 ) | inverse ( #1 ) | multiply ( #2 , #0 )
a theater box office sold an average ( arithmetic mean ) of n0 tickets per staff member to a particular movie . among the daytime staff , the average number sold per member was n1 , and among the evening staff , the average number sold was n2 . if there are no other employees , what was the ratio of the number of daytime staff members to the number of evening staff members ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
this year , mbb consulting fired n0 % of its employees and left remaining employee salaries unchanged . sally , a first - year post - mba consultant , noticed that that the average ( arithmetic mean ) of employee salaries at mbb was n1 % more after the employee headcount reduction than before . the total salary pool allocated to employees after headcount reduction is what percent of that before the headcount reduction ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_100 ) | add ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
michael cashed a check for $ n0 and received only $ n4 and $ n5 bills in return . during the course of a day , he used n3 bills and then lost the rest of the money . if the number of $ n4 bills used was either one more or one less than the number of $ n5 bills used , what is the minimum possible amount of money that was lost ?	divide ( n3 , const_2 ) | floor ( #0 ) | multiply ( n1 , #1 ) | subtract ( n3 , #1 ) | multiply ( n2 , #3 ) | add ( #4 , #2 ) | subtract ( n0 , #5 )
from an island , it is possible to reach the mainland by either ferry p or ferry q . ferry p travels for n2 hours at n1 kilometers per hour , while ferry q takes a route that is three times longer . if ferry p is slower than ferry q by n2 kilometers per hour , how many hours longer is the journey of ferry q compared with the journey of ferry p ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_3 ) | divide ( #2 , #0 ) | subtract ( #3 , n0 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
n0 friends , peter , john , quincy , and andrew , are pooling their money to buy a $ n4 item . peter has twice as much money as john . quincy has $ n2 more than peter . andrew has n3 % more than quincy . if they put all their money together and spend the $ n4 , they will have $ n5 left . how much money does peter have ?	add ( n1 , n5 ) | add ( n3 , const_100 ) | divide ( const_1 , const_2 ) | add ( #2 , const_1 ) | divide ( #1 , const_100 ) | subtract ( #0 , n2 ) | add ( #3 , const_1 ) | multiply ( n2 , #4 ) | add ( #6 , #4 ) | subtract ( #5 , #7 ) | divide ( #9 , #8 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the distance traveled by maxwell when they meet in the middle ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of n2 mins and n1 seconds . if the second blast occurred exactly n2 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = n3 m / s )	multiply ( n1 , n3 )
from an island , it is possible to reach the mainland by either ferry p or ferry q . ferry p travels for n0 hours at n1 kilometers per hour , while ferry q takes a route that is three times longer . if ferry p is slower than ferry q by n2 kilometers per hour , how many hours longer is the journey of ferry q compared with the journey of ferry p ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_3 ) | divide ( #2 , #0 ) | subtract ( #3 , n0 )
for a group of n people , k of whom are of the same sex , the ( n - k ) / n expression yields an index for a certain phenomenon in group dynamics for members of that sex . for a group that consists of n0 people , n1 of whom are females , by how much does the index for the females exceed the index for the males in the group ?	divide ( n1 , n0 ) | subtract ( n0 , n1 ) | divide ( #1 , n0 ) | subtract ( #2 , #0 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you fill up n2 mini - vans and n3 trucks , how much money will the fuel cost to all the cars owners total , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty - ?	multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n4 , #2 ) | multiply ( n3 , #4 ) | multiply ( n1 , #5 ) | add ( #6 , #3 )
a certain airline ' s fleet consisted of n0 type a planes at the beginning of n2 . at the end of each year , starting with n2 , the airline retired n3 of the type a planes and acquired n4 new type b plans . how many years did it take before the number of type a planes left in the airline ' s fleet was less than n5 percent of the fleet ?	add ( const_3 , const_4 ) | divide ( n0 , #0 )
a theater box office sold an average ( arithmetic mean ) of n0 tickets per staff member to a particular movie . among the daytime staff , the average number sold per member was n1 , and among the evening staff , the average number sold was n2 . if there are no other employees , what was the ratio of the number of daytime staff members to the number of evening staff members ?	subtract ( n0 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 )
this year , mbb consulting fired n1 % of its employees and left remaining employee salaries unchanged . sally , a first - year post - mba consultant , noticed that that the average ( arithmetic mean ) of employee salaries at mbb was n1 % more after the employee headcount reduction than before . the total salary pool allocated to employees after headcount reduction is what percent of that before the headcount reduction ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | add ( #0 , const_100 ) | add ( #1 , const_4 ) | multiply ( #2 , #3 ) | divide ( #4 , #0 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
of the n0 employees at company x , n1 are full - time , and n2 have worked at company x for at least a year . there are n3 employees at company x who aren no_ascii_32 t full - time and haven no_ascii_32 t worked at company x for at least a year . how many full - time employees of company x have worked at the company for at least a year ?	subtract ( n0 , n1 ) | subtract ( #0 , n3 )
a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of n2 mins and n1 seconds . if the second blast occurred exactly n2 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = n3 m / s )	multiply ( n1 , n3 )
a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of n2 mins and n1 seconds . if the second blast occurred exactly n2 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = n3 m / s )	multiply ( n1 , n3 )
two thirds of the roads from a to b are at least n4 miles long , and n1 / n2 of the roads from b to c are at least n4 miles long . if you randomly pick a road from a to b and then randomly pick a road from b to c , what is the probability that at least one of the roads you pick is at least n4 miles long ?	divide ( const_2 , const_3.0 ) | divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #4 )
a sum is divided between a and b in the ratio of n0 : n3 . a purchased a car from his part , which depreciates n2 n3 / n4 % per annum and b deposited his amount in a bank , which pays him n5 % interest per annum compounded annually . by what percentage will the total sum of money increase after two years due to this investment pattern ( approximately ) .	add ( n5 , n5 ) | add ( n4 , #0 ) | add ( n0 , #1 ) | divide ( #2 , const_100 ) | add ( n5 , #3 )
when the bus started from the first bus stop , the number of male passengers to the number of female passengers was n4 : n1 . at the first stop , n2 passengers got down and n3 more female passengers got in . the ratio of the male to female passengers now became n4 : n5 . what was the total number of passengers in the bus when it started from the first stop ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 ) | multiply ( #1 , const_3 ) | negate ( #2 ) | subtract ( n3 , #3 ) | subtract ( #4 , #5 )
maxwell leaves his home and walks toward brad ' s house at the same time that brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the distance traveled by maxwell when they meet in the middle ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you fill up n2 mini - vans and n3 trucks , how much money will the fuel cost to all the cars owners total , if a mini - van ' s tank is n4 liters and a truck ' s tank is n5 % bigger and they are all empty - ?	multiply ( n4 , n5 ) | multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | add ( n4 , #2 ) | multiply ( n3 , #4 ) | multiply ( n1 , #5 ) | add ( #6 , #3 )
from an island , it is possible to reach the mainland by either ferry p or ferry q . ferry p travels for n0 hours at n1 kilometers per hour , while ferry q takes a route that is three times longer . if ferry p is slower than ferry q by n2 kilometer per hour , how many hours longer is the journey of ferry q compared with the journey of ferry p ?	add ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , const_3 ) | divide ( #2 , #0 ) | subtract ( #3 , n0 )
when a certain tree was first planted , it was n5 feet tall , and the height of the tree increased by a constant amount each year for the next n2 years . at the end of the n2 th year , the tree was n3 / n4 taller than it was at the end of the n5 th year . by how many feet did the height of the tree increase each year ?	subtract ( n1 , n0 ) | multiply ( n4 , #0 ) | subtract ( #1 , n0 ) | divide ( n0 , #2 )
rates for having a manuscript typed at a certain typing service are $ n0 per page for the first time a page is typed and $ n1 per page each time a page is revised . if a certain manuscript has n2 pages , of which n3 were revised only once , n4 were revised twice , and the rest required no revisions , what was the total cost of having the manuscript typed ?	multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | multiply ( n1 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_2 ) | add ( #3 , #4 )
a freight elevator can carry a maximum load of n0 pounds . sean , who weighs n1 pounds , is in the elevator with two packages weighing n2 pounds and n3 pounds . if he needs to fit n4 more packages in the elevator that weigh as much as possible without exceeding the elevator limit , what is the difference between their average and the average of the two packages already in the elevator ?	add ( n2 , n3 ) | subtract ( n0 , n1 ) | divide ( #0 , const_2 ) | subtract ( #1 , #0 ) | divide ( #3 , n4 ) | subtract ( #2 , #4 )
a small table has a length of n0 inches and a breadth of b inches . cubes are placed on the surface of the table so as to cover the entire surface . the maximum side of such cubes is found to be n1 inches . also , a few such tables are arranged to form a square . the minimum length of side possible for such a square is n2 inches . find b .	divide ( n2 , n1 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
the hiker walking at a constant rate of n0 miles per hour is passed by a motor - cyclist traveling in the same direction along the same path at n1 miles per hour . the motor - cyclist stops to wait for the hiker n2 minutes after passing her , while the hiker continues to walk at her constant rate , how many minutes must the motor - cyclist wait until the hiker catches up ?	multiply ( n1 , const_1_6 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits are in s ( n10 ) ?	add ( n6 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
while driving from a - ville to b - town , harriet drove at a constant speed of n0 kilometers per hour . upon arriving in b - town , harriet immediately turned and drove back to a - ville at a constant speed of n1 kilometers per hour . if the entire trip took n2 hours , how many minutes did it take harriet to drive from a - ville to b - town ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_60 )
a gambler bought $ n0 , n1 worth of chips at a casino in denominations of $ n5 and $ n8 . that evening , the gambler lost n4 chips , and then cashed in the remainder . if the number of $ n5 chips lost was n7 more or n7 less than the number of $ n8 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( n3 , n5 ) | multiply ( const_1000 , const_3 ) | divide ( #0 , n5 ) | multiply ( n1 , #2 ) | subtract ( #2 , n5 ) | multiply ( n2 , #4 ) | add ( #3 , #5 ) | subtract ( #1 , #6 )
maxwell leaves his home and walks toward brad ' s house . one hour later , brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the total time it takes maxwell before he meets up with brad ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
n11 containers a , b and c are having mixtures of milk and water in the ratio of n1 : n10 and n11 : n10 and n10 : n6 respectively . if the capacities of the containers are in the ratio of all the n11 containers are in the ratio n10 : n9 : n10 , find the ratio of milk to water , if the mixtures of all the n11 containers are mixed together .	add ( n1 , n2 ) | add ( n0 , n2 ) | add ( n2 , n6 ) | add ( n2 , n9 ) | add ( n2 , #3 ) | divide ( n1 , #0 ) | divide ( n0 , #1 ) | divide ( n2 , #2 ) | multiply ( n2 , #5 ) | multiply ( n9 , #6 ) | multiply ( n2 , #7 ) | add ( #8 , #9 ) | add ( #11 , #10 ) | subtract ( #4 , #12 ) | divide ( #12 , #13 )
machine m , n , o working simultaneously machine m can produce x units in n4 / n1 of the time it takes machine n to produce the same amount of units . machine n can produce x units in n2 / n3 the time it takes machine o to produce that amount of units . if all n4 machines are working simultaneously , what fraction of the total output is produced by machine n ?	multiply ( n2 , n3 ) | subtract ( #0 , const_1 ) | divide ( n3 , #1 )
in a class of n0 students , n1 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest of the students each borrowed at least n6 books . if the average ( arithmetic mean ) number of books borrowed per student was n7 , what is the maximum number of books that any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n4 , n5 ) | multiply ( n1 , n6 ) | add ( n2 , #1 ) | add ( #3 , #2 ) | subtract ( #0 , #4 ) | add ( n6 , #5 )
a gambler bought $ n7 , n1 worth of chips at a casino in denominations of $ n5 and $ n8 . that evening , the gambler lost n4 chips , and then cashed in the remainder . if the number of $ n5 chips lost was n7 more or n7 less than the number of $ n8 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( n3 , n5 ) | multiply ( const_1000 , const_3 ) | divide ( #0 , const_2.0 ) | multiply ( n1 , #2 ) | subtract ( #2 , const_2.0 ) | multiply ( n2 , #4 ) | add ( #3 , #5 ) | subtract ( #1 , #6 )
a rectangular wall is covered entirely with two kinds of decorative tiles : regular and jumbo . n0 / n1 of the tiles are jumbo tiles , which have a length three times that of regular tiles and have the same ratio of length to width as the regular tiles . if regular tiles cover n2 square feet of the wall , and no tiles overlap , what is the area of the entire wall ?	multiply ( n2 , const_3 ) | divide ( #0 , const_2 ) | multiply ( n1 , #1 ) | add ( n2 , #2 )
{ - n11 , - n9 , - n15 , - n8 , - n7 , - n5 , n16 , n7 , n8 , n9 , n10 , n11 } a number is to be selected at random from the set above . what is the probability that the number will be a solution to the equation ( x n12 ) ( x + n13 ) ( n14 x + n15 ) = n16 ?	add ( n0 , n14 ) | divide ( n5 , #0 )
a gambler bought $ n0 , n1 worth of chips at a casino in denominations of $ n5 and $ n8 . that evening , the gambler lost n4 chips , and then cashed in the remainder . if the number of $ n5 chips lost was n7 more or n7 less than the number of $ n8 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( n3 , n5 ) | multiply ( const_1000 , const_3 ) | divide ( #0 , n5 ) | multiply ( n1 , #2 ) | subtract ( #2 , n5 ) | multiply ( n2 , #4 ) | add ( #3 , #5 ) | subtract ( #1 , #6 )
the distance between west - town to east - town is n0 kilometers . two birds start flying simultaneously towards one another , the first leaving from west - town at a speed of n1 kilometers per minute and the second bird , leaving from east - town , at a speed of n2 kilometers per minute . what will be the distance , in kilometers , between the meeting point and west - town ?	multiply ( n1 , n1 )
a small table has a length of n0 inches and a breadth of b inches . cubes are placed on the surface of the table so as to cover the entire surface . the maximum side of such cubes is found to be n1 inches . also , a few such tables are arranged to form a square . the minimum length of side possible for such a square is n2 inches . find b .	divide ( n2 , n1 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
maxwell leaves his home and walks toward brad ' s house . one hour later , brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the total time it takes maxwell before he meets up with brad ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
in a class of n0 students , n1 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest of the students each borrowed at least n6 books . if the average ( arithmetic mean ) number of books borrowed per student was n7 , what is the maximum number of books that any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n4 , n5 ) | multiply ( n1 , n6 ) | add ( n2 , #1 ) | add ( #3 , #2 ) | subtract ( #0 , #4 ) | add ( n6 , #5 )
a rectangular wall is covered entirely with two kinds of decorative tiles : regular and jumbo . n0 / n1 of the tiles are jumbo tiles , which have a length three times that of regular tiles and have the same ratio of length to width as the regular tiles . if regular tiles cover n2 square feet of the wall , and no tiles overlap , what is the area of the entire wall ?	multiply ( n2 , n1 ) | divide ( #0 , const_2 ) | multiply ( n1 , #1 ) | add ( n2 , #2 )
a rectangular wall is covered entirely with two kinds of decorative tiles : regular and jumbo . n0 / n1 of the tiles are jumbo tiles , which have a length three times that of regular tiles and have the same ratio of length to width as the regular tiles . if regular tiles cover n2 square feet of the wall , and no tiles overlap , what is the area of the entire wall ?	multiply ( n2 , n1 ) | divide ( #0 , const_2 ) | multiply ( n1 , #1 ) | add ( n2 , #2 )
the total number of plums that grow during each year on a certain plum tree is equal to the number of plums that grew during the previous year , less the age of the tree in years ( rounded down to the nearest integer ) . during its n0 th year , the plum tree grew n1 plums . if this trend continues , how many plums will it grow during its n2 th year ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #0 , const_1 ) | add ( #1 , #2 ) | divide ( #3 , const_3 ) | add ( #4 , const_3 )
a person x working alone can complete a work in n0 days . a person y completes the same amount of work in n1 days , and a person z when working alone can complete the same amount of work in n2 days . all n3 people work together for n4 days but then x and y leave . how many more days does z need to complete the work after x and y leave ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n4 , #4 ) | subtract ( const_1 , #5 ) | divide ( #6 , #2 )
a small table has a length of n0 inches and a breadth of b inches . cubes are placed on the surface of the table so as to cover the entire surface . the maximum side of such cubes is found to be n1 inches . also , a few such tables are arranged to form a square . the minimum length of side possible for such a square is n2 inches . find b .	divide ( n2 , n1 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
the total number of plums that grow during each year on a certain plum tree is equal to the number of plums that grew during the previous year , less the age of the tree in years ( rounded down to the nearest integer ) . during its n0 th year , the plum tree grew n1 plums . if this trend continues , how many plums will it grow during its n2 th year ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #0 , const_1 ) | add ( #1 , #2 ) | divide ( #3 , const_3 ) | add ( #4 , const_3 )
a rectangular wall is covered entirely with two kinds of decorative tiles : regular and jumbo . n0 / n1 of the tiles are jumbo tiles , which have a length three times that of regular tiles and have the same ratio of length to width as the regular tiles . if regular tiles cover n2 square feet of the wall , and no tiles overlap , what is the area of the entire wall ?	multiply ( n2 , n1 ) | divide ( #0 , const_2 ) | multiply ( n1 , #1 ) | add ( n2 , #2 )
in a class of n0 students , n7 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest of the students each borrowed at least n6 books . if the average ( arithmetic mean ) number of books borrowed per student was n7 , what is the maximum number of books that any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n4 , n5 ) | multiply ( n1 , n6 ) | add ( n2 , #1 ) | add ( #3 , #2 ) | subtract ( #0 , #4 ) | add ( n6 , #5 )
together , n4 type a machines and n1 type b machines can complete a certain job in n2 hours . together n3 type b machines and n4 type c machines can complete the same job in n5 hours . how many hours r would it take one type a machine , one type b machine , and one type c machine working together to complete the job ( assuming constant rates for each machine ) ?	divide ( const_1 , n2 ) | divide ( const_1 , n5 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | divide ( const_1 , #3 )
aram no_ascii_32 s car was fined when he gave joe and peter a ride , so they decided to help aram pay the fine . joe paid $ n5 more than n7 / n6 of the fine and peter paid $ n5 less than n7 / n5 of the fine , leaving pay $ n6 less than n7 / n8 the fine to complete the payment . what fraction of the fine did aram pay ?	add ( n0 , n2 ) | divide ( n1 , n2 ) | divide ( n1 , n0 ) | divide ( n1 , n8 ) | add ( n0 , #0 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | subtract ( #6 , n1 ) | divide ( #4 , #7 ) | subtract ( #8 , const_100 )
in a class of n0 students , n1 students did not borrow any books from the library , n2 students each borrowed n3 book , n4 students each borrowed n7 books , and the rest of the students each borrowed at least n6 books . if the average ( arithmetic mean ) number of books borrowed per student was n7 , what is the maximum number of books that any single student could have borrowed ?	multiply ( n0 , n5 ) | multiply ( n4 , n5 ) | multiply ( n1 , n6 ) | add ( n2 , #1 ) | add ( #3 , #2 ) | subtract ( #0 , #4 ) | add ( n6 , #5 )
a sporting good store sells one type of baseball bat and one type of baseball . the cost for n0 bats and n1 balls is $ n2 . the cost for n3 bat and n4 balls is $ n5 , as well . if someone were to buy an equal number of bats and balls , at most how many bats can he purchase if he has a budget of $ n6 for the purchase ?	divide ( n2 , n0 ) | subtract ( n5 , #0 ) | divide ( #1 , n1 ) | multiply ( n4 , #2 ) | subtract ( n5 , #3 ) | add ( #2 , #4 ) | divide ( n6 , #5 )
an item is being sold for $ n6 each . however , if a customer will no_ascii_30 buy at least n5 no_ascii_79 they have a promo discount of n2 % . also , if a customer will no_ascii_30 buy at least n6 no_ascii_79 items they will deduct an additional n4 % to their no_ascii_30 buy at least n5 no_ascii_79 promo price . if sam buys n6 pcs of that item how much should he pay ?	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_10 )
sam no_ascii_32 s car was fined when he gave joe and peter a ride , so they decided to help sam pay the fine . joe paid $ n3 more than n7 / n2 of the fine and peter paid $ n3 less than n7 / n5 of the fine , leaving pay $ n6 less than n7 / n8 the fine to complete the payment . what fraction of the fine did sam pay ?	divide ( n1 , n2 ) | divide ( n1 , n5 ) | divide ( n1 , n8 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n6 , #4 ) | add ( n6 , #5 ) | multiply ( n8 , #6 ) | add ( #7 , const_10 )
sam no_ascii_32 s car was fined when he gave joe and peter a ride , so they decided to help sam pay the fine . joe paid $ n3 more than n7 / n3 of the fine and peter paid $ n3 less than n7 / n5 of the fine , leaving pay $ n6 less than n7 / n8 the fine to complete the payment . what fraction of the fine did sam pay ?	divide ( n1 , n2 ) | divide ( n1 , n5 ) | divide ( n1 , n8 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n6 , #4 ) | add ( n6 , #5 ) | multiply ( n8 , #6 ) | add ( #7 , const_10 )
while driving from a - ville to b - town , harriet drove at a constant speed of n0 kilometers per hour . upon arriving in b - town , harriet immediately turned and drove back to a - ville at a constant speed of n1 kilometers per hour . if the entire trip took n2 hours , how many minutes did it take harriet to drive from a - ville to b - town ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_60 )
a piece of paper is in the shape of a right angled triangle and is cut along a line that is parallel to the hypotenuse , leaving a smaller triangle . there was a n0 % reduction in the length of the hypotenuse of the triangle . if the area of the original triangle was n1 square inches before the cut , what is the area ( in square inches ) of the smaller triangle ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , const_2 ) | multiply ( n1 , #2 )
the total number of plums that grow during each year on a certain plum tree is equal to the number of plums that grew during the previous year , less the age of the tree in years ( rounded down to the nearest integer ) . during its n0 th year , the plum tree grew n1 plums . if this trend continues , how many plums will it grow during its n2 th year ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #0 , const_1 ) | add ( #1 , #2 ) | divide ( #3 , const_3 ) | add ( #4 , const_3 )
an empty fuel tank is filled with brand z gasoline . when the tank is n0 / n1 empty , it is filled with brand x gasoline . when the tank is half empty again , it is filled with brand z gasoline . when the tank is half empty again , it is filled with brand x gasoline . at this time , what percent of the gasoline in the tank is brand z ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_2 ) | subtract ( const_100 , #3 ) | divide ( #4 , const_2 )
an item is being sold for $ n6 each . however , if a customer will no_ascii_30 buy at least n5 no_ascii_79 they have a promo discount of n2 % . also , if a customer will no_ascii_30 buy at least n6 no_ascii_79 items they will deduct an additional n4 % to their no_ascii_30 buy at least n5 no_ascii_79 promo price . if sam buys n6 pcs of that item how much should he pay ?	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , n0 )
together , n4 type a machines and n1 type b machines can complete a certain job in n2 hours . together n3 type b machines and n4 type c machines can complete the same job in n5 hours . how many hours t would it take one type a machine , one type b machine , and one type c machine working together to complete the job ( assuming constant rates for each machine ) ?	divide ( const_1 , n2 ) | divide ( const_1 , n5 ) | add ( #0 , #1 ) | divide ( #2 , n0 ) | divide ( const_1 , #3 )
an item is being sold for $ n6 each . however , if a customer will no_ascii_30 buy at least n5 no_ascii_79 they have a promo discount of n2 % . also , if a customer will no_ascii_30 buy at least n6 no_ascii_79 items they will deduct an additional n4 % to their no_ascii_30 buy at least n5 no_ascii_79 promo price . if sam buys n6 pcs of that item how much should he pay ?	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , n0 )
salley ' s internet provider offers unlimited traffic which costs $ n0 per day charged off at n1 a . m . the service is discontinued when client ' s debt exceeds $ n2 . if today in the morning salley makes a payment of $ n3 , for how many days , including today , will she be connected to the internet without any additional payments , given her initial balance was $ n4 ?	add ( n2 , n3 ) | divide ( #0 , n0 )
a sporting good store sells one type of baseball bat and one type of baseball . the cost for n0 bats and n1 balls is $ n2 . the cost for n3 bat and n4 balls is $ n5 , as well . if someone were to buy an equal number of bats and balls , at most how many bats can he purchase if he has a budget of $ n6 for the purchase ?	divide ( n2 , const_2 ) | subtract ( n5 , #0 ) | divide ( #1 , n1 ) | multiply ( n4 , #2 ) | subtract ( n5 , #3 ) | add ( #2 , #4 ) | divide ( n6 , #5 )
a gambler bought $ n0 , n1 worth of chips at a casino in denominations of $ n5 and $ n8 . that evening , the gambler lost n4 chips , and then cashed in the remainder . if the number of $ n5 chips lost was n7 more or n7 less than the number of $ n8 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( n3 , n5 ) | multiply ( const_1000 , const_3 ) | divide ( #0 , n5 ) | multiply ( n1 , #2 ) | subtract ( #2 , n5 ) | multiply ( n2 , #4 ) | add ( #3 , #5 ) | subtract ( #1 , #6 )
maxwell leaves his home and walks toward brad ' s house . one hour later , brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the total time it takes maxwell before he meets up with brad ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
the distance between west - town to east - town is n0 kilometers . two birds start flying simultaneously towards one another , the first leaving from west - town at a speed of n1 kilometers per minute and the second bird , leaving from east - town , at a speed of n2 kilometers per minute . what will be the distance , in kilometers , between the meeting point and west - town ?	multiply ( n1 , n1 )
the distance between west - town to east - town is n0 kilometers . two birds start flying simultaneously towards one another , the first leaving from west - town at a speed of n1 kilometers per minute and the second bird , leaving from east - town , at a speed of n2 kilometers per minute . what will be the distance , in kilometers , between the meeting point and west - town ?	multiply ( n1 , const_4 )
an item is being sold for $ n6 each . however , if a customer will no_ascii_30 buy at least n5 no_ascii_79 they have a promo discount of n2 % . also , if a customer will no_ascii_30 buy at least n6 no_ascii_79 items they will deduct an additional n4 % to their no_ascii_30 buy at least n5 no_ascii_79 promo price . if sam buys n6 pcs of that item how much should he pay ?	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , n0 )
while driving from a - ville to b - town , harriet drove at a constant speed of n0 kilometers per hour . upon arriving in b - town , harriet immediately turned and drove back to a - ville at a constant speed of n1 kilometers per hour . if the entire trip took n2 hours , how many minutes did it take harriet to drive from a - ville to b - town ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_60 )
maxwell leaves his home and walks toward brad ' s house . one hour later , brad leaves his home and runs toward maxwell ' s house . if the distance between their homes is n0 kilometers , maxwell ' s walking speed is n1 km / h , and brad ' s running speed is n2 km / h . what is the total time it takes maxwell before he meets up with brad ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #0 , #1 )
the distance between west - town to east - town is n0 kilometers . two birds start flying simultaneously towards one another , the first leaving from west - town at a speed of n1 kilometers per minute and the second bird , leaving from east - town , at a speed of n2 kilometers per minute . what will be the distance , in kilometers , between the meeting point and west - town ?	multiply ( n1 , n1 )
a small table has a length of n0 inches and a breadth of b inches . cubes are placed on the surface of the table so as to cover the entire surface . the maximum side of such cubes is found to be n1 inches . also , a few such tables are arranged to form a square . the minimum length of side possible for such a square is n2 inches . find b .	divide ( n2 , n1 ) | power ( n0 , const_2 ) | power ( #0 , const_2 ) | subtract ( #2 , #1 ) | sqrt ( #3 )
a gambler bought $ n0 , n1 worth of chips at a casino in denominations of $ n5 and $ n8 . that evening , the gambler lost n4 chips , and then cashed in the remainder . if the number of $ n5 chips lost was n7 more or n7 less than the number of $ n8 chips lost , what is the largest amount of money that the gambler could have received back ?	add ( n3 , n5 ) | multiply ( const_1000 , const_3 ) | divide ( #0 , n5 ) | multiply ( n1 , #2 ) | subtract ( #2 , n5 ) | multiply ( n2 , #4 ) | add ( #3 , #5 ) | subtract ( #1 , #6 )
on sunday morning , pugsley and wednesday are trading pet spiders . if pugsley were to give wednesday two of his spiders , wednesday would then have n0 times as many spiders as pugsley does . but , if wednesday were to give pugsley n2 of her spiders , pugsley would now have n2 fewer spiders than wednesday had before they traded . how many pet spiders does pugsley have before the trading game commences ?	add ( n1 , n1 ) | add ( n1 , const_2 ) | add ( n1 , #0 ) | multiply ( n0 , #0 ) | add ( #2 , #3 ) | add ( #4 , const_2 ) | divide ( #5 , #1 ) | subtract ( #6 , #0 )
sam no_ascii_32 s car was fined when he gave joe and peter a ride , so they decided to help sam pay the fine . joe paid $ n3 more than n7 / n2 of the fine and peter paid $ n3 less than n7 / n5 of the fine , leaving pay $ n6 less than n7 / n8 the fine to complete the payment . what fraction of the fine did sam pay ?	divide ( n1 , n2 ) | divide ( n1 , n5 ) | divide ( n1 , n8 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n6 , #4 ) | add ( n6 , #5 ) | multiply ( n8 , #6 ) | add ( #7 , const_10 )
if it is a n1 x n1 matrix , for which elements in first row are ( v , n2 , w ) , second row ( n3 , x , y ) and in third row are ( n4 , z , n5 ) . it is given that the sum of the numbers in each row , column , diagonal are same . then find the value of ( y + z ) .	add ( n4 , n5 ) | add ( n3 , n4 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | add ( n4 , #2 ) | add ( #2 , #3 ) | subtract ( #4 , n5 ) | subtract ( #5 , n5 ) | add ( #6 , #7 )
while driving from a - ville to b - town , harriet drove at a constant speed of n0 kilometers per hour . upon arriving in b - town , harriet immediately turned and drove back to a - ville at a constant speed of n1 kilometers per hour . if the entire trip took n2 hours , how many minutes did it take harriet to drive from a - ville to b - town ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_60 )
sam no_ascii_32 s car was fined when he gave joe and peter a ride , so they decided to help sam pay the fine . joe paid $ n3 more than n7 / n2 of the fine and peter paid $ n3 less than n7 / n5 of the fine , leaving pay $ n6 less than n7 / n8 the fine to complete the payment . what fraction of the fine did sam pay ?	divide ( n1 , n2 ) | divide ( n1 , n5 ) | divide ( n1 , n8 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( n6 , #4 ) | add ( n6 , #5 ) | multiply ( n8 , #6 ) | add ( #7 , const_10 )
the distance between west - town to east - town is n0 kilometers . two birds start flying simultaneously towards one another , the first leaving from west - town at a speed of n1 kilometers per minute and the second bird , leaving from east - town , at a speed of n2 kilometers per minute . what will be the distance , in kilometers , between the meeting point and west - town ?	multiply ( n1 , n1 )
an item is being sold for $ n6 each . however , if a customer will no_ascii_30 buy at least n5 no_ascii_79 they have a promo discount of n2 % . also , if a customer will no_ascii_30 buy at least n6 no_ascii_79 items they will deduct an additional n4 % to their no_ascii_30 buy at least n5 no_ascii_79 promo price . if sam buys n6 pcs of that item how much should he pay ?	multiply ( n2 , n4 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , n0 )
the total number of plums that grow during each year on a certain plum tree is equal to the number of plums that grew during the previous year , less the age of the tree in years ( rounded down to the nearest integer ) . during its n0 th year , the plum tree grew n1 plums . if this trend continues , how many plums will it grow during its n2 th year ?	subtract ( n0 , const_1 ) | add ( n1 , #0 ) | subtract ( #0 , const_1 ) | add ( #1 , #2 ) | divide ( #3 , const_3 ) | add ( #4 , const_3 )
while driving from a - ville to b - town , harriet drove at a constant speed of n0 kilometers per hour . upon arriving in b - town , harriet immediately turned and drove back to a - ville at a constant speed of n1 kilometers per hour . if the entire trip took n2 hours , how many minutes did it take harriet to drive from a - ville to b - town ?	add ( n0 , n1 ) | multiply ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( n2 , #2 ) | multiply ( #3 , const_60 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits w are in s ( n10 ) ?	add ( n6 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
company x sells a selection of products at various price points . listed below are unit sales made for one particular day . how many unit sales on that day were greater than the mean sale price but less than the median sale price ? $ n1 , $ n1 , $ n4 , $ n4 , $ n4 , $ n5 , $ n6 , $ n7 , $ n9 , $ n9 , $ n10	add ( n0 , n0 ) | add ( const_1 , const_10 ) | add ( n2 , #0 ) | add ( n2 , #2 ) | add ( n2 , #3 ) | add ( n5 , #4 ) | add ( n6 , #5 ) | add ( n7 , #6 ) | add ( n8 , #7 ) | add ( n8 , #8 ) | add ( n10 , #9 ) | divide ( #10 , #1 ) | divide ( #11 , #11 )
tough and tricky questions : word problems . a salesman ' s income consists of commission and base salary . his weekly income totals over the past n0 weeks have been $ n1 , $ n2 , $ n3 , $ n4 and $ n5 . what must his average ( arithmetic mean ) income over the next two weeks be to decrease his average weekly income to $ n6 over the n7 - week period ?	add ( n1 , n2 ) | multiply ( n6 , n7 ) | add ( n3 , #0 ) | add ( n4 , #2 ) | add ( n5 , #3 ) | subtract ( #1 , #4 ) | divide ( #5 , const_2 )
suzie no_ascii_32 s discount footwear sells all pairs of shoes for one price and all pairs of boots for another price . on monday the store sold n0 pairs of shoes and n1 pairs of boots for $ n2 . on tuesday the store sold n3 pairs of shoes and n4 pairs of boots for $ n5 . how much more do pairs of boots cost than pairs of shoes at suzie no_ascii_32 s discount footwear ?	multiply ( n2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n2 , #5 ) | divide ( #6 , n1 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( const_3 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
the figure above shows the dimensions of a semicircular cross section of a one - way tunnel . the single traffic lane is n0 feet wide and is equidistant from the sides of the tunnel . if vehicles must clear the top of the tunnel by at least no_ascii_49 foot when they are inside the traffic lane , what should be the limit h on the height of vehicles that are allowed to use the tunnel ?	divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits y are in s ( n10 ) ?	add ( n6 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
a factory that employs n0 assembly line workers pays each of these workers $ n1 per hour for the first n8 hours worked during a week and n3 no_ascii_49 times that rate for hours worked in excess of n8 . what was the total payroll for the assembly - line workers for a week in which n5 percent of them worked n6 hours , n9 percent worked n8 hours , and the rest worked n9 hours ?	add ( n1 , const_3 ) | divide ( n3 , n6 ) | divide ( const_3 , const_2 ) | multiply ( n1 , n6 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | multiply ( #2 , #3 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_3 ) | subtract ( n6 , #0 ) | add ( #6 , #4 ) | multiply ( #10 , #9 ) | add ( #11 , #7 ) | add ( #12 , #8 ) | divide ( #13 , n6 ) | multiply ( n0 , #14 ) | divide ( #15 , n0 ) | multiply ( #5 , #16 )
the sum of the ages n0 members of a family n1 years ago was n2 . today , when the daughter has been married off and replaced by a daughter - in - law , the sum of their ages is n3 . assuming that there has been no other change in the family structure and all members are alive , what is the difference in the ages of daughter and daughter - in - law ?	multiply ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 )
for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - fifth of his earnings to charity . if the worker ' s charitable contributions totaled one - sixth of his earnings for the entire year , what is the value of n ?	add ( const_1 , const_4 ) | inverse ( const_10 ) | subtract ( const_12 , const_1 ) | subtract ( const_12 , const_3 ) | inverse ( #3 ) | inverse ( #0 ) | subtract ( #4 , #1 ) | subtract ( #5 , #4 ) | multiply ( #2 , #6 ) | divide ( #8 , #7 )
machine p can print one lakh books in n0 hours . machine q can print the same number of books in n1 hours while machine r can print the same in n2 hours . all the machines started printing at n3 a . m . machine p is stopped at n4 a . m . and the remaining two machines complete work . approximately at what time will the printing of one lakh books be completed ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | subtract ( n4 , n3 ) | add ( #0 , #1 ) | add ( #1 , #2 ) | add ( #4 , #2 ) | multiply ( #6 , #3 ) | subtract ( const_1 , #7 ) | divide ( #8 , #5 ) | add ( n4 , #9 ) | floor ( #10 )
the figure above shows the dimensions of a semicircular cross section of a one - way tunnel . the single traffic lane is n0 feet wide and is equidistant from the sides of the tunnel . if vehicles must clear the top of the tunnel by at least no_ascii_49 foot when they are inside the traffic lane , what should be the limit t on the height of vehicles that are allowed to use the tunnel ?	divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 )
a satellite is composed of n0 modular units , each of which is equipped with a set of sensors , some of which have been upgraded . each unit contains the same number of non - upgraded sensors . if the number of non - upgraded sensors on one unit is n1 / n2 the total number of upgraded sensors on the entire satellite , what fraction of the sensors on the satellite have been upgraded ?	divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 )
the figure above shows the dimensions of a semicircular cross section of a one - way tunnel . the single traffic lane is n0 feet wide and is equidistant from the sides of the tunnel . if vehicles must clear the top of the tunnel by at least no_ascii_49 foot when they are inside the traffic lane , what should be the limit y on the height of vehicles that are allowed to use the tunnel ?	divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 )
if a and b are distinct positive integers . the units digit of a ^ n1 is equal to the units digit of a , and the units digit of b ^ n1 is equal to the units digit of b . if the units digit of a no_ascii_37 b is equal to neither the units digit of a nor the units digit of b , then what is the units digit of a no_ascii_37 b ?	add ( const_2 , const_3 ) | multiply ( n0 , const_3 ) | multiply ( #0 , #1 )
for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - fourth of his earnings to charity . if the worker ' s charitable contributions totaled one - eighth of his earnings for the entire year , what is the value of n ?	add ( const_1 , const_4 ) | inverse ( const_10 ) | subtract ( const_12 , const_1 ) | subtract ( const_12 , const_3 ) | inverse ( #3 ) | inverse ( #0 ) | subtract ( #4 , #1 ) | subtract ( #5 , #4 ) | multiply ( #2 , #6 ) | divide ( #8 , #7 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( n0 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
a will was written such that an estate would be divided among n3 beneficiaries with the remainder donated to charity . one stipulation in the will is that no one beneficiary can receive an amount within n1 % of another ' s amount . if one of the beneficiaries received $ n2 , what is the smallest possible range between the highest and lowest amounts ( rounded to the nearest dollar ) among the n3 beneficiaries ?	divide ( n1 , const_100 ) | subtract ( const_1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #2 , #1 ) | multiply ( #3 , #1 ) | subtract ( n2 , #4 )
for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - third of his earnings to charity . if the worker ' s charitable contributions totaled one - eighth of his earnings for the entire year , what is the value of n ?	add ( const_1 , const_4 ) | inverse ( const_10 ) | subtract ( const_12 , const_1 ) | subtract ( const_12 , const_3 ) | inverse ( #3 ) | inverse ( #0 ) | subtract ( #4 , #1 ) | subtract ( #5 , #4 ) | multiply ( #2 , #6 ) | divide ( #8 , #7 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( const_3 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
ashok borrowed some money at the rate of n0 % p . a . for the first two years , at the rate of n6 % p . a . for the next n2 years and at the rate of n3 % p . a . for the period beyond n4 years . if he pays a total interest of n5 / - at the end of n6 years , how much money did he borrow ?	multiply ( n0 , const_2 ) | multiply ( n1 , n2 ) | subtract ( n1 , const_3 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | subtract ( #2 , const_2 ) | add ( #3 , #4 ) | multiply ( n3 , #5 ) | divide ( #7 , const_100 ) | add ( #6 , #8 ) | divide ( n5 , #9 )
two persons raj and ramu started working for a company in similar jobs on january n0 , n1 . raj ' s initial monthly salary was rs n2 , which increases by rs n3 after every year . ramu ' s initial monthly salary was rs n4 which increases by rs n5 after every n6 months . if these arrangements continue till december n7 , n8 . find the total salary they received during that period .	add ( const_2 , const_3 ) | multiply ( n2 , const_2 ) | multiply ( n4 , const_2 ) | subtract ( const_10 , const_1 ) | subtract ( n5 , const_1 ) | multiply ( n3 , #3 ) | multiply ( n5 , #4 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | multiply ( #7 , const_12 ) | multiply ( n6 , #8 ) | multiply ( #0 , #9 ) | multiply ( #10 , const_10 ) | add ( #11 , #12 )
suzie no_ascii_32 s discount footwear sells all pairs of shoes for one price and all pairs of boots for another price . on monday the store sold n0 pairs of shoes and n1 pairs of boots for $ n2 . on tuesday the store sold n3 pairs of shoes and n4 pairs of boots for $ n5 . how much more do pairs of boots cost than pairs of shoes at suzie no_ascii_32 s discount footwear ?	multiply ( n2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n2 , #5 ) | divide ( #6 , n1 )
tough and tricky questions : word problems . a salesman ' s income consists of commission and base salary . his weekly income totals over the past n6 weeks have been $ n1 , $ n2 , $ n3 , $ n4 and $ n5 . what must his average ( arithmetic mean ) income over the next n6 weeks be to increase his average weekly income to $ n7 over the n8 - week period ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( n4 , #1 ) | add ( n5 , #2 ) | divide ( #3 , n0 ) | subtract ( n7 , #4 ) | add ( n7 , #5 )
a factory that employs n0 assembly line workers pays each of these workers $ n1 per hour for the first n8 hours worked during a week and n3 no_ascii_49 times that rate for hours worked in excess of n8 . what was the total payroll for the assembly - line workers for a week in which n5 percent of them worked n6 hours , n9 percent worked n8 hours , and the rest worked n9 hours ?	add ( n1 , const_3 ) | divide ( const_1 , const_10 ) | divide ( const_3 , const_2 ) | multiply ( n1 , n6 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | multiply ( #2 , #3 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_3 ) | subtract ( const_10 , #0 ) | add ( #6 , #4 ) | multiply ( #10 , #9 ) | add ( #11 , #7 ) | add ( #12 , #8 ) | divide ( #13 , const_10 ) | multiply ( n0 , #14 ) | divide ( #15 , n0 ) | multiply ( #5 , #16 )
a factory that employs n0 assembly line workers pays each of these workers $ n1 per hour for the first n8 hours worked during a week and n3 no_ascii_49 times that rate for hours worked in excess of n8 . what was the total payroll for the assembly - line workers for a week in which n5 percent of them worked n6 hours , n9 percent worked n8 hours , and the rest worked n9 hours ?	add ( n1 , const_3 ) | divide ( n3 , n6 ) | divide ( const_3 , const_2 ) | multiply ( n1 , n6 ) | multiply ( n1 , n2 ) | add ( n3 , #1 ) | multiply ( #2 , #3 ) | multiply ( n1 , #4 ) | multiply ( #3 , const_3 ) | subtract ( n6 , #0 ) | add ( #6 , #4 ) | multiply ( #10 , #9 ) | add ( #11 , #7 ) | add ( #12 , #8 ) | divide ( #13 , n6 ) | multiply ( n0 , #14 ) | divide ( #15 , n0 ) | multiply ( #5 , #16 )
a garden center sells a certain grass seed in n0 - pound bags at $ n1 per bag , n2 - pound bags at $ n3 per bag , and n4 - pound bags $ n5 per bag . if a customer is to buy at least n6 pounds of the grass seed , but no more than n7 pounds , what is the least possible cost of the grass seed that the customer will buy ?	multiply ( n5 , const_2 ) | multiply ( n3 , const_1 ) | multiply ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 )
here is a simple arithmetical puzzle in his own flowery , poetical language . if one - fifth of a hive of bees flew to the badamba flower , one - third flew to the slandbara , n0 times the difference of these two numbers flew to an arbour , and one bee continued to fly about , attracted on each side by the fragrant ketaki and malati , what was the total number of bees ?	add ( const_1 , const_4 ) | divide ( const_1 , const_3 ) | divide ( const_1 , #0 ) | add ( #2 , #1 ) | subtract ( #1 , #2 ) | multiply ( n0 , #4 ) | add ( #3 , #5 ) | subtract ( const_1 , #6 ) | divide ( const_1 , #7 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( n0 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
a will states that the estate would be divided among n3 sons with the remainder donated to charity . one stipulation in the will is that no one among the sons can receive an amount within n1 % of another ' s amount . if one of the beneficiaries received $ n2 , what is the smallest possible range between the highest and lowest amounts ( rounded to the nearest dollar ) among the n3 sons ?	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | multiply ( #1 , const_4 )
a satellite is composed of n0 modular units , each of which is equipped with a set of sensors , some of which have been upgraded . each unit contains the same number of non - upgraded sensors . if the number of non - upgraded sensors on one unit is n1 / n2 the total number of upgraded sensors on the entire satellite , what fraction of the sensors on the satellite have been upgraded ?	divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 )
trail mix consists of chex cereal , m & m ' s , raisins , and assorted nuts . if one serving consists of n3 cups chex cereal , n1 cups m & m ' s , n2 cups rains , and n3 cups assorted nuts , and the ratio of the chex is doubled to to the m & m ' s , what is the ratio of chex to the rest of the dish ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n0 , #1 ) | divide ( n0 , #2 )
tough and tricky questions : decimals . the value of x is derived by summing a , b , and c and then rounding the result to the tenths place . the value of y is derived by first rounding a , b , and c to the tenths place and then summing the resulting values . if a = n0 , b = n1 , and c = n2 , what is y no_ascii_77 x ?	add ( n0 , n1 ) | multiply ( n0 , const_10 ) | multiply ( n1 , const_10 ) | multiply ( n2 , const_10 ) | add ( n2 , #0 ) | floor ( #1 ) | floor ( #2 ) | floor ( #3 ) | add ( #5 , const_1 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | multiply ( #4 , const_10 ) | divide ( #8 , const_10 ) | divide ( #9 , const_10 ) | divide ( #10 , const_10 ) | floor ( #11 ) | add ( #12 , #13 ) | divide ( #15 , const_10 ) | add ( #16 , #14 ) | subtract ( #18 , #17 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits q are in s ( n10 ) ?	add ( const_4 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits t are in s ( n10 ) ?	add ( n6 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
the ratio w , by volume of soap to alcohol to water in a n0 litre solution is n1 : n2 : n3 . the solution is then altered by adding more soap , alcohol and water . after this alteration the ratio , by volume of soap to water in the solution doubles whereas the ratio , by volume of soap to water remains the same as before . what could be the resulting volume .	add ( n0 , const_1 )
for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - fifth of his earnings to charity . if the worker ' s charitable contributions totaled one - nineth of his earnings for the entire year , what is the value of n ?	add ( const_1 , const_4 ) | inverse ( const_10 ) | subtract ( const_12 , const_1 ) | subtract ( const_12 , const_3 ) | inverse ( #3 ) | inverse ( #0 ) | subtract ( #4 , #1 ) | subtract ( #5 , #4 ) | multiply ( #2 , #6 ) | divide ( #8 , #7 )
a satellite is composed of n0 modular units , each of which is equipped with a set of sensors , some of which have been upgraded . each unit contains the same number of non - upgraded sensors . if the number of non - upgraded sensors on one unit is n1 / n2 the total number of upgraded sensors on the entire satellite , what fraction of the sensors on the satellite have been upgraded ?	divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( n0 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
suzie no_ascii_32 s discount footwear sells all pairs of shoes for one price and all pairs of boots for another price . on monday the store sold n0 pairs of shoes and n1 pairs of boots for $ n2 . on tuesday the store sold n3 pairs of shoes and n4 pairs of boots for $ n5 . how much more do pairs of boots cost than pairs of shoes at suzie no_ascii_32 s discount footwear ?	multiply ( n2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n2 , #5 ) | divide ( #6 , n1 )
suzie no_ascii_32 s discount footwear sells all pairs of shoes for one price and all pairs of boots for another price . on monday the store sold n0 pairs of shoes and n1 pairs of boots for $ n2 . on tuesday the store sold n3 pairs of shoes and n4 pairs of boots for $ n5 . how much more do pairs of boots cost than pairs of shoes at suzie no_ascii_32 s discount footwear ?	multiply ( n2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , n5 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | multiply ( n0 , #4 ) | subtract ( n2 , #5 ) | divide ( #6 , n1 )
in a stockpile of products produced by n13 machines m n10 , m n11 and m n13 , n4 % and n5 % were manufactured by m n10 and m n11 respectively . n13 % of the products of m n10 are defective , n10 % of products of m n11 defective , while n12 % of the products of m n13 iii are not defective . what is the percentage of defective in the stockpile ?	add ( n4 , n5 ) | divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | subtract ( const_100 , n12 ) | divide ( #3 , const_100 ) | multiply ( n5 , #1 ) | multiply ( n4 , #2 ) | subtract ( const_100 , #0 ) | multiply ( #4 , #7 ) | add ( #8 , #5 ) | add ( #9 , #6 )
there are two concentric circles such that the area of the outer circle is four times the area of the inner circle . let a , b and c be three distinct points on the perimeter of the outer circle such that ab and ac are tangents to the inner circle . if the area of the outer circle is n0 square centimetres then the area ( in square centimetres ) of the triangle abc would be	divide ( const_3 , const_pi ) | divide ( n0 , const_pi ) | sqrt ( #0 ) | subtract ( #1 , #0 ) | sqrt ( #3 ) | multiply ( #2 , #4 ) | multiply ( #5 , const_3 )
the figure above shows the dimensions of a semicircular cross section of a one - way tunnel . the single traffic lane is n0 feet wide and is equidistant from the sides of the tunnel . if vehicles must clear the top of the tunnel by at least no_ascii_49 foot when they are inside the traffic lane , what should be the limit l on the height of vehicles that are allowed to use the tunnel ?	divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 )
s ( n ) is a n - digit number formed by attaching the first n perfect squares , in order , into one integer . for example , s ( n1 ) = n1 , s ( n2 ) = n3 , s ( n4 ) = n5 , s ( n6 ) = n7 , s ( n8 ) = n9 , etc . how many digits r are in s ( n10 ) ?	add ( n6 , const_60 ) | multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | add ( n6 , #0 ) | multiply ( n2 , #2 ) | add ( #1 , #4 ) | multiply ( n6 , #3 ) | add ( #3 , #6 ) | add ( #7 , #5 )
in a certain aquarium , the number of red fish is n0 times the number of the green fish , and the number of blue fish is half the number of the red fish . if the ratio of green fish to red fish were to be doubled , and the ratio of red fish to blue fish were to be doubled , then the ratio of blue fish to green fish in that aquarium would be	divide ( const_1 , n0 ) | multiply ( const_2 , const_2 ) | inverse ( #1 ) | multiply ( #0 , const_2 ) | inverse ( #3 ) | multiply ( #2 , #4 )
a garden center sells a certain grass seed in n0 - pound bags at $ n1 per bag , n2 - pound bags at $ n3 per bag , and n4 - pound bags $ n5 per bag . if a customer is to buy at least n6 pounds of the grass seed , but no more than n7 pounds , what is the least possible cost of the grass seed that the customer will buy ?	multiply ( n5 , const_2 ) | multiply ( n3 , const_1 ) | multiply ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 )
a garden center sells a certain grass seed in n0 - pound bags at $ n1 per bag , n2 - pound bags at $ n3 per bag , and n4 - pound bags $ n5 per bag . if a customer is to buy at least n6 pounds of the grass seed , but no more than n7 pounds , what is the least possible cost of the grass seed that the customer will buy ?	multiply ( n5 , const_2 ) | multiply ( n3 , const_1 ) | multiply ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 )
for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - fifth of his earnings to charity . if the worker ' s charitable contributions totaled one - seventh of his earnings for the entire year , what is the value of n ?	add ( const_1 , const_4 ) | inverse ( const_10 ) | subtract ( const_12 , const_1 ) | subtract ( const_12 , const_3 ) | inverse ( #3 ) | inverse ( #0 ) | subtract ( #4 , #1 ) | subtract ( #5 , #4 ) | multiply ( #2 , #6 ) | divide ( #8 , #7 )
jim and cara begin running at the same time and they start at the same place on a straight path . jim runs at n0 miles per hour , and cara runs at n1 miles per hour . after n2 minutes , jim stops to stretch . if it takes jim n3 minutes to stretch and cara continues to run during this time , how many minutes will it take jim to catch up to cara ?	divide ( n3 , const_60 ) | divide ( n2 , const_60 ) | multiply ( n1 , #0 ) | multiply ( n1 , #1 ) | multiply ( n0 , #1 ) | add ( #2 , #3 ) | subtract ( #5 , #4 ) | multiply ( #6 , const_60 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( const_3 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
the figure above shows the dimensions of a semicircular cross section of a one - way tunnel . the single traffic lane is n0 feet wide and is equidistant from the sides of the tunnel . if vehicles must clear the top of the tunnel by at least no_ascii_49 foot when they are inside the traffic lane , what should be the limit u on the height of vehicles that are allowed to use the tunnel ?	divide ( n0 , const_2 ) | divide ( const_1 , const_2 ) | subtract ( #0 , #1 )
a satellite is composed of n0 modular units , each of which is equipped with a set of sensors , some of which have been upgraded . each unit contains the same number of non - upgraded sensors . if the number of non - upgraded sensors on one unit is n1 / n2 the total number of upgraded sensors on the entire satellite , what fraction of the sensors on the satellite have been upgraded ?	divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( const_3 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n4 to n6 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 . if the price of the car in n4 was $ n5 , what is the car ' s price in n6 ?	subtract ( n2 , n1 ) | multiply ( n0 , #0 ) | subtract ( const_100 , #1 ) | divide ( #2 , const_100 ) | multiply ( n5 , #3 ) | add ( n3 , #4 ) | divide ( #5 , const_1000 )
a garden center sells a certain grass seed in n0 - pound bags at $ n1 per bag , n2 - pound bags at $ n3 per bag , and n4 - pound bags $ n5 per bag . if a customer is to buy at least n6 pounds of the grass seed , but no more than n7 pounds , what is the least possible cost of the grass seed that the customer will buy ?	multiply ( n5 , const_2 ) | multiply ( n3 , const_1 ) | multiply ( n1 , const_1 ) | add ( #0 , #1 ) | add ( #3 , #2 )
on rainy mornings , mo drinks exactly n cups of hot chocolate ( assume that n is an integer ) . on mornings that are not rainy , mo drinks exactly n0 cups of tea . last week mo drank a total of n1 cups of tea and hot chocolate together . if during that week mo drank n2 more tea cups than hot chocolate cups , then how many rainy days were there last week ?	add ( n0 , const_4 ) | add ( n1 , n2 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | subtract ( #0 , #3 )
jack spent n7 / n1 of his lifetime in adolescence . his facial hair started growing after n7 / n3 more of his life . he successfully married his girlfriend diana after n7 / n5 more of his life . their son was born after n6 years from then . the son lived just n7 / n8 of what jack lived . jack dies n9 years after his son died . how long did jack live ?	add ( n6 , n9 ) | divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n5 ) | divide ( n0 , n8 ) | add ( #1 , #2 ) | add ( #5 , #3 ) | add ( #6 , #4 ) | subtract ( const_1 , #7 ) | divide ( #0 , #8 )
a broker invested her own money in the stock market . during the first year , she increased her stock market wealth by n0 percent . in the second year , largely as a result of a slump in the stock market , she suffered a n1 percent decrease in the value of her stock investments . what was the net increase or decrease on her overall stock investment wealth by the end of the second year ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
in a room with n0 people , n1 people have exactly n2 friend in the room and n3 people have exactly n4 friends in the room ( assuming that friendship is a mutual relationship , i . e . if jane is paul ' s friend , paul is jane ' s friend ) . if two individuals are selected from the room at random , what is the probability that those two individuals are not friends ?	subtract ( n0 , n2 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 )
in a room with n0 people , n1 people have exactly n2 friend in the room and n3 people have exactly n4 friends in the room ( assuming that friendship is a mutual relationship , i . e . if jane is paul ' s friend , paul is jane ' s friend ) . if two individuals are selected from the room at random , what is the probability that those two individuals are not friends ?	subtract ( n0 , n2 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
a n0 digit number is such that the product of all of its digits is n1 . the sum of all the digits is equal to the n2 digit number formed by using thousands digit and tens digit ( n6 digit in tens place & n4 digit in units place ) which in turn is equal to n5 . then difference of units and n6 place of the number is , given that this difference is positive .	subtract ( n5 , const_10 ) | divide ( n1 , #0 ) | multiply ( #0 , const_10 ) | divide ( #1 , n2 ) | multiply ( #3 , const_100 ) | add ( #4 , const_1000 ) | add ( #5 , #2 ) | add ( n2 , #6 )
a broker invested her own money in the stock market . during the first year , she increased her stock market wealth by n0 percent . in the second year , largely as a result of a slump in the stock market , she suffered a n1 percent decrease in the value of her stock investments . what was the net increase or decrease on her overall stock investment wealth by the end of the second year ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , n1 )
paul ' s income is n1 % less than rex ' s income , quentin ' s income is n1 % less than paul ' s income , and sam ' s income is n4 % less than paul ' s income . if rex gave n3 % of his income to sam and n4 % of his income to quentin , quentin ' s new income would be what fraction of sam ' s new income ?	add ( n0 , n1 ) | multiply ( n4 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n4 , #3 ) | multiply ( n4 , #0 ) | add ( #1 , #4 ) | add ( #2 , #5 ) | divide ( #6 , #7 )
two trains , a and b , started simultaneously from opposite ends of a n3 - mile route and traveled toward each other on parallel tracks . train a , traveling at a constant rate , completed the n3 - mile trip in n2 hours ; train b , traveling at a constant rate , completed the n3 - mile trip in n4 hours . how many miles had train a traveled when it met train b ?	add ( n2 , n4 ) | divide ( n4 , #0 ) | multiply ( n0 , #1 )
in a room with n0 people , n1 people have exactly n2 friend in the room and n3 people have exactly n4 friends in the room ( assuming that friendship is a mutual relationship , i . e . if jane is paul ' s friend , paul is jane ' s friend ) . if two individuals are selected from the room at random , what is the probability that those two individuals are not friends ?	subtract ( n0 , n2 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , n1 )
on a game show , there are n3 tables . each table has n3 boxes ( one zonk ! , one cash prize , and one grand prize ) . the contestant can choose one box from each table for a total of n3 boxes . if any of the boxes are a zonk ! , the contestant loses everything . what is the probability of getting no zonk ! from any of the n3 boxes chosen ?	power ( const_2 , n0 ) | power ( n0 , const_3 ) | divide ( #0 , #1 )
in the first m games of a team ' s season , the ratio of the team ' s wins to its losses was n3 : n1 . in the subsequent n games , the ratio of the team no_ascii_13 s wins to losses was n2 : n3 . if m : n = n4 : n5 , what was the ratio of the team ' s wins to its losses for all m + n games ?	add ( n0 , n2 ) | add ( n3 , n1 ) | divide ( #0 , #1 )
annika hikes at a constant rate of n0 minutes per kilometer . she has hiked n1 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in n3 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly n3 minutes , for how many kilometers total did she hike east ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 )
annika hikes at a constant rate of n0 minutes per kilometer . she has hiked n1 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in n3 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly n3 minutes , for how many kilometers total did she hike east ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 )
{ - n13 , - n9 , - n15 , - n8 , - n7 , - n5 , n16 , n7 , n8 , n9 , n10 , n13 } a number is to be selected at random from the set above . what is the probability that the number selected will be a solution of the equation ( x - n15 ) ( x + n13 ) ( n14 x - n15 ) = n16 ?	multiply ( n1 , n14 ) | divide ( n14 , #0 )
in the first m games of a team ' s season , the ratio of the team ' s wins to its losses was n0 : n2 . in the subsequent n games , the ratio of the team no_ascii_13 s wins to losses was n2 : n4 . if m : n = n4 : n5 , what was the ratio of the team ' s wins to its losses for all m + n games ?	add ( n0 , n2 ) | add ( n3 , n1 ) | divide ( #0 , #1 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , n1 )
two spies agreed to meet at a gas station between noon and n4 pm , but they have both forgotten the arranged time . each arrives at a random time between noon and n4 pm and stays for n3 minutes unless the other is there before the n3 minutes are up . assuming all random times are equally likely , what is the probability that they will meet within the hour ( noon to n4 pm ) ?	multiply ( n2 , const_3 ) | add ( n0 , #0 ) | divide ( #1 , const_100 )
in a consumer survey , n0 % of those surveyed liked at least one of n13 products : n6 , n8 , and n13 . n5 % of those asked liked product n6 , n7 % liked product n8 , and n9 % liked product n13 . if n11 % of the people in the survey liked all n13 of the products , what percentage of the survey participants liked more than one of the n13 products ?	add ( n5 , n7 ) | add ( n9 , #0 ) | subtract ( #1 , n0 ) | subtract ( #2 , n11 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a broker invested her own money in the stock market . during the first year , she increased her stock market wealth by n0 percent . in the second year , largely as a result of a slump in the stock market , she suffered a n1 percent decrease in the value of her stock investments . what was the net increase or decrease on her overall stock investment wealth by the end of the second year ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
dexter and prexter are competing with each other in a friendly community competition in a pool of n2 m length and the race is for n1 m . dexter crosses n2 m in n3 min and prexter in n4 min n5 sec . each time they meet / cross each other , they do handshake ' s . how many such handshake ' s will happen if they start from the same end at the same time ?	divide ( n1 , n0 ) | subtract ( #0 , const_1 )
in the first m games of a team ' s season , the ratio of the team ' s wins to its losses was n2 : n1 . in the subsequent n games , the ratio of the team no_ascii_13 s wins to losses was n2 : n4 . if m : n = n4 : n5 , what was the ratio of the team ' s wins to its losses for all m + n games ?	add ( n0 , n2 ) | add ( n3 , n1 ) | divide ( #0 , #1 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
in a room with n0 people , n1 people have exactly n2 friend in the room and n3 people have exactly n4 friends in the room ( assuming that friendship is a mutual relationship , i . e . if jane is paul ' s friend , paul is jane ' s friend ) . if two individuals are selected from the room at random , what is the probability that those two individuals are not friends ?	subtract ( n0 , n2 ) | subtract ( #0 , n2 ) | subtract ( #1 , n2 ) | divide ( #2 , #0 )
annika hikes at a constant rate of n0 minutes per kilometer . she has hiked n1 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in n3 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly n3 minutes , for how many kilometers total did she hike east ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , n1 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
in the first m games of a team ' s season , the ratio of the team ' s wins to its losses was n0 : n3 . in the subsequent n games , the ratio of the team no_ascii_13 s wins to losses was n2 : n3 . if m : n = n4 : n5 , what was the ratio of the team ' s wins to its losses for all m + n games ?	add ( n0 , n2 ) | add ( n1 , n1 ) | divide ( #0 , #1 )
paul ' s income is n4 % less than rex ' s income , quentin ' s income is n1 % less than paul ' s income , and sam ' s income is n4 % less than paul ' s income . if rex gave n3 % of his income to paul and n4 % of his income to quentin , quentin ' s new income would be what fraction of paul ' s new income ?	add ( n0 , n1 ) | multiply ( n4 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n4 , #3 ) | multiply ( n4 , #0 ) | add ( #1 , #4 ) | add ( #2 , #5 ) | divide ( #6 , #7 )
the famous denali star train starts from anchorge & travels towards fair banksat speed n0 mph . after some time another train glacier discovery train ( at parallel track ) at fair banks and moves towards anchorge at a speed of n1 mph . both the trains denali star & glacier discovery have a length n2 / n3 miles each . after the trains meet how many seconds will faster train take to overtake the slower one ?	add ( n0 , n1 ) | divide ( n2 , n3 ) | add ( #1 , #1 ) | divide ( #2 , #0 ) | multiply ( #3 , const_3600 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , const_100 )
on average , the bottle - nosed dolphin comes up for air once every n0 minutes ; the beluga whale , a close relative , comes up for air on average once every n1 minutes . the number of times a bottle - nosed dolphin would come up for air in a n2 hour period is approximately what percent greater than the number of times a beluga whale would come up for air in that same period ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 ) | multiply ( #1 , const_100 )
company kw is being sold , and both company a and company b were considering the purchase . the price of company kw is n0 % more than company a has in assets , and this same price is also n1 % more than company b has in assets . if companies a and b were to merge and combine their assets , the price of company kw would be approximately what percent of these combined assets ?	add ( n0 , n1 ) | divide ( #0 , const_2 ) | add ( n1 , #1 ) | divide ( #0 , #2 ) | multiply ( #3 , n1 )
the number of students enrolled at school xx this year is n0 percent more than it was last year . the number of students enrolled at school yy this year is n1 percent more than it was last year . if school xx grew by n2 more students than school yy did , and if there were n3 total enrolled students last year at both schools , how many students were enrolled at school yy last year ?	add ( n0 , n1 ) | multiply ( n0 , n3 ) | subtract ( #1 , n3 ) | divide ( #2 , #0 )
bill is golfing with n0 friends and can either buy generic golf tees that are packaged by the dozen or the higher quality aero flight tees that come by the pair . what is the minimum number of packages of aero flight tees bill must purchase to ensure that he has at least n1 golf tees for each member of his foursome , if he will buy no more than n2 packages of the generic golf tees ?	add ( n0 , const_1 ) | multiply ( n2 , const_12 ) | multiply ( n1 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , const_2 )
annika hikes at a constant rate of n0 minutes per kilometer . she has hiked n1 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in n3 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly n3 minutes , for how many kilometers total did she hike east ?	divide ( n2 , const_10 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 )
a broker invested her own money in the stock market . during the first year , she increased her stock market wealth by n0 percent . in the second year , largely as a result of a slump in the stock market , she suffered a n1 percent decrease in the value of her stock investments . what was the net increase or decrease on her overall stock investment wealth by the end of the second year ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
paul ' s income is n4 % less than rex ' s income , quentin ' s income is n1 % less than paul ' s income , and sam ' s income is n4 % less than paul ' s income . if rex gave n3 % of his income to sam and n4 % of his income to quentin , sam ' s new income would be what fraction of quentin ' s new income ?	add ( n0 , n1 ) | multiply ( n4 , const_100 ) | multiply ( n0 , const_100 ) | subtract ( const_100 , n1 ) | multiply ( n4 , #3 ) | multiply ( n4 , #0 ) | add ( #1 , #4 ) | add ( #2 , #5 ) | divide ( #6 , #7 )
each of the n9 squares shown is to contain one number chosen from n1 , n2 , n3 , n4 , n12 , n6 , n7 , n8 , and n9 . no number is to be repeated . suppose the sum of the n12 squares aligned vertically on the right is n11 and that the sum of the n12 squares aligned horizontally on the bottom is n13 . what number goes in the shared corner square ?	add ( n1 , n2 ) | add ( n4 , #0 )
bob invested $ n0 in fund a and $ n1 in fund b . over the next two years , the money in fund a earned a total interest of n2 percent for the two years combined and the money in fund b earned n3 percent annual interest compounded annually . two years after bob made these investments . bob ' s investment in fund a was worth how much more than his investment in fund b ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | multiply ( n0 , #2 ) | power ( #3 , const_2 ) | multiply ( n1 , #5 ) | subtract ( #4 , #6 )
annika hikes at a constant rate of n0 minutes per kilometer . she has hiked n1 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in n3 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly n3 minutes , for how many kilometers total did she hike east ?	divide ( n2 , n0 ) | subtract ( #0 , n1 ) | divide ( #1 , const_2 ) | add ( n1 , #2 )
a broker invested her own money in the stock market . during the first year , she increased her stock market wealth by n0 percent . in the second year , largely as a result of a slump in the stock market , she suffered a n1 percent decrease in the value of her stock investments . what was the net increase or decrease on her overall stock investment wealth by the end of the second year ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | subtract ( const_1 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , const_1 ) | multiply ( #5 , const_100 )
a farmer planned to plough a field by doing n0 hectares a day . after two days of work he increased his daily productivity by n1 % and he finished the job two days ahead of schedule . a ) what is the area of the field ? b ) in how many days did the farmer get the job done ? c ) in how many days did the farmer plan to get the job done ?	multiply ( n0 , const_2 ) | multiply ( n0 , n1 ) | multiply ( const_2 , const_4 ) | divide ( #1 , const_100 ) | add ( n0 , #3 ) | multiply ( #4 , #2 ) | add ( #0 , #5 )
harold and millicent are getting married and need to combine their already - full libraries . if harold , who has n4 / n5 as many books as millicent , brings n4 / n3 of his books to their new home , then millicent will have enough room to bring n4 / n5 of her books to their new home . what fraction of millicent ' s old library capacity is the new home ' s library capacity	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #2 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ n0 per litre to make . the cocktail includes mixed fruit juice and a no_ascii_65 ai berry juice , which cost $ n1 per litre and $ n2 per litre , respectively . the manager has already opened n3 litres of the mixed fruit juice . how many litres of the a no_ascii_65 ai berry juice does he need to add ?	multiply ( n0 , n3 ) | multiply ( n1 , n3 ) | subtract ( n2 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
a tank can be filled by pipe a in n0 hours and by pipe b in n1 hours , each pump working on its own . when the tank is full and a drainage hole is open , the water is drained in n2 hours . if initially the tank was empty and someone started the two pumps together but left the drainage hole open , how long does it take for the tank to be filled ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | subtract ( #3 , #2 ) | divide ( const_1 , #4 )
two trains , a and b , started simultaneously from opposite ends of a n3 - mile route and traveled toward each other on parallel tracks . train a , traveling at a constant rate , completed the n3 - mile trip in n2 hours ; train b , traveling at a constant rate , completed the n3 - mile trip in n4 hours . how many miles had train a traveled when it met train b ?	add ( n2 , n4 ) | divide ( n4 , #0 ) | multiply ( n0 , #1 )
n1 models ( f , g , and h ) of cars are distributed among n1 showrooms . the number of cars in each showrooms must be equal and each model must be represented by at least one car in every showroom . there are n2 cars of model f , n3 cars of model g , and n4 cars of model h . what is the maximum number of cars of model f in any showroom ?	add ( n2 , n3 ) | subtract ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #2 , n0 ) | subtract ( #3 , #1 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
the q train leaves station a moving at a constant speed , and passes by stations b and c , in this order . it takes the q train n0 hours to reach station b , and n1 additional hours to reach station c . the distance between stations a and b is m kilometers longer than the distance between stations b and c . what is the distance between stations a and c in terms of m ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 ) | divide ( const_2 , #1 ) | subtract ( #2 , const_1 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
of the goose eggs laid at a certain pond , n0 / n2 hatched and n2 / n5 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n4 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
mr . hernandez , who was a resident of state x for only n0 months last year , had a taxable income of $ n1 , n2 for the year . if the state tax rate were n3 percent of the year no_ascii_32 s taxable income prorated for the proportion of the year during which the taxpayer was a resident , what would be the amount of mr . hernandez no_ascii_32 s state x tax for last year ?	multiply ( n2 , const_100 ) | multiply ( const_0_25 , const_100 ) | multiply ( const_3 , n2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | multiply ( #6 , n2 ) | multiply ( n0 , #7 ) | divide ( #8 , #2 )
a train traveled the first d miles of its journey it an average speed of n0 miles per hour , the next d miles of its journey at an average speed of y miles per hour , and the final d miles of its journey at an average speed of n1 miles per hour . if the train no_ascii_32 s average speed over the total distance was n2 miles per hour , what is the value of y ?	multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_3 ) | multiply ( #0 , const_10 ) | add ( #3 , #1 ) | multiply ( #4 , const_3 ) | divide ( #5 , n2 ) | subtract ( #6 , #2 ) | divide ( #4 , #7 )
the cost of manufacturing a popular model car is made up of n3 items : cost of raw material , labour and overheads - in a year the cost of n3 items were in the ration of n2 : n3 : n4 . next year the cost of the raw material rose by n5 % , labour cost increased by n6 % but overhead reduced by n7 % . then % increase int the price of the car ?	add ( n5 , const_100 ) | add ( n0 , n2 ) | add ( n6 , const_100 ) | subtract ( const_100 , n7 ) | add ( n4 , #1 ) | divide ( n2 , #4 ) | divide ( n0 , #4 ) | divide ( n4 , #4 ) | multiply ( #0 , #5 ) | multiply ( #2 , #6 ) | multiply ( #7 , #3 ) | add ( #8 , #9 ) | add ( #11 , #10 ) | subtract ( #12 , const_100 )
a vending machine randomly dispenses n0 different types of fruit candy . there are twice as many apple candies as orange candies , twice as many strawberry candies as grape candies , and twice as many apple candies as strawberry candies . if each candy cost $ n1 , and there are exactly n2 candies , what is the minimum amount of money required to guarantee that you would buy at least n3 of each type of candy ?	divide ( const_1 , const_2 ) | add ( n0 , #0 ) | divide ( n2 , #1 ) | multiply ( #2 , const_2 ) | add ( #2 , #3 ) | add ( #4 , #2 ) | add ( n3 , #5 ) | multiply ( n1 , #6 )
if a , b , c , and d are integers ; w , x , y , and z are prime numbers ; w < x < y < z ; and ( wa ) ( xb ) ( yc ) ( zd ) = n1 ( wa ) ( xb ) ( yc ) ( zd ) = n1 , what is the value of ( a + b ) no_ascii_77 ( c + d ) ?	add ( const_3 , const_4 ) | add ( #0 , const_4 ) | divide ( n0 , #1 ) | divide ( #2 , const_10 ) | divide ( #3 , const_2 ) | subtract ( #4 , const_2 )
mr . hernandez , who was a resident of state x for only n0 months last year , had a taxable income of $ n1 , n2 for the year . if the state tax rate were n3 percent of the year no_ascii_32 s taxable income prorated for the proportion of the year during which the taxpayer was a resident , what would be the amount of mr . hernandez no_ascii_32 s state x tax for last year ?	multiply ( n2 , const_100 ) | multiply ( const_0_25 , const_100 ) | multiply ( const_3 , n2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | multiply ( #6 , n2 ) | multiply ( n0 , #7 ) | divide ( #8 , #2 )
mr . hernandez , who was a resident of state x for only n0 months last year , had a taxable income of $ n1 , n2 for the year . if the state tax rate were n3 percent of the year no_ascii_32 s taxable income prorated for the proportion of the year during which the taxpayer was a resident , what would be the amount of mr . hernandez no_ascii_32 s state x tax for last year ?	multiply ( n2 , const_100 ) | multiply ( const_0_25 , const_100 ) | multiply ( const_3 , n2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | multiply ( #6 , n2 ) | multiply ( n0 , #7 ) | divide ( #8 , #2 )
working alone at their respective constant rates , a can complete a task in no_ascii_47 a no_ascii_32 days and b in no_ascii_47 b no_ascii_32 days . they take turns in doing the task with each working n0 days at a time . if a starts they finish the task in exactly n1 days . if b starts , they take a day more . how long does it take to complete the task if they both work together ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | inverse ( #1 ) | inverse ( #0 ) | add ( #2 , #3 ) | inverse ( #4 )
a train traveled the first d miles of its journey it an average speed of n0 miles per hour , the next d miles of its journey at an average speed of y miles per hour , and the final d miles of its journey at an average speed of n1 miles per hour . if the train no_ascii_32 s average speed over the total distance was n2 miles per hour , what is the value of y ?	multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_3 ) | multiply ( #0 , const_10 ) | add ( #3 , #1 ) | multiply ( #4 , const_3 ) | divide ( #5 , n2 ) | subtract ( #6 , #2 ) | divide ( #4 , #7 )
n0 / n1 of the population of the country of venezia lives in montague province , while the rest lives in capulet province . in the upcoming election , n2 % of montague residents support romeo , while n3 % of capulet residents support juliet ; each resident of venezia supports exactly one of these two candidates . rounded if necessary to the nearest percent , the probability that a juliet supporter chosen at random resides in capulet is	divide ( n3 , const_100 ) | divide ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #2 , n1 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #5 , #1 ) | add ( #7 , #6 ) | divide ( #6 , #8 ) | multiply ( #9 , const_100 )
working alone at their respective constant rates , a can complete a task in no_ascii_47 a no_ascii_32 days and b in no_ascii_47 b no_ascii_32 days . they take turns in doing the task with each working n0 days at a time . if a starts they finish the task in exactly n1 days . if b starts , they take a day more . how long does it take to complete the task if they both work together ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | inverse ( #1 ) | inverse ( #0 ) | add ( #2 , #3 ) | inverse ( #4 )
the e train leaves station a moving at a constant speed , and passes by stations b and c , in this order . it takes the e train n0 hours to reach station b , and n1 additional hours to reach station c . the distance between stations a and b is m kilometers longer than the distance between stations b and c . what is the distance between stations a and c in terms of m ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
jean drew a gumball at random from a jar of pink and blue gumballs . since the gumball she selected was blue and she wanted a pink one , she replaced it and drew another . the second gumball also happened to be blue and she replaced it as well . if the probability of her drawing the two blue gumballs was n0 / n1 what is the probability that the next one she draws will be pink ?	divide ( n0 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 )
huey ' s hip pizza sells two sizes of square pizzas : a small pizza that measures n0 inches on a side and costs $ n1 , and a large pizza that measures n2 inches on a side and costs $ n3 . if two friends go to huey ' s with $ n4 apiece , how many more square inches of pizza can they buy if they pool their money than if they each purchase pizza alone ?	power ( n2 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , #0 ) | multiply ( #0 , const_3 ) | add ( #2 , #2 ) | subtract ( #3 , #4 )
huey ' s hip pizza sells two sizes of square pizzas : a small pizza that measures n0 inches on a side and costs $ n1 , and a large pizza that measures n2 inches on a side and costs $ n3 . if two friends go to huey ' s with $ n4 apiece , how many more square inches of pizza can they buy if they pool their money than if they each purchase pizza alone ?	power ( n2 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , #0 ) | multiply ( #0 , const_3 ) | add ( #2 , #2 ) | subtract ( #3 , #4 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
n0 / n1 of the population of the country of venezia lives in montague province , while the rest lives in capulet province . in the upcoming election , n2 % of montague residents support romeo , while n3 % of capulet residents support juliet ; each resident of venezia supports exactly one of these two candidates . rounded if necessary to the nearest percent , the probability that a juliet supporter chosen at random resides in capulet is	divide ( n3 , const_100 ) | divide ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #2 , n1 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #5 , #1 ) | add ( #7 , #6 ) | divide ( #6 , #8 ) | multiply ( #9 , const_100 )
zachary is helping his younger brother , sterling , learn his multiplication tables . for every question that sterling answers correctly , zachary gives him n0 pieces of candy . for every question that sterling answers incorrectly , zachary takes away two pieces of candy . after n4 questions , if sterling had answered n2 more questions correctly , he would have earned n3 pieces of candy . how many of the n4 questions did zachary answer correctly ?	add ( n0 , n2 ) | multiply ( n0 , n2 ) | subtract ( n1 , n2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , #0 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
the speed of a subway train is represented by the equation z = s ^ n5 + n5 s for all situations where n2 no_ascii_76 s no_ascii_76 n4 , where z is the rate of speed in kilometers per hour and s is the time in seconds from the moment the train starts moving . in kilometers per hour , how much faster is the subway train moving after n4 seconds than it was moving after n5 seconds ?	multiply ( n0 , n4 ) | multiply ( n0 , n5 ) | power ( n4 , n0 ) | power ( n5 , n0 ) | add ( #0 , #2 ) | add ( #1 , #3 ) | subtract ( #4 , #5 )
in a n0 m race , ravi beats ramesh by n1 seconds or n2 m . they decide to run another race and this time ravi gives ramesh a head tart of n3 m . if ravi no_ascii_32 s speed is twice his previous speed and ramesh no_ascii_32 s speed is one and half times his previous speed , how far from the starting point should the winning post be so that they finish at the same time ?	multiply ( n0 , const_1 )
harold and millicent are getting married and need to combine their already - full libraries . if harold , who has n4 / n1 as many books as millicent , brings n4 / n5 of his books to their new home , then millicent will have enough room to bring n4 / n5 of her books to their new home . what fraction of millicent ' s old library capacity is the new home ' s library capacity ?	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
harold and millicent are getting married and need to combine their already - full libraries . if harold , who has n4 / n1 as many books as millicent , brings n4 / n3 of his books to their new home , then millicent will have enough room to bring n4 / n5 of her books to their new home . what fraction of millicent ' s old library capacity is the new home ' s library capacity ?	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | subtract ( n0 , #2 )
the speed of a subway train is represented by the equation z = s ^ n1 + n1 s for all situations where n2 no_ascii_76 s no_ascii_76 n3 , where z is the rate of speed in kilometers per hour and s is the time in seconds from the moment the train starts moving . in kilometers per hour , how much faster is the subway train moving after n4 seconds than it was moving after n5 seconds ?	multiply ( n0 , n4 ) | multiply ( n0 , n5 ) | power ( n4 , n0 ) | power ( n5 , const_2 ) | add ( #0 , #2 ) | add ( #1 , #3 ) | subtract ( #4 , #5 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
n0 . on level farmland , two runners leave at the same time from the intersection of two country roads . one runner jogs due north at a constant rate of n1 miles per hour while the second runner jogs due east at a constant rate that is n4 miles per hour slower than the first runner ' s rate . how far apart , to the nearest mile , will they be after n3 / n4 hour ?	divide ( n3 , n2 ) | subtract ( n1 , n2 ) | multiply ( n1 , #0 ) | multiply ( #0 , #1 ) | power ( #2 , const_2 ) | power ( #3 , const_2 ) | add ( #4 , #5 ) | sqrt ( #6 )
right triangle pqr is to be constructed in the xy - plane so that the right angle is at p and pr is parallel to the x - axis . the x - and y - coordinates of p , q and r are to be integers that satisfy the inequalities - n0 < = x < = n1 and n2 < = y < = n3 . how many different triangles with these properties could be constructed ?	add ( n0 , n2 ) | subtract ( n3 , n1 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | multiply ( #4 , const_10 )
a circle graph shows how the budget of a certain company was spent : n0 percent for salaries , n1 percent for research and development , n2 percent for utilities , n3 percent for equipment , n4 percent for supplies , and the remainder for transportation . if the area of each sector of the graph is proportional to the percent of the budget it represents , how many degrees of the circle are used to represent transportation ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | subtract ( const_100 , #3 ) | multiply ( #4 , const_360 ) | divide ( #5 , const_100 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
a will was written such that an estate would be divided among n3 guys with the remainder donated to charity . one stipulation in the will is that no one from the guys can receive an amount within n1 % of another ' s amount . if one of the guys received $ n2 , what is the smallest possible range between the highest and lowest amounts ( rounded to the nearest dollar ) among the n3 guys ?	divide ( n2 , const_2 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
in an examination , questions were asked in n2 sections . out of the total students , n2 % candidates cleared the cut - off in all the sections and n2 % cleared none . of the rest , n3 % cleared only one section and n4 % cleared n5 sections . if n6 % of the entire candidates cleared two sections and n7 candidates cleared n8 sections . find out how many candidates appeared at the examination ?	add ( n0 , n0 ) | subtract ( const_100 , #0 ) | multiply ( n3 , #1 ) | multiply ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( #0 , #4 ) | add ( #6 , #5 ) | add ( n6 , #7 ) | subtract ( const_100 , #8 ) | divide ( n7 , #9 ) | multiply ( #10 , const_100 )
a certain ball team has an equal number of right - and left - handed players . on a certain day , two - thirds of the players were absent from practice . of the players at practice that day , two - third were left handed . what is the ratio of the number of right - handed players who were not at practice that day to the number of lefthanded players who were not at practice ?	divide ( const_1 , const_2 ) | divide ( const_2 , const_3 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | subtract ( #0 , #3 ) | subtract ( #0 , #4 ) | divide ( #6 , #5 )
working alone at their respective constant rates , a can complete a task in no_ascii_47 a no_ascii_32 days and b in no_ascii_47 b no_ascii_32 days . they take turns in doing the task with each working n0 days at a time . if a starts they finish the task in exact n1 days . if b starts , they take a day more . how long does it take to complete the task if they both work together ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | inverse ( #1 ) | inverse ( #0 ) | add ( #2 , #3 ) | inverse ( #4 )
a salesman ' s income consists of a commission and a base salary of $ n0 per week . over the past n1 weeks , his weekly income totals have been $ n2 , $ n3 , $ n4 , $ n5 and $ n6 . what must his average ( arithmetic mean ) commission be per week over the next two weeks so that his average weekly income is $ n7 over the n8 - week period ?	add ( n2 , n3 ) | add ( n4 , n5 ) | multiply ( n7 , n8 ) | add ( #0 , #1 ) | add ( n6 , #3 ) | subtract ( #2 , #4 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
n10 car rental agencies a , b , c and d rented a plot for parking their cars during the night . a parked n8 cars for n3 days , b parked n3 cars for n4 days , c parked n6 cars for n6 days and d parked n7 cars for n8 days . if a paid rs . n9 as rent for parking his cars , what is the total rent paid by all the n10 agencies ?	divide ( n7 , n1 ) | divide ( n1 , n2 ) | divide ( n5 , n5 ) | divide ( n2 , n4 ) | multiply ( n0 , const_100 ) | multiply ( n9 , #0 ) | multiply ( n9 , #2 ) | multiply ( n9 , #3 ) | divide ( #5 , #1 ) | divide ( #6 , #1 ) | divide ( #7 , #1 ) | add ( #8 , #9 ) | add ( #11 , #10 ) | add ( n9 , #12 ) | subtract ( #13 , #4 ) | multiply ( #14 , const_2 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
huey ' s hip pizza sells two sizes of square pizzas : a small pizza that measures n0 inches on a side and costs $ n1 , and a large pizza that measures n2 inches on a side and costs $ n3 . if two friends go to huey ' s with $ n4 apiece , how many more square inches of pizza can they buy if they pool their money than if they each purchase pizza alone ?	power ( n2 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , #0 ) | multiply ( #0 , const_3 ) | add ( #2 , #2 ) | subtract ( #3 , #4 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
of the goose eggs laid at a certain pond , n0 / n1 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
a certain ball team has an equal number of right - and left - handed players . on a certain day , one - third of the players were absent from practice . of the players at practice that day , one - third were left handed . what is the ratio of the number of right - handed players who were not at practice that day to the number of lefthanded players who were not at practice ?	divide ( const_1 , const_2 ) | divide ( const_1 , const_3 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | subtract ( #0 , #3 ) | subtract ( #0 , #4 ) | divide ( #6 , #5 )
the speed of a subway train is represented by the equation z = s ^ n1 + n1 s for all situations where n2 no_ascii_76 s no_ascii_76 n3 , where z is the rate of speed in kilometers per hour and s is the time in seconds from the moment the train starts moving . in kilometers per hour , how much faster is the subway train moving after n4 seconds than it was moving after n5 seconds ?	multiply ( n0 , n4 ) | multiply ( n0 , n5 ) | power ( n4 , n0 ) | power ( n5 , n0 ) | add ( #0 , #2 ) | add ( #1 , #3 ) | subtract ( #4 , #5 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n2 / n5 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n2 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
a salesman ' s income consists of a commission and a base salary of $ n0 per week . over the past n1 weeks , his weekly income totals have been $ n2 , $ n3 , $ n4 , $ n5 and $ n6 . what must his average ( arithmetic mean ) commission be per week over the next two weeks so that his average weekly income is $ n7 over the n8 - week period ?	add ( n2 , n3 ) | add ( n4 , n5 ) | multiply ( n7 , n8 ) | add ( #0 , #1 ) | add ( n6 , #3 ) | subtract ( #2 , #4 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 )
a circle graph shows how the budget of a certain company was spent : n0 percent for transportation , n1 percent for research and development , n2 percent for utilities , n3 percent for equipment , n4 percent for supplies , and the remainder for salaries . if the area of each sector of the graph is proportional to the percent of the budget it represents , how many degrees of the circle are used to represent salaries ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | multiply ( #3 , const_360 ) | divide ( #4 , const_100 ) | subtract ( const_360 , #5 )
n0 . on level farmland , two runners leave at the same time from the intersection of two country roads . one runner jogs due north at a constant rate of n1 miles per hour while the second runner jogs due east at a constant rate that is n2 miles per hour faster than the first runner ' s rate . how far apart , to the nearest mile , will they be after n3 / n4 hour ?	divide ( n3 , n2 ) | subtract ( n1 , n2 ) | multiply ( n1 , #0 ) | multiply ( #0 , #1 ) | power ( #2 , n2 ) | power ( #3 , n2 ) | add ( #4 , #5 ) | sqrt ( #6 )
n0 . on level farmland , two runners leave at the same time from the intersection of two country roads . one runner jogs due north at a constant rate of n1 miles per hour while the second runner jogs due east at a constant rate that is n2 miles per hour faster than the first runner ' s rate . how far apart , to the nearest mile , will they be after n3 / n4 hour ?	divide ( n3 , n4 ) | subtract ( n1 , n4 ) | multiply ( n1 , #0 ) | multiply ( #0 , #1 ) | power ( #2 , n2 ) | power ( #3 , n4 ) | add ( #4 , #5 ) | sqrt ( #6 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
mr . hernandez , who was a resident of state x for only n0 months last year , had a taxable income of $ n1 , n2 for the year . if the state tax rate were n3 percent of the year no_ascii_32 s taxable income prorated for the proportion of the year during which the taxpayer was a resident , what would be the amount of mr . hernandez no_ascii_32 s state x tax for last year ?	multiply ( n2 , const_100 ) | multiply ( const_0_25 , const_100 ) | multiply ( const_3 , n2 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | multiply ( #6 , n2 ) | multiply ( n0 , #7 ) | divide ( #8 , #2 )
n0 / n1 of the population of the country of venezia lives in montague province , while the rest lives in capulet province . in the upcoming election , n2 % of montague residents support romeo , while n3 % of capulet residents support juliet ; each resident of venezia supports exactly one of these two candidates . rounded if necessary to the nearest percent , the probability that a juliet supporter chosen at random resides in capulet is	divide ( n3 , const_100 ) | divide ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #2 , n1 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #5 , #1 ) | add ( #7 , #6 ) | divide ( #6 , #8 ) | multiply ( #9 , const_100 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
n0 . on level farmland , two runners leave at the same time from the intersection of two country roads . one runner jogs due north at a constant rate of n1 miles per hour while the second runner jogs due east at a constant rate that is n4 miles per hour faster than the first runner ' s rate . how far apart , to the nearest mile , will they be after n3 / n4 hour ?	divide ( n3 , n2 ) | subtract ( n1 , n2 ) | multiply ( n1 , #0 ) | multiply ( #0 , #1 ) | power ( #2 , n2 ) | power ( #3 , n2 ) | add ( #4 , #5 ) | sqrt ( #6 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
the r train leaves station a moving at a constant speed , and passes by stations b and c , in this order . it takes the r train n0 hours to reach station b , and n1 additional hours to reach station c . the distance between stations a and b is m kilometers longer than the distance between stations b and c . what is the distance between stations a and c in terms of m ?	add ( n0 , n1 ) | divide ( #0 , const_2 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
a salesman ' s income consists of a commission and a base salary of $ n0 per week . over the past n1 weeks , his weekly income totals have been $ n2 , $ n3 , $ n4 , $ n5 and $ n6 . what must his average ( arithmetic mean ) commission be per week over the next two weeks so that his average weekly income is $ n7 over the n8 - week period ?	add ( n2 , n3 ) | add ( n4 , n5 ) | multiply ( n7 , n8 ) | add ( #0 , #1 ) | add ( n6 , #3 ) | subtract ( #2 , #4 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 )
mr . hernandez , who was a resident of state x for only n0 months last year , had a taxable income of $ n1 , n2 for the year . if the state tax rate were n3 percent of the year no_ascii_32 s taxable income prorated for the proportion of the year during which the taxpayer was a resident , what would be the amount of mr . hernandez no_ascii_32 s state x tax for last year ?	multiply ( n2 , const_100 ) | multiply ( const_0_25 , const_100 ) | multiply ( const_3 , const_4 ) | multiply ( #0 , const_100 ) | multiply ( #1 , const_100 ) | add ( #3 , #4 ) | divide ( #5 , const_100 ) | multiply ( #6 , const_4 ) | multiply ( n0 , #7 ) | divide ( #8 , #2 )
a salesman ' s income consists of a commission and a base salary of $ n0 per week . over the past n1 weeks , his weekly income totals have been $ n2 , $ n3 , $ n4 , $ n5 and $ n6 . what must his average ( arithmetic mean ) commission be per week over the next two weeks so that his average weekly income is $ n7 over the n8 - week period ?	add ( n2 , n3 ) | add ( n4 , n5 ) | multiply ( n7 , n8 ) | add ( #0 , #1 ) | add ( n6 , #3 ) | subtract ( #2 , #4 ) | divide ( #5 , const_2 ) | subtract ( #6 , n0 )
in an institute , n0 % of the students are boys and the rest are girls . further n1 % of the boys and n2 % of the girls are getting a fee waiver . if the number of those getting a fee waiver is n3 , find the total number of students getting n5 % concessions if it is given that n5 % of those not getting a fee waiver are eligible to get half fee concession ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | multiply ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | subtract ( const_1 , #0 ) | multiply ( #0 , #4 ) | multiply ( #5 , #6 ) | multiply ( #2 , #6 ) | add ( #3 , #9 ) | divide ( #7 , const_2 ) | divide ( #8 , const_2 ) | add ( #11 , #12 ) | divide ( n3 , #10 ) | multiply ( #13 , #14 )
a train traveled the first d miles of its journey it an average speed of n0 miles per hour , the next d miles of its journey at an average speed of y miles per hour , and the final d miles of its journey at an average speed of n1 miles per hour . if the train no_ascii_32 s average speed over the total distance was n2 miles per hour , what is the value of y ?	multiply ( const_2 , const_4 ) | multiply ( const_100 , const_4 ) | add ( #0 , const_3 ) | multiply ( #0 , const_10 ) | add ( #3 , #1 ) | multiply ( #4 , const_3 ) | divide ( #5 , n2 ) | subtract ( #6 , #2 ) | divide ( #4 , #7 )
the speed of a subway train is represented by the equation z = s ^ n1 + n1 s for all situations where n2 no_ascii_76 s no_ascii_76 n4 , where z is the rate of speed in kilometers per hour and s is the time in seconds from the moment the train starts moving . in kilometers per hour , how much faster is the subway train moving after n4 seconds than it was moving after n5 seconds ?	multiply ( n0 , n4 ) | multiply ( n0 , n5 ) | power ( n4 , n0 ) | power ( n5 , n0 ) | add ( #0 , #2 ) | add ( #1 , #3 ) | subtract ( #4 , #5 )
a certain car traveled twice as many miles from town a to town b as it did from town b to town c . from town a to town b , the car averaged n0 miles per gallon , and from town b to town c , the car averaged n1 miles per gallon . what is the average miles per gallon that the car achieved on its trip from town a through town b to town c ?	multiply ( n1 , const_10 ) | divide ( #0 , const_2 ) | divide ( #0 , n0 ) | add ( #1 , #0 ) | divide ( #1 , n1 ) | add ( #2 , #4 ) | divide ( #3 , #5 )
n0 / n1 of the population of the country of venezia lives in montague province , while the rest lives in capulet province . in the upcoming election , n2 % of montague residents support romeo , while n3 % of capulet residents support juliet ; each resident of venezia supports exactly one of these two candidates . rounded if necessary to the nearest percent , the probability that a juliet supporter chosen at random resides in capulet is	divide ( n3 , const_100 ) | divide ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( const_100 , n2 ) | divide ( #2 , n1 ) | divide ( #3 , const_100 ) | multiply ( #0 , #4 ) | multiply ( #5 , #1 ) | add ( #7 , #6 ) | divide ( #6 , #8 ) | multiply ( #9 , const_100 )
there are n0 ' zeroes ' and n1 ' ones ' written on a black board . a step involves choosing n4 digits and replacing them with a single digit . if all the n4 digits are identical , they are replaced with the same digit . otherwise , the digit that appears twice replaces the n4 chosen digits . what is the minimum number of steps after which there will be no zero written on the blackboard ?	divide ( n0 , const_2 ) | add ( #0 , const_1 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
working alone , printers x , y , and z can do a certain printing job , consisting of a large number of pages , in n0 , n1 , and n2 hours , respectively . what is the ratio of the time it takes printer x to do the job , working alone at its rate , to the time it takes printers y and z to do the job , working together at their individual rates ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | add ( #0 , #1 ) | divide ( const_1 , #2 ) | divide ( n0 , #3 )
working alone at their respective constant rates , a can complete a task in no_ascii_47 a no_ascii_32 days and b in no_ascii_47 b no_ascii_32 days . they take turns in doing the task with each working n0 days at a time . if a starts they finish the task in exactly n1 days . if b starts , they take a day more . how long does it take to complete the task if they both work together ?	add ( const_2.0 , n1 ) | subtract ( n1 , const_1 ) | inverse ( #1 ) | inverse ( #0 ) | add ( #2 , #3 ) | inverse ( #4 )
at the end of the first quarter , the share price of a certain mutual fund was n0 percent higher than it was at the beginning of the year . at the end of the second quarter , the share price was n1 percent higher than it was at the beginning of the year . what was the percent increase in the share price from the end of the first quarter to the end of the second quarter ?	add ( n1 , const_100 ) | add ( n0 , const_100 ) | divide ( #0 , #1 ) | subtract ( #2 , const_1 ) | multiply ( #3 , const_100 )
a circle graph shows how the budget of a certain company was spent : n0 percent for transportation , n1 percent for research and development , n2 percent for utilities , n3 percent for equipment , n4 percent for supplies , and the remainder for salaries . if the area of each sector of the graph is proportional to the percent of the budget it represents , how many degrees of the circle are used to represent salaries ?	add ( n0 , n1 ) | add ( n2 , #0 ) | add ( n3 , #1 ) | add ( n4 , #2 ) | multiply ( #3 , const_360 ) | divide ( #4 , const_100 ) | subtract ( const_360 , #5 )
huey ' s hip pizza sells two sizes of square pizzas : a small pizza that measures n0 inches on a side and costs $ n1 , and a large pizza that measures n2 inches on a side and costs $ n3 . if two friends go to huey ' s with $ n4 apiece , how many more square inches of pizza can they buy if they pool their money than if they each purchase pizza alone ?	power ( n2 , const_2 ) | power ( n0 , const_2 ) | add ( #1 , #0 ) | multiply ( #0 , const_3 ) | add ( #2 , #2 ) | subtract ( #3 , #4 )
zachary is helping his younger brother , sterling , learn his multiplication tables . for every question that sterling answers correctly , zachary gives him n0 pieces of candy . for every question that sterling answers incorrectly , zachary takes away two pieces of candy . after n4 questions , if sterling had answered n2 more questions correctly , he would have earned n3 pieces of candy . how many of the n4 questions did zachary answer correctly ?	add ( n0 , n2 ) | multiply ( n0 , n2 ) | subtract ( n1 , n2 ) | multiply ( n2 , #2 ) | subtract ( #3 , #1 ) | add ( n3 , #4 ) | divide ( #5 , #0 )
of the goose eggs laid at a certain pond , n0 / n4 hatched and n4 / n3 of the geese that hatched from those eggs survived the first month . of the geese that survived the first month , n4 / n5 did not survive the first year . if n6 geese survived the first year and if no more than one goose hatched from each egg , how many goose eggs were laid at the pond ?	divide ( n1 , n5 ) | divide ( n1 , n3 ) | divide ( n0 , n1 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #2 )
in a survey of political preferences , n0 % of those asked were in favour of at least one of the proposals : i , ii and iii . n1 % of those asked favoured proposal i , n2 % favoured proposal ii , and n3 % favoured proposal iii . if n4 % of those asked favoured all n6 of the proposals , what x percentage of those asked favoured more than one of the n6 proposals .	add ( n1 , n2 ) | subtract ( #0 , n4 ) | add ( n3 , #1 ) | subtract ( #2 , n4 ) | subtract ( #3 , n0 ) | add ( n4 , #4 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
real - estate salesman z is selling a house at a n2 percent discount from its retail price . real - estate salesman x vows to match this price , and then offers an additional n2 percent discount . real - estate salesman y decides to average the prices of salesmen z and x , then offer an additional n2 percent discount . salesman y ' s final price is what fraction of salesman x ' s final price ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #1 ) | add ( #4 , #1 ) | divide ( #5 , const_2 ) | multiply ( #6 , #2 ) | divide ( #7 , const_100 ) | divide ( #8 , #4 ) | multiply ( #9 , const_10 )
tammy climbed a mountain in two days . she spent a total of n0 hours climbing the mountain . on the second day , she walked at an average speed that was half a kilometer per hour faster , but n1 hours less than what she walked on the first day . if the total distance she climbed during the two days is n2 kilometers , how many w kilometers per hour did tammy walk on the second day ?	add ( n0 , n1 ) | divide ( const_1 , n1 ) | divide ( #0 , n1 ) | subtract ( #2 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | subtract ( n2 , #5 ) | divide ( #6 , #4 ) | add ( #7 , #1 )
among all sales staff at listco corporation , college graduates and those without college degrees are equally represented . each sales staff member is either a level - n5 or level - n7 employee . level - n5 college graduates account for n3 % of listco ' s sales staff . listco employs n4 level - n5 employees , n6 of whom are college graduates . how many sales staff members without college degrees are level - n7 employees ?	divide ( n3 , const_100 ) | divide ( n6 , #0 ) | subtract ( #1 , n4 ) | divide ( #2 , n1 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
at a certain food stand , the price of each apple is n0 no_ascii_28 and the price of each orange is n1 no_ascii_28 . mary selects a total of n3 apples and oranges from the food stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 no_ascii_28 . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 no_ascii_28 ?	multiply ( n1 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n0 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | subtract ( n2 , #6 ) | multiply ( n1 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
a certain ball team has an equal number of right - and left - handed players . on a certain day , two - thirds of the players were absent from practice . of the players at practice that day , two - third were right handed . what is the ratio of the number of right - handed players who were not at practice that day to the number of left handed players who were not at practice ?	divide ( const_1 , const_2 ) | divide ( const_2 , const_3 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | subtract ( #0 , #3 ) | subtract ( #0 , #4 ) | divide ( #6 , #5 )
among all sales staff at listco corporation , college graduates and those without college degrees are equally represented . each sales staff member is either a level - n5 or level - n7 employee . level - n5 college graduates account for n3 % of listco ' s sales staff . listco employs n4 level - n5 employees , n6 of whom are college graduates . how many sales staff members without college degrees are level - n7 employees ?	divide ( n3 , const_100 ) | divide ( n6 , #0 ) | subtract ( #1 , n4 ) | divide ( #2 , n1 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the sixth hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , const_2 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
an army no_ascii_32 s recruitment process included n rounds of selection tasks . for the first a rounds , the rejection percentage was n0 percent per round . for the next b rounds , the rejection percentage was n1 percent per round and for the remaining rounds , the selection percentage was n2 percent per round . if there were n3 people who applied for the army and n4 were finally selected , what was the value of n ?	add ( const_1 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_2 )
at n0 : n1 pm , a truck left city p and headed toward city q at a constant speed of n2 km / h . one hour later , a car left city q and headed toward city p along the same road at a constant speed of n3 km / h . if the distance between city p and city q is n4 km , at what time will the truck and the car meet each other ?	divide ( n4 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 )
an army no_ascii_32 s recruitment process included n rounds of selection tasks . for the first a rounds , the rejection percentage was n0 percent per round . for the next b rounds , the rejection percentage was n1 percent per round and for the remaining rounds , the selection percentage was n2 percent per round . if there were n3 people who applied for the army and n4 were finally selected , what was the value of n ?	add ( const_1 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_2 )
an army no_ascii_32 s recruitment process included n rounds of selection tasks . for the first a rounds , the rejection percentage was n0 percent per round . for the next b rounds , the rejection percentage was n1 percent per round and for the remaining rounds , the selection percentage was n2 percent per round . if there were n3 people who applied for the army and n4 were finally selected , what was the value of n ?	add ( const_1 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_2 )
if dev works alone he will take n0 more hours to complete a task than if he worked with tina to complete the task . if tina works alone , she will take n1 more hours to complete the complete the task , then if she worked with dev to complete the task ? what is the ratio of the time taken by dev to that taken by tina if each of them worked alone to complete the task ?	multiply ( n0 , n1 ) | sqrt ( #0 ) | add ( n0 , #1 ) | add ( n1 , #1 ) | divide ( #2 , #3 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the sixth hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
in a certain accounting class of n0 students , n3 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
an army no_ascii_32 s recruitment process included n rounds of selection tasks . for the first a rounds , the rejection percentage was n0 percent per round . for the next b rounds , the rejection percentage was n1 percent per round and for the remaining rounds , the selection percentage was n2 percent per round . if there were n3 people who applied for the army and n4 were finally selected , what was the value of n ?	add ( const_1 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_2 )
at a certain food stand , the price of each apple is n0 no_ascii_28 and the price of each orange is n1 no_ascii_28 . mary selects a total of n3 apples and oranges from the food stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 no_ascii_28 . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 no_ascii_28 ?	multiply ( n1 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n0 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | subtract ( n2 , #6 ) | multiply ( n1 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
in a certain accounting class of n0 students , n1 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , const_100 )
in an apartment building that has n0 units , n1 out of every n2 units are currently rented , including n6 / n4 of the one - bedroom units . if , of the rented apartments , there is a n5 : n6 ratio of two - bedroom units to one - bedroom units , and the building only consists of two - bedroom and one - bedroom units , how many two - bedroom units are not rented ?	add ( n3 , n4 ) | divide ( n0 , n2 ) | divide ( n3 , n4 ) | multiply ( n1 , #1 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #2 ) | subtract ( n0 , #7 ) | subtract ( #8 , #5 )
in an apartment building that has n0 units , n1 out of every n2 units are currently rented , including n6 / n5 of the one - bedroom units . if , of the rented apartments , there is a n5 : n6 ratio of two - bedroom units to one - bedroom units , and the building only consists of two - bedroom and one - bedroom units , how many two - bedroom units are not rented ?	add ( n3 , n4 ) | divide ( n0 , n2 ) | divide ( n3 , n4 ) | multiply ( n1 , #1 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #2 ) | subtract ( n0 , #7 ) | subtract ( #8 , #5 )
tammy climbed a mountain in two days . she spent a total of n0 hours climbing the mountain . on the second day , she walked at an average speed that was half a kilometer per hour faster , but n1 hours less than what she walked on the first day . if the total distance she climbed during the two days is n2 kilometers , how many q kilometers per hour did tammy walk on the second day ?	add ( n0 , n1 ) | divide ( const_1 , n1 ) | divide ( #0 , n1 ) | subtract ( #2 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | subtract ( n2 , #5 ) | divide ( #6 , #4 ) | add ( #7 , #1 )
tammy climbed a mountain in two days . she spent a total of n0 hours climbing the mountain . on the second day , she walked at an average speed that was half a kilometer per hour faster , but n1 hours less than what she walked on the first day . if the total distance she climbed during the two days is n2 kilometers , how many t kilometers per hour did tammy walk on the second day ?	add ( n0 , n1 ) | divide ( const_1 , n1 ) | divide ( #0 , n1 ) | subtract ( #2 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | subtract ( n2 , #5 ) | divide ( #6 , #4 ) | add ( #7 , #1 )
in a certain accounting class of n0 students , n1 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
mary passed a certain gas station on a highway while traveling west at a constant speed of n0 miles per hour . then , n1 minutes later , paul passed the same gas station while traveling west at a constant speed of n2 miles per hour . if both drivers maintained their speeds and both remained on the highway for at least n3 hours , how long after he passed the gas station did paul catch up with mary ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
at a certain fruit stand , the price of each apple is n0 cents and the price of each orange is n1 cents . mary selects a total of n3 apples and oranges from the fruit stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 cents . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 cents ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
mary passed a certain gas station on a highway while traveling west at a constant speed of n0 miles per hour . then , n1 minutes later , paul passed the same gas station while traveling west at a constant speed of n2 miles per hour . if both drivers maintained their speeds and both remained on the highway for at least n3 hours , how long after he passed the gas station did paul catch up with mary ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 ( n3 ^ - at ) + n5 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , const_2 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 ( n3 ^ - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
mary passed a certain gas station on a highway while traveling west at a constant speed of n0 miles per hour . then , n1 minutes later , paul passed the same gas station while traveling west at a constant speed of n2 miles per hour . if both drivers maintained their speeds and both remained on the highway for at least n3 hours , how long after he passed the gas station did paul catch up with mary ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
jean drew a gumball at random from a jar of pink and blue gumballs . since the gumball she selected was blue and she wanted a pink one , she replaced it and drew another . the second gumball also happened to be blue and she replaced it as well . if the probability of her drawing the two blue gumballs was n0 / n1 , what is the probability that the next one she draws will be pink ?	divide ( n0 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the sixth hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
jean drew a gumball at random from a jar of pink and blue gumballs . since the gumball she selected was blue and she wanted a pink one , she replaced it and drew another . the second gumball also happened to be blue and she replaced it as well . if the probability of her drawing the two blue gumballs was n0 / n1 , what is the probability that the next one she draws will be pink ?	divide ( n0 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 )
during a certain two - week period , n0 percent of the movies rented from a video store were comedies , and of the remaining movies rented , there were n1 / n2 times as many dramas as action movies . if no other movies were rented during that two - week period and there were a action movies rented , then how many comedies , in terms of a , were rented during that two - week period ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | floor ( #1 )
john and lewis leave city a for city b simultaneously at n0 a . m in the morning driving in two cars at speeds of n1 mph and n2 mph respectively . as soon as lewis reaches city b , he returns back to city a along the same route and meets john on the way back . if the distance between the two cities is n3 miles , how far from city a did john and lewis meet ?	divide ( n3 , n2 ) | multiply ( n1 , #0 )
an army no_ascii_32 s recruitment process included n rounds of selection tasks . for the first a rounds , the rejection percentage was n0 percent per round . for the next b rounds , the rejection percentage was n1 percent per round and for the remaining rounds , the selection percentage was n2 percent per round . if there were n3 people who applied for the army and n4 were finally selected , what was the value of n ?	add ( const_1 , const_4 ) | add ( #0 , const_2 ) | add ( #1 , const_2 )
in an examination , the percentage of students qualified to the number of students appeared from school a is n0 % . in school b , the number of students appeared is n1 % more than the students appeared from school a and the number of students qualified from school b is n2 % more than the students qualified from school a . what is the percentage of students qualified to the number of students appeared from school b ?	multiply ( const_0_25 , const_2 ) | subtract ( n0 , n1 ) | subtract ( n2 , #0 ) | subtract ( #2 , const_12 ) | add ( #1 , #3 )
question : a sporting good store sells one type of baseball bat and one type of baseball . the cost for n0 bats and n1 balls is $ n2 . the cost for n3 bat and n4 balls is $ n5 , as well . if someone were to buy an equal number of bats and balls , at most how many bats can he purchase if he has a budget of $ n6 for the purchase ? options :	negate ( n0 ) | multiply ( n5 , #0 ) | multiply ( n4 , #0 ) | add ( n2 , #1 ) | add ( n1 , #2 ) | divide ( #3 , #4 ) | multiply ( n4 , #5 ) | subtract ( n5 , #6 ) | add ( #5 , #7 ) | divide ( n6 , #8 )
in a certain accounting class of n0 students , n1 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 ( n3 ^ - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
jean drew a gumball at random from a jar of pink and blue gumballs . since the gumball she selected was blue and she wanted a pink one , she replaced it and drew another . the second gumball also happened to be blue and she replaced it as well . if the probability of her drawing the two blue gumballs was n0 / n1 , what is the probability that the next one she draws will be pink ?	divide ( n0 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 )
in a certain accounting class of n0 students , n1 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
at a certain food stand , the price of each apple is n0 no_ascii_28 and the price of each orange is n1 no_ascii_28 . mary selects a total of n3 apples and oranges from the food stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 no_ascii_28 . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 no_ascii_28 ?	multiply ( n1 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n0 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | subtract ( n2 , #6 ) | multiply ( n1 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
right triangle pqr is to be constructed in the xy - plane so that the right angle is at p and pr is parallel to the x - axis . the x - and y - coordinates of p , q , and r are to be integers that satisfy the inequalities - n0 < = x < = n1 and n2 < = y < = n3 . how many different triangles with these properties could be constructed ?	add ( n0 , n2 ) | subtract ( n3 , n1 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | multiply ( #3 , #2 ) | multiply ( #4 , const_10 )
working alone at their respective constant rates , a can complete a task in no_ascii_47 a no_ascii_32 days and b in no_ascii_47 b no_ascii_32 days . they take turns in doing the task with each working n0 days at a time . if a starts they finish the task in exactly n1 days . if b starts , they take half a day more . how long does it take to complete the task if they both work together ?	add ( n0 , n1 ) | subtract ( n1 , const_1 ) | inverse ( #1 ) | inverse ( #0 ) | add ( #2 , #3 ) | inverse ( #4 )
mary passed a certain gas station on a highway while traveling west at a constant speed of n0 miles per hour . then , n1 minutes later , paul passed the same gas station while traveling west at a constant speed of n2 miles per hour . if both drivers maintained their speeds and both remained on the highway for at least n3 hours , how long after he passed the gas station did paul catch up with mary ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
in an apartment building that has n0 units , n1 out of every n2 units are currently rented , including n6 / n4 of the one - bedroom units . if , of the rented apartments , there is a n5 : n6 ratio of two - bedroom units to one - bedroom units , and the building only consists of two - bedroom and one - bedroom units , how many two - bedroom units are not rented ?	add ( n3 , n4 ) | divide ( n0 , n2 ) | divide ( n3 , n4 ) | multiply ( n1 , #1 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #2 ) | subtract ( n0 , #7 ) | subtract ( #8 , #5 )
at a certain fruit stand , the price of each apple is n0 cents and the price of each orange is n1 cents . mary selects a total of n3 apples and oranges from the fruit stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 cents . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 cents ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
real - estate salesman z is selling a house at a n2 percent discount from its retail price . real - estate salesman x vows to match this price , and then offers an additional n2 percent discount . real - estate salesman y decides to average the prices of salesmen z and x , then offer an additional n2 percent discount . salesman y ' s final price is what fraction of salesman x ' s final price ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #1 ) | add ( #4 , #1 ) | divide ( #5 , const_2 ) | multiply ( #6 , #2 ) | divide ( #7 , const_100 ) | divide ( #8 , #4 ) | multiply ( #9 , const_10 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the sixth hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
at a certain fruit stand , the price of each apple is n0 cents and the price of each orange is n1 cents . mary selects a total of n3 apples and oranges from the fruit stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 cents . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 cents ?	multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 )
jean drew a gumball at random from a jar of pink and blue gumballs . since the gumball she selected was blue and she wanted a pink one , she replaced it and drew another . the second gumball also happened to be blue and she replaced it as well . if the probability of her drawing the two blue gumballs was n0 / n1 , what is the probability that the next one she draws will be pink ?	divide ( n0 , n1 ) | sqrt ( #0 ) | subtract ( const_1 , #1 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the sixth hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
real - estate salesman z is selling a house at a n2 percent discount from its retail price . real - estate salesman x vows to match this price , and then offers an additional n2 percent discount . real - estate salesman y decides to average the prices of salesmen z and x , then offer an additional n2 percent discount . salesman y ' s final price is what fraction of salesman x ' s final price ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #1 ) | add ( #4 , #1 ) | divide ( #5 , const_2 ) | multiply ( #6 , #2 ) | divide ( #7 , const_100 ) | divide ( #8 , #4 ) | multiply ( #9 , const_10 )
a good train and a passenger train are running on parallel tracks in the same direction . the driver of the goods train observes that the passenger train coming from behind overtakes and crosses his train completely in n0 sec . whereas a passenger on the passenger train marks that he crosses the goods train in n1 sec . if the speeds of the trains be in the ratio n2 : n3 . find the ratio of their lengths .	divide ( n0 , n1 ) | subtract ( #0 , n2 ) | divide ( n2 , #1 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of colors in a pair does not matter )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
real - estate salesman z is selling a house at a n0 percent discount from its retail price . real - estate salesman x vows to match this price , and then offers an additional n1 percent discount . real - estate salesman y decides to average the prices of salesmen z and x , then offer an additional n2 percent discount . salesman y ' s final price is what fraction of salesman x ' s final price ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #1 ) | add ( #4 , #1 ) | divide ( #5 , const_2 ) | multiply ( #6 , #2 ) | divide ( #7 , const_100 ) | divide ( #8 , #4 ) | multiply ( #9 , const_10 )
in a class of boys and girls vikas ' s rank is n0 th and tanvi ' s rank is n1 th . vikas ' s rank among the boys in that class is n2 th from the top and n3 th from the bottom and tanvi ' s rank among the girls is n4 th from top and n5 st from bottom . in the order of rank , how many girls are there between tanvi and vikas ?	subtract ( n4 , const_1 ) | subtract ( n0 , const_1 ) | subtract ( n2 , const_1 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 )
at n0 : n1 pm , a truck left city p and headed toward city q at a constant speed of n2 km / h . one hour later , a car left city q and headed toward city p along the same road at a constant speed of n3 km / h . if the distance between city p and city q is n4 km , at what time will the truck and the car meet each other ?	divide ( n4 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats x kilos of plankton . in every hour after the first , it consumes n1 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n2 kilos of plankton , how many kilos did he consume on the third hour ?	divide ( n2 , n0 ) | add ( n1 , #0 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 ( n3 ^ - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
if no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 . n0 - n1 / n2 - n3 * n4 = ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
at a certain food stand , the price of each apple is n0 no_ascii_28 and the price of each orange is n1 no_ascii_28 . mary selects a total of n3 apples and oranges from the food stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 no_ascii_28 . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 no_ascii_28 ?	multiply ( n1 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n0 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | subtract ( n2 , #6 ) | multiply ( n1 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
among all sales staff at listco corporation , college graduates and those without college degrees are equally represented . each sales staff member is either a level - n5 or level - n7 employee . level - n5 college graduates account for n3 % of listco ' s sales staff . listco employs n4 level - n5 employees , n6 of whom are college graduates . how many sales staff members without college degrees are level - n7 employees ?	divide ( n3 , const_100 ) | divide ( n6 , #0 ) | subtract ( #1 , n4 ) | divide ( #2 , n1 )
real - estate salesman z is selling a house at a n0 percent discount from its retail price . real - estate salesman x vows to match this price , and then offers an additional n1 percent discount . real - estate salesman y decides to average the prices of salesmen z and x , then offer an additional n2 percent discount . salesman y ' s final price is what fraction of salesman x ' s final price ?	subtract ( const_100 , n1 ) | subtract ( const_100 , n0 ) | subtract ( const_100 , n2 ) | divide ( #0 , const_100 ) | multiply ( #3 , #1 ) | add ( #4 , #1 ) | divide ( #5 , const_2 ) | multiply ( #6 , #2 ) | divide ( #7 , const_100 ) | divide ( #8 , #4 ) | multiply ( #9 , const_10 )
mary passed a certain gas station on a highway while traveling west at a constant speed of n0 miles per hour . then , n1 minutes later , paul passed the same gas station while traveling west at a constant speed of n2 miles per hour . if both drivers maintained their speeds and both remained on the highway for at least n3 hours , how long after he passed the gas station did paul catch up with mary ?	divide ( n1 , const_60 ) | subtract ( n2 , n0 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_60 )
tammy climbed a mountain in two days . she spent a total of n0 hours climbing the mountain . on the second day , she walked at an average speed that was half a kilometer per hour faster , but n1 hours less than what she walked on the first day . if the total distance she climbed during the two days is n2 kilometers , how many r kilometers per hour did tammy walk on the second day ?	add ( n0 , n1 ) | divide ( const_1 , n1 ) | divide ( #0 , n1 ) | subtract ( #2 , n1 ) | add ( #2 , #3 ) | divide ( #3 , n1 ) | subtract ( n2 , #5 ) | divide ( #6 , #4 ) | add ( #7 , #1 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 ( n3 ^ - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
at a certain food stand , the price of each apple is n0 no_ascii_28 and the price of each orange is n1 no_ascii_28 . mary selects a total of n3 apples and oranges from the food stand , and the average ( arithmetic mean ) price of the n3 pieces of fruit is n4 no_ascii_28 . how many oranges must mary put back so that the average price of the pieces of fruit that she keeps is n5 no_ascii_28 ?	multiply ( n1 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , n5 ) | subtract ( n1 , n0 ) | subtract ( n1 , n5 ) | subtract ( #0 , #1 ) | divide ( #5 , #3 ) | multiply ( n0 , #6 ) | subtract ( n2 , #6 ) | multiply ( n1 , #8 ) | add ( #7 , #9 ) | subtract ( #10 , #2 ) | divide ( #11 , #4 )
a certain ball team has an equal number of right - and left - handed players . on a certain day , two - thirds of the players were absent from practice . of the players at practice that day , one - third were right handed . what is the ratio of the number of right - handed players who were not at practice that day to the number of left handed players who were not at practice ?	divide ( const_1 , const_2 ) | divide ( const_2 , const_3 ) | subtract ( const_1 , #1 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 ) | subtract ( #0 , #3 ) | subtract ( #0 , #4 ) | divide ( #6 , #5 )
in a certain accounting class of n0 students , n1 % of the students took the final exam on the assigned day while the rest of the students took the exam on a make - up date . if the students on the assigned day had an average score of n2 % , and the students on the make - up date had an average score of n3 % , what was the average score for the entire class ?	multiply ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( n3 , #1 ) | add ( #0 , #2 ) | divide ( #3 , n0 )
at n0 : n1 pm , a truck left city p and headed toward city q at a constant speed of n2 km / h . one hour later , a car left city q and headed toward city p along the same road at a constant speed of n3 km / h . if the distance between city p and city q is n4 km , at what time will the truck and the car meet each other ?	divide ( n4 , n2 ) | divide ( n3 , n2 ) | add ( n0 , #1 ) | subtract ( #0 , n0 ) | divide ( #3 , #2 )
in an apartment building that has n0 units , n4 out of every n2 units are currently rented , including n6 / n4 of the one - bedroom units . if , of the rented apartments , there is a n5 : n6 ratio of two - bedroom units to one - bedroom units , and the building only consists of two - bedroom and one - bedroom units , how many two - bedroom units are not rented ?	add ( n3 , n4 ) | divide ( n0 , n2 ) | divide ( n3 , n4 ) | multiply ( n1 , #1 ) | divide ( #3 , #0 ) | multiply ( n4 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , #2 ) | subtract ( n0 , #7 ) | subtract ( #8 , #5 )
two friends decide to get together ; so they start riding bikes towards each other . they plan to meet halfway . each is riding at n0 mph . they live n1 miles apart . one of them has a pet carrier pigeon and it starts flying the instant the friends start traveling . the pigeon flies back and forth at n2 mph between the n3 friends until the friends meet . how many miles does the pigeon travel ?	divide ( n1 , n3 ) | divide ( #0 , n0 ) | multiply ( n2 , #1 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
balls of equal size are arranged in rows to form an equilateral triangle . the top most row consists of one ball , the n0 nd row of two balls and so on . if n1 balls are added , then all the balls can be arranged in the shape of square and each of the sides of the square contain n2 balls less than the each side of the triangle did . how many balls made up the triangle ?	multiply ( const_100 , const_4 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
jolene entered an n0 - month investment contract that guarantees to pay n1 percent interest at the end of n2 months , another n3 percent interest at the end of n4 months , and n5 percent interest at the end of the n9 month contract . if each interest payment is reinvested in the contract , and jolene invested $ n7 , n8 initially , what will be the total amount of interest paid during the n9 - month contract ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | power ( const_100 , n1 ) | multiply ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , #1 ) | add ( #5 , #6 ) | multiply ( #7 , #2 ) | add ( #8 , #6 )
jolene entered an n0 - month investment contract that guarantees to pay n1 percent interest at the end of n2 months , another n3 percent interest at the end of n4 months , and n5 percent interest at the end of the n9 month contract . if each interest payment is reinvested in the contract , and jolene invested $ n7 , n8 initially , what will be the total amount of interest paid during the n9 - month contract ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | power ( const_100 , n1 ) | multiply ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , #1 ) | add ( #5 , #6 ) | multiply ( #7 , #2 ) | add ( #8 , #6 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
company a ' s workforce consists of n3 percent managers and n1 percent software engineers . company b ' s workforce consists of n2 percent managers , n3 percent software engineers , and n4 percent support staff . the two companies merge , every employee stays with the resulting company , and no new employees are added . if the resulting company no_ascii_74 s workforce consists of n5 percent managers , what percent of the workforce originated from company a ?	divide ( n4 , n2 ) | multiply ( n5 , #0 ) | divide ( #1 , n0 ) | add ( n1 , #2 ) | subtract ( #3 , n4 ) | subtract ( #4 , n0 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n6 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 * n3 ^ ( - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
uba capital recently bought brand new vehicles for office use . uba capital only went for toyota and honda and bought less of toyota than honda at the ratio of n0 : n1 . if n2 % of the toyota bought and n3 % of the honda bought were suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s . how many suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s did uba capital buy in the aforementioned purchase ?	multiply ( n0 , n1 ) | add ( #0 , #0 ) | subtract ( const_100 , #1 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 * n3 ^ ( - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
balls of equal size are arranged in rows to form an equilateral triangle . the top most row consists of one ball , the n0 nd row of two balls and so on . if n1 balls are added , then all the balls can be arranged in the shape of square and each of the sides of the square contain n2 balls less than the each side of the triangle did . how many balls made up the triangle ?	multiply ( const_100 , const_4 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n6 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n3 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of the colors in a pair does not matter )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
the temperature of a certain cup of coffee n5 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 * n3 ^ ( - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n6 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
mike drives his new corvette from san francisco to las vegas , a journey of n0 miles . he drives the first half of the trip at an average rate of n1 miles per hour , but has to slow down for the second half of his journey . if the second half of the trip takes him n2 percent longer than the first half , what is his average rate q in miles per hour for the entire trip ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #1 ) | divide ( n0 , #4 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n5 to n8 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 , n7 . if the price of the car in n5 was $ n6 , n7 , what is the car ' s price in n8 ?	multiply ( const_10 , const_2 )
mike drives his new corvette from san francisco to las vegas , a journey of n0 miles . he drives the first half of the trip at an average rate of n1 miles per hour , but has to slow down for the second half of his journey . if the second half of the trip takes him n2 percent longer than the first half , what is his average rate j in miles per hour for the entire trip ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #1 ) | divide ( n0 , #4 )
mike drives his new corvette from san francisco to las vegas , a journey of n0 miles . he drives the first half of the trip at an average rate of n1 miles per hour , but has to slow down for the second half of his journey . if the second half of the trip takes him n2 percent longer than the first half , what is his average rate z in miles per hour for the entire trip ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #1 ) | divide ( n0 , #4 )
points a , b , and , c have xy - coordinates ( n0 , n11 ) , ( n8 , n3 ) , and ( n4 , n11 ) , respectively . points x , y , and z have xy - coordinates ( n6 , n11 ) , ( n8 , n9 ) , and ( n10 , n11 ) , respectively . what fraction s of the area of triangle abc is the area of triangle xyz ?	add ( const_10 , const_2 ) | power ( const_4 , const_2 ) | divide ( #1 , const_2 ) | power ( #0 , const_2 ) | divide ( #3 , const_2 ) | divide ( #2 , #4 )
in n6 a company sold a brand of shoes to retailers for a fixed price per pair . in n4 the number of pairs of the shoes that the company sold to retailers decreased by n3 percent , while the price per pair increased by n3 percent . if the company no_ascii_32 s revenue from the sale of the shoes in n4 was $ n5 million , what was the approximate revenue from the sale of the shoes in n6 ?	subtract ( const_100 , n2 ) | subtract ( #0 , n2 ) | divide ( #1 , n2 )
the temperature of a certain cup of coffee n0 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 * n3 ^ ( - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
a certain telephone company offers two plans , a and b . under plan a , the company charges a total of $ n0 for the first n1 minutes of each call and $ n2 per minute thereafter . under plan b , the company charges $ n3 per minute of each call . what is the duration of a call , in minutes , for which the company charges the same amount under plan a and under plan b ?	multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , n4 percent tax on the food , and no tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
balls of equal size are arranged in rows to form an equilateral triangle . the top most row consists of one ball , the n0 nd row of two balls and so on . if n1 balls are added , then all the balls can be arranged in the shape of square and each of the sides of the square contain n2 balls less than the each side of the triangle did . how many balls made up the triangle ?	multiply ( const_100 , const_4 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n5 to n8 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 , n4 . if the price of the car in n5 was $ n6 , n7 , what is the car ' s price in n8 ?	multiply ( const_10 , const_2 )
a cargo ship carrying n0 kinds of items , doohickies , geegaws , widgets , and yamyams , arrives at the port . each item weighs n1 , n2 , n3 , and n4 pounds , respectively , and each item is weighed as it is unloaded . if , in the middle of the unloading process , the product of the individual weights of the unloaded items equals n5 , n6 pounds , how many widgets have been unloaded ?	add ( const_1 , const_1 )
balls of equal size are arranged in rows to form an equilateral triangle . the top most row consists of one ball , the n0 nd row of two balls and so on . if n1 balls are added , then all the balls can be arranged in the shape of square and each of the sides of the square contain n2 balls less than the each side of the triangle did . how many balls made up the triangle ?	multiply ( const_100 , const_4 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n5 to n8 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 , n4 . if the price of the car in n5 was $ n6 , n7 , what is the car ' s price in n8 ?	multiply ( const_10 , const_2 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
jenny has recently moved house and is working out her optimal commute . she can take an indirect route which involves taking a bus for n0 mile and then walk n1 miles . or she can take a direct route and walk for n2 miles and this takes her n3 minutes . what is the most amount time that the bus journey can take for jenny to be indifferent between the two routes assuming travel time is her only concern ?	divide ( n2 , n3 ) | divide ( n1 , #0 ) | subtract ( n3 , #1 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a certain telephone company offers two plans , a and b . under plan a , the company charges a total of $ n0 for the first n1 minutes of each call and $ n2 per minute thereafter . under plan b , the company charges $ n3 per minute of each call . what is the duration of a call , in minutes , for which the company charges the same amount under plan a and under plan b ?	multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
balls of equal size are arranged in rows to form an equilateral triangle . the top most row consists of one ball , the n0 nd row of two balls and so on . if n1 balls are added , then all the balls can be arranged in the shape of square and each of the sides of the square contain n2 balls less than the each side of the triangle did . how many balls made up the triangle ?	multiply ( const_100 , const_4 ) | subtract ( n1 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , const_1 ) | multiply ( #3 , #1 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
uba capital recently bought brand new vehicles for office use . uba capital only went for toyota and honda and bought more of toyota than honda at the ratio of n0 : n1 . if n2 % of the toyota bought and n3 % of the honda bought were suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s . how many suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s did uba capital buy in the aforementioned purchase ?	multiply ( n0 , n1 ) | add ( #0 , #0 ) | subtract ( const_100 , #1 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n6 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n4 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
the temperature of a certain cup of coffee n3 minutes after it was poured was n2 degrees fahrenheit . if the temperature f of the coffee t minutes after it was poured can be determined by the formula f = n2 * n3 ^ ( - at ) + n4 , where f is in degrees fahrenheit and a is a constant . then the temperature of the coffee n5 minutes after it was poured was how many degrees fahrenheit ?	divide ( n4 , n0 ) | subtract ( const_1 , n3 ) | multiply ( #0 , #1 ) | power ( n3 , #2 ) | multiply ( n1 , #3 ) | add ( n4 , #4 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n5 to n8 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 , n7 . if the price of the car in n5 was $ n6 , n7 , what is the car ' s price in n8 ?	multiply ( const_10 , const_2 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n6 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a whale goes on a feeding frenzy that lasts for n0 hours . for the first hour he catches and eats n1 kilos of plankton . in every hour after the first , it consumes n2 kilos of plankton more than it consumed in the previous hour . if by the end of the frenzy the whale will have consumed a whopping accumulated total n3 kilos of plankton , how many kilos did he consume on the n4 th hour ?	divide ( n3 , n0 )
two years ago , ram put $ n6 , n7 into a savings account . at the end of the first year , his account had accrued $ n4 in interest bringing his total balance to $ n6 , n4 . the next year , his account balance increased by n5 % . at the end of the two years , by what percent has ram ' s account balance increased from his initial deposit of $ n6 , n7 ?	divide ( n3 , n1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , n1 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of the colors in a pair does not matter )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discount rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of the colors in a pair does not matter )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
mike drives his new corvette from san francisco to las vegas , a journey of n0 miles . he drives the first half of the trip at an average rate of n1 miles per hour , but has to slow down for the second half of his journey . if the second half of the trip takes him n2 percent longer than the first half , what is his average rate w in miles per hour for the entire trip ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #1 ) | divide ( n0 , #4 )
a certain telephone company offers two plans , a and b . under plan a , the company charges a total of $ n0 for the first n1 minutes of each call and $ n2 per minute thereafter . under plan b , the company charges $ n3 per minute of each call . what is the duration of a call , in minutes , for which the company charges the same amount under plan a and under plan b ?	multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discount rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , const_2 ) | multiply ( n0 , const_3 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
mike drives his new corvette from san francisco to las vegas , a journey of n0 miles . he drives the first half of the trip at an average rate of n1 miles per hour , but has to slow down for the second half of his journey . if the second half of the trip takes him n2 percent longer than the first half , what is his average rate p in miles per hour for the entire trip ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_2 ) | add ( #1 , #2 ) | add ( #3 , #1 ) | divide ( n0 , #4 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discounts rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
two years ago , ram put $ n6 , n7 into a savings account . at the end of the first year , his account had accrued $ n4 in interest bringing his total balance to $ n6 , n4 . the next year , his account balance increased by n5 % . at the end of the two years , by what percent has sam ' s account balance increased from his initial deposit of $ n6 , n7 ?	divide ( n3 , n1 ) | multiply ( n2 , #0 ) | add ( n1 , #1 ) | divide ( #2 , n0 ) | multiply ( #3 , n1 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a farmer spent $ n0 on feed for chickens and goats . he spent n1 % money on chicken feed , which he bought at a n2 % discount off the full price , and spent the rest on goat feed , which he bought at full price . if the farmer had paid full price for both the chicken feed and the goat feed , what amount would he have spent on the chicken feed and goat feed combined ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n0 , #1 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a certain bus driver is paid a regular rate of $ n0 per hour for any number of hours that does not exceed n2 hours per week . for any overtime hours worked in excess of n2 hours per week , the bus driver is paid a rate that is n3 % higher than his regular rate . if last week the bus driver earned $ n4 in total compensation , how many total hours did he work that week ?	add ( n3 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | subtract ( n4 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , #4 ) | add ( n1 , #5 )
a circle graph shows how the megatech corporation allocates its research and development budget : n0 % microphotonics ; n1 % home electronics ; n2 % food additives ; n3 % genetically modified microorganisms ; n4 % industrial lubricants ; and the remainder for basic astrophysics . if the arc of each sector of the graph is proportional to the percentage of the budget it represents , how many degrees of the circle are used to represent basic astrophysics research ?	add ( n0 , n1 ) | divide ( const_3600 , const_10 ) | add ( n2 , #0 ) | add ( n3 , #2 ) | add ( n4 , #3 ) | subtract ( const_100 , #4 ) | multiply ( #1 , #5 ) | divide ( #6 , const_100 )
a certain telephone company offers two plans , a and b . under plan a , the company charges a total of $ n0 for the first n1 minutes of each call and $ n2 per minute thereafter . under plan b , the company charges $ n3 per minute of each call . what is the duration of a call , in minutes , for which the company charges the same amount under plan a and under plan b ?	multiply ( n1 , n2 ) | subtract ( n3 , n2 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
uba capital recently bought brand new vehicles for office use . uba capital only went for toyota and honda and bought more of toyota than honda at the ratio of n0 : n1 . if n2 % of the toyota bought and n3 % of the honda bought were suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s . how many suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s did uba capital buy in the aforementioned purchase ?	multiply ( n0 , n1 ) | add ( #0 , #0 ) | subtract ( const_100 , #1 )
fox jeans regularly sell for $ n0 a pair and pony jeans regularly sell for $ n1 a pair . during a sale these regular unit prices are discounted at different rates so that a total of $ n2 is saved by purchasing n3 pairs of jeans : n4 pairs of fox jeans and n5 pairs of pony jeans . if the sum of the two discount rates is n6 percent , what is the discount rate on pony jeans ?	divide ( n6 , const_100 ) | multiply ( n1 , n5 ) | multiply ( n0 , n4 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | subtract ( n2 , #3 ) | divide ( #5 , #4 ) | subtract ( #0 , #6 ) | multiply ( #7 , const_100 )
a certain car ' s price decreased by n0 % ( from the original price ) each year from n5 to n8 , during that time the owner of the car invested in a new carburetor and a new audio system for the car , which increased car ' s price by $ n3 , n7 . if the price of the car in n5 was $ n6 , n7 , what is the car ' s price in n8 ?	multiply ( const_10 , const_2 )
jolene entered an n9 - month investment contract that guarantees to pay n1 percent interest at the end of n2 months , another n3 percent interest at the end of n4 months , and n5 percent interest at the end of the n9 month contract . if each interest payment is reinvested in the contract , and jolene invested $ n7 , n8 initially , what will be the total amount of interest paid during the n9 - month contract ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | power ( const_100 , n1 ) | multiply ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , #1 ) | add ( #5 , #6 ) | multiply ( #7 , #2 ) | add ( #8 , #6 )
uba capital recently bought brand new vehicles for office use . uba capital only went for toyota and honda and bought more of toyota than honda at the ratio of n0 : n1 . if n2 % of the toyota bought and n3 % of the honda bought were suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s . how many suv no_ascii_23 no_ascii_28 no_ascii_21 no_ascii_71 no_ascii_8 no_ascii_21 no_ascii_18 no_ascii_28 s did uba capital buy in the aforementioned purchase ?	multiply ( n0 , n1 ) | add ( #0 , #0 ) | subtract ( const_100 , #1 )
jolene entered an n9 - month investment contract that guarantees to pay n1 percent interest at the end of n2 months , another n3 percent interest at the end of n7 months , and n5 percent interest at the end of the n9 month contract . if each interest payment is reinvested in the contract , and jolene invested $ n7 , n8 initially , what will be the total amount of interest paid during the n9 - month contract ?	divide ( n1 , const_100 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | power ( const_100 , const_2 ) | multiply ( #0 , #3 ) | add ( #4 , #3 ) | multiply ( #5 , #1 ) | add ( #5 , #6 ) | multiply ( #7 , #2 ) | add ( #8 , #6 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of the colors in a pair does not matter )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children x and y start playing with the switches . x starts by pressing every third switch till he reaches the end . y , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	multiply ( const_10 , const_4 ) | subtract ( n0 , #0 ) | add ( #1 , const_1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
on her annual road trip to visit her family in seal beach , california , traci stopped to rest after she traveled n2 no_ascii_39 n1 of the total distance and again after she traveled n2 no_ascii_39 n3 of the distance remaining between her first stop and her destination . she then drove the remaining n4 miles and arrived safely at her destination . what was the total distance , in miles , from traci no_ascii_32 s starting point to seal beach ?	multiply ( n4 , const_2 )
a certain club has n1 members , including parry . one of the n1 members is chosen at random to be the president , one of the remaining n2 members is to be chosen at random to be the secretary , and one of the remaining n3 members is to be chosen at random to be the treasurer . what is the probability that parry will be either the member chose to be secretary or the member chose to be treasurer ?	divide ( const_1 , n0 ) | add ( #0 , #0 )
right triangle abc is to be drawn in the xy - plane so that the right angle is at a and ab is parallel to the y - axis . if the x - and y - coordinates of a , b , and c are to be integers that are consistent with the inequalities - n2 no_ascii_76 x no_ascii_76 n1 and n2 no_ascii_76 y no_ascii_76 n3 , then how many different triangles can be drawn that will meet these conditions ?	multiply ( n0 , n3 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , #0 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children a and b start playing with the switches . a starts by pressing every third switch till he reaches the end . b , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | floor ( #1 ) | multiply ( #0 , const_3 ) | divide ( n0 , #4 ) | floor ( #2 ) | add ( #3 , #6 ) | floor ( #5 ) | multiply ( #8 , const_2 ) | subtract ( #7 , #9 )
working at constant rate , pump x pumped out half of the water in a flooded basement in n0 hours . the pump y was started and the two pumps , working independently at their respective constant rates , pumped out rest of the water in n1 hours . how many hours would it have taken pump y , operating alone at its own constant rate , to pump out all of the water that was pumped out of the basement ?	add ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , n0 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent r of thatbeforejuly n4 last year ?	multiply ( n1 , n1 )
of the total amount that rose spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if rose paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 )
danny and steve are running towards each other , each one from his own house . danny can reach steve ' s house in n0 minutes of running , which is half the time it takes steve to reach danny ' s house . if the two started to run at the same time , how much time longer will it take steve to reach the halfway point between their houses than danny to reach the halfway point between their houses ?	divide ( n0 , const_2 )
a bowl contains equal numbers of red , orange , green , blue , and yellow candies . kaz eats all of the green candies and half of the orange ones . next , he eats half of the remaining pieces of each color . finally , he eats red and yellow candies in equal proportions until the total number of remaining candies of all colors equals n0 % of the original number . what percent of the red candies remain ?	add ( const_2 , const_3 ) | divide ( const_100 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | add ( #2 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , const_2 ) | divide ( #6 , #1 ) | multiply ( #7 , const_100 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent e of thatbeforejuly n4 last year ?	multiply ( n1 , n1 )
a trader cheats both his supplier and customer by using faulty weights . when he buys from the supplier , he takes n0 % more than the indicated weight . when he sells to his customer , he gives the customer a weight such that n1 % of that is added to the weight , the weight claimed by the trader is obtained . if he charges the cost price of the weight that he claims , find his profit percentage .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
a shopkeeper cheats both his supplier and customer by using faulty weights . when he buys from the supplier , he takes n0 % more than the indicated weight . when he sells to his customer , he gives the customer a weight such that n1 % of that is added to the weight , the weight claimed by the trader is obtained . if he charges the cost price of the weight that he claims , find his profit percentage .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent t of thatbeforejuly n4 last year ?	multiply ( n1 , n1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n2 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
a certain social security recipient will receive an annual benefit of $ n0 provided he has annual earnings of $ n4 or less , but the benefit will be reduced by $ n2 for every $ n3 of annual earnings over $ n4 . what amount of total annual earnings would result in a n5 percent reduction in the recipient ' s annual social security benefit ? ( assume social security benefits are not counted as part of annual earnings . )	multiply ( const_10 , const_3 ) | subtract ( n5 , #0 ) | divide ( #1 , const_100 ) | multiply ( n0 , #2 ) | multiply ( n3 , #3 ) | add ( n1 , #4 ) | divide ( #5 , #5 ) | multiply ( #6 , const_3600 ) | divide ( #7 , const_10 )
a certain club has n1 members , including jarry . one of the n1 members is chosen at random to be the president , one of the remaining n2 members is to be chosen at random to be the secretary , and one of the remaining n3 members is to be chosen at random to be the treasurer . what is the probability that jarry will be either the member chose to be secretary or the member chose to be treasurer ?	divide ( const_1 , n0 ) | divide ( n2 , n0 ) | divide ( n3 , n2 ) | subtract ( n3 , const_1 ) | divide ( #3 , n3 ) | multiply ( #1 , #2 ) | multiply ( #4 , #5 ) | add ( #0 , #6 ) | subtract ( const_1 , #7 )
on her annual road trip to visit her family in seal beach , california , traci stopped to rest after she traveled n2 no_ascii_39 n1 of the total distance and again after she traveled n2 no_ascii_39 n3 of the distance remaining between her first stop and her destination . she then drove the remaining n4 miles and arrived safely at her destination . what was the total distance , in miles , from traci no_ascii_32 s starting point to seal beach ?	multiply ( n4 , const_2 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children a and b start playing with the switches . a starts by pressing every third switch till he reaches the end . b , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | floor ( #1 ) | multiply ( #0 , const_3 ) | divide ( n0 , #4 ) | floor ( #2 ) | add ( #3 , #6 ) | floor ( #5 ) | multiply ( #8 , const_2 ) | subtract ( #7 , #9 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is four times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is halved by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
a hare and a tortoise have a race along a circle of n0 yards diameter . the tortoise goes in one direction and the hare in the other . the hare starts after the tortoise has covered n3 / n2 of its distance and that too leisurely . the hare and tortoise meet when the hare has covered only n3 / n4 of the distance . by what factor should the hare increase its speed so as to tie the race ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | subtract ( n4 , n1 ) | subtract ( n0 , #0 ) | subtract ( #3 , #1 ) | divide ( #4 , #1 ) | multiply ( #5 , #2 )
the flow of water through a drainage pipe was monitored for a n4 - hour period . in the second hour , the rate of flow was n1 gallons per hour , which was n2 percent faster than the rate of flow for the first hour . if n3 percent more water flowed through the pipe in the third hour than it did in the second , how many gallons of water flowed through the pipe during the entire n4 hours ?	divide ( n0 , const_2 ) | multiply ( n1 , const_0_25 ) | add ( n1 , #1 ) | divide ( n1 , #0 ) | add ( #2 , #3 ) | add ( n1 , #4 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is five times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is quartered by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
danny and steve are running towards each other , each one from his own house . danny can reach steve ' s house in n0 minutes of running , which is half the time it takes steve to reach danny ' s house . if the two started to run at the same time , how much time longer will it take steve to reach the halfway point between their houses than danny to reach the halfway point between their houses ?	divide ( n0 , const_2 )
n0 percent of movie theatres in town x have n1 screens or less . n2 % of those theatres sell an average of more than $ n3 worth of popcorn per showing . n4 percent of all the movie theatres in town x sell $ n7 or less of popcorn per showing . what percent of all the stores on the street have n6 or more screens and sell an average of more than $ n7 worth of popcorn per day ?	divide ( n2 , n7 ) | multiply ( n5 , #0 ) | multiply ( #0 , #1 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children a and b start playing with the switches . a starts by pressing every third switch till he reaches the end . b , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | floor ( #1 ) | multiply ( #0 , const_3 ) | divide ( n0 , #4 ) | floor ( #2 ) | add ( #3 , #6 ) | floor ( #5 ) | multiply ( #8 , const_2 ) | subtract ( #7 , #9 )
if no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 . n0 / n1 no_ascii_21 no_ascii_15 no_ascii_30 n2 * n3 - n4 = ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent w of thatbeforejuly n4 last year ?	multiply ( n1 , n1 )
working at constant rate , pump x pumped out half of the water in a flooded basement in n0 hours . the pump y was started and the two pumps , working independently at their respective constant rates , pumped out rest of the water in n1 hours . how many hours would it have taken pump y , operating alone at its own constant rate , to pump out all of the water that was pumped out of the basement ?	add ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , n0 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 )
if no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 * no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 / no_ascii_21 no_ascii_15 no_ascii_11 , no_ascii_21 no_ascii_15 no_ascii_25 + no_ascii_21 no_ascii_15 no_ascii_11 is called no_ascii_21 no_ascii_15 no_ascii_25 - no_ascii_21 no_ascii_15 no_ascii_11 . n0 / n1 no_ascii_21 no_ascii_15 no_ascii_30 n4 * n3 + n4 = ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , #1 ) | add ( n4 , #2 )
a primitive village follows a strange custom . they have babies only to have a boy . whenever a boy is born in a family , they stop having babies and whenever a girl is born , they have a baby again and again till a boy is born . the probability of having a boy is same as the probability of having a girl . what will be the proportion of boys to girls in the village after some time ?	divide ( const_1 , const_10 ) | add ( #0 , const_1 )
working at constant rate , pump x pumped out half of the water in a flooded basement in n0 hours . the pump y was started and the two pumps , working independently at their respective constant rates , pumped out rest of the water in n1 hours . how many hours would it have taken pump y , operating alone at its own constant rate , to pump out all of the water that was pumped out of the basement ?	add ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , n0 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 )
it is the new year and mandy has made a resolution to lose weight this year . she plans to exercise and do yoga . for exercise she plans to workout at the gym and ride her bicycle in the ratio of n2 : n3 everyday . she will also do yoga in the ratio , yoga : exercise = n2 : n3 . if she does yoga for n4 minutes , how much time will she spend in the gym ?	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
n0 percent of movie theatres in town x have n1 screens or less . n2 % of those theatres sell an average of more than $ n5 worth of popcorn per showing . n4 percent of all the movie theatres in town x sell $ n5 or less of popcorn per showing . what percent of all the stores on the street have n6 or more screens and sell an average of more than $ n7 worth of popcorn per day ?	divide ( n2 , const_100 ) | multiply ( n3 , #0 ) | multiply ( #0 , #1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
right triangle abc is to be drawn in the xy - plane so that the right angle is at a and ab is parallel to the y - axis . if the x - and y - coordinates of a , b , and c are to be integers that are consistent with the inequalities - n0 no_ascii_76 x no_ascii_76 n1 and n2 no_ascii_76 y no_ascii_76 n3 , then how many different triangles can be drawn that will meet these conditions ?	multiply ( n0 , n3 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , #0 )
a bowl contains equal numbers of red , orange , green , blue , and yellow candies . kaz eats all of the green candies and half of the orange ones . next , he eats half of the remaining pieces of each color . finally , he eats red and yellow candies in equal proportions until the total number of remaining candies of all colors equals n0 % of the original number . what percent of the red candies remain ?	add ( const_2 , const_3 ) | divide ( const_100 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , const_2 ) | add ( #2 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , const_2 ) | divide ( #6 , #1 ) | multiply ( #7 , const_100 )
n4 people who work full - time are to work together on a project , but their total time on the project is to be equivalent to that of only one person working full - time . if one of the people is budgeted for n3 / n2 of his time to the project and a second person for n3 / n4 of her time , what part of the third worker ' s time should be budgeted to this project ?	divide ( n1 , n0 ) | divide ( n1 , n2 ) | add ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , const_2 )
working at constant rate , pump x pumped out half of the water in a flooded basement in n0 hours . the pump y was started and the two pumps , working independently at their respective constant rates , pumped out rest of the water in n1 hours . how many hours would it have taken pump y , operating alone at its own constant rate , to pump out all of the water that was pumped out of the basement ?	add ( const_2 , const_3 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , const_2 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
m = { - n0 , - n13 , - n12 , - n11 , - n10 } t = { - n11 , - n10 , - n9 , n8 , n9 , n10 , n11 , n12 , n13 } if an integer is to be randomly selected from set m above and an integer is to be randomly selected from set t above , what is the probability that the product of the two integers will be negative ?	add ( n1 , n2 ) | divide ( n1 , #0 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is five times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is halved by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent q of thatbeforejuly n4 last year ?	multiply ( n1 , n1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n1 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
right triangle abc is to be drawn in the xy - plane so that the right angle is at a and ab is parallel to the y - axis . if the x - and y - coordinates of a , b , and c are to be integers that are consistent with the inequalities - n0 no_ascii_76 x no_ascii_76 n1 and n2 no_ascii_76 y no_ascii_76 n3 , then how many different triangles can be drawn that will meet these conditions ?	multiply ( n0 , n3 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #1 ) | multiply ( #2 , #0 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n1 percent on clothing , n1 percent on food , and n4 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
n0 percent of movie theatres in town x have n1 screens or less . n2 % of those theatres sell an average of more than $ n7 worth of popcorn per showing . n4 percent of all the movie theatres in town x sell $ n7 or less of popcorn per showing . what percent of all the stores on the street have n6 or more screens and sell an average of more than $ n7 worth of popcorn per day ?	divide ( n2 , n7 ) | multiply ( n3 , #0 ) | multiply ( #0 , #1 )
charges made by two companies for the same a / c company xcompany y price $ n0 $ n1 surcharge as a percent of price n2 % n3 % installation charge $ n4 $ n5 the table above shows the various charges made by two companies for the same air conditioner . what is the total amount that can be saved on the purchase and installation of the air conditioner by dealing with the company that offers the lower total charge ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 ) | add ( n1 , #3 ) | add ( n4 , #4 ) | add ( n5 , #5 ) | subtract ( #6 , #7 )
in a clothing store , there are n0 different colored neckties ( orange , yellow , green , blue , and indigo ) and n1 different colored shirts ( orange , yellow , green , blue , and indigo ) that must be packed into boxes for gifts . if each box can only fit one necktie and one shirt , what is the probability that all of the boxes will contain a necktie and a shirt of the same color ?	multiply ( n0 , n1 ) | multiply ( #0 , const_4 ) | divide ( const_1 , #1 )
a trader cheats both his supplier and customer by using faulty weights . when he buys from the supplier , he takes n0 % more than the indicated weight . when he sells to his customer , he gives the customer a weight such that n1 % of that is added to the weight , the weight claimed by the trader is obtained . if he charges the cost price of the weight that he claims , find his profit percentage .	add ( n0 , const_100 ) | add ( n1 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #0 , #2 ) | subtract ( #3 , const_100 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is four times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is quartered by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children a and b start playing with the switches . a starts by pressing every third switch till he reaches the end . b , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | floor ( #1 ) | multiply ( #0 , const_3 ) | divide ( n0 , #4 ) | floor ( #2 ) | add ( #3 , #6 ) | floor ( #5 ) | multiply ( #8 , const_2 ) | subtract ( #7 , #9 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is three times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is halved by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
there are n0 lights which are functional and each is controlled by a separate on / off switch . two children a and b start playing with the switches . a starts by pressing every third switch till he reaches the end . b , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( n0 , #0 ) | floor ( #1 ) | multiply ( #0 , const_3 ) | divide ( n0 , #4 ) | floor ( #2 ) | add ( #3 , #6 ) | floor ( #5 ) | multiply ( #8 , const_2 ) | subtract ( #7 , #9 )
a car left town a towards town b driving at a speed of v = n0 km / hr . after n1 hours on the road the driver stopped for n2 min in town c . because of a closed road he had to change his route , making the trip n3 km longer . he increased his speed to v = n4 km / hr but still he was n5 min late . find the distance the car has covered .	divide ( n4 , const_2 ) | multiply ( n0 , const_3 ) | add ( #0 , #1 )
a bottle contains a certain solution . in the bottled solution , the ratio of water to soap is n0 : n1 , and the ratio of soap to salt is four times this ratio . the solution is poured into an open container , and after some time , the ratio of water to soap in the open container is halved by water evaporation . at that time , what is the ratio of water to salt in the solution ?	multiply ( n0 , const_2.0 ) | multiply ( n1 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #1 ) | divide ( #2 , #3 )
n0 percent of movie theatres in town x have n1 screens or less . n2 % of those theatres sell an average of more than $ n7 worth of popcorn per showing . n4 percent of all the movie theatres in town x sell $ n7 or less of popcorn per showing . what percent of all the stores on the street have n6 or more screens and sell an average of more than $ n7 worth of popcorn per day ?	divide ( n2 , n7 ) | multiply ( n3 , #0 ) | multiply ( #0 , #1 )
jerry and michelle play a card game . in the beginning of the game they have an equal number of cards . each player , at her turn , gives the other a third of her cards . michelle plays first , giving jerry a third of her cards . jerry plays next , and michelle follows . then the game ends . jerry ended up with n0 more cards than michelle . how many cards did each player have originally ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 )
n0 percent of movie theatres in town x have n1 screens or less . n2 % of those theatres sell an average of more than $ n7 worth of popcorn per showing . n4 percent of all the movie theatres in town x sell $ n7 or less of popcorn per showing . what percent of all the stores on the street have n6 or more screens and sell an average of more than $ n7 worth of popcorn per day ?	divide ( n2 , const_100 ) | multiply ( n3 , #0 ) | multiply ( #0 , #1 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n0 percent on clothing , n2 percent on food , and n2 percent on other items . if jill paid a n3 percent tax on the clothing , no tax on the food , and an n4 percent tax on all other items , then the total tax that she paid was what percent of the total amount that she spent , excluding taxes ?	divide ( n3 , const_100 ) | divide ( n4 , const_100 ) | multiply ( n0 , #0 ) | multiply ( n2 , #1 ) | add ( #2 , #3 ) | divide ( #4 , const_100 ) | multiply ( #5 , const_100 )
working at constant rate , pump x pumped out half of the water in a flooded basement in n1 hours . the pump y was started and the two pumps , working independently at their respective constant rates , pumped out rest of the water in n1 hours . how many hours would it have taken pump y , operating alone at its own constant rate , to pump out all of the water that was pumped out of the basement ?	add ( n0 , n1 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 ) | add ( #3 , const_1 ) | add ( #4 , const_1 ) | add ( #5 , n0 ) | add ( #6 , const_1 ) | add ( #7 , const_1 ) | add ( #8 , const_1 ) | add ( #9 , const_1 ) | add ( #10 , const_1 ) | add ( #11 , const_1 )
danny and steve are running towards each other , each one from his own house . danny can reach steve ' s house in n0 minutes of running , which is half the time it takes steve to reach danny ' s house . if the two started to run at the same time , how much time longer will it take steve to reach the halfway point between their houses than danny to reach the halfway point between their houses ?	divide ( n0 , const_2 )
a company that ships boxes to a total of n0 distribution centers uses color coding to identify each center . if either a single color or a pair of two different colors is chosen to represent each center and if each center is uniquely represented by that choice of one or two colors , what is the minimum number of colors needed for the coding ? ( assume that the order of the colors in a pair does not matter . )	divide ( n0 , const_2 ) | factorial ( const_3 ) | factorial ( const_2 ) | multiply ( #1 , #2 ) | subtract ( #0 , const_1 ) | factorial ( #4 ) | divide ( #5 , #3 ) | subtract ( #6 , #4 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time require for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stoke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	subtract ( n3 , const_1 ) | subtract ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n0 , #1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
in arun ' s opinion , his weight is greater than n0 kg but leas than n1 kg . his brother does not agree with arun and he thinks that arun ' s weight is greater than n2 kg but less than n3 kg . his mother ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of diferent probable weights of arun ?	add ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #1 , const_2 )
in a certain diving competition , n0 judges score each dive on a scale from n1 to n2 . the point value of the dive is obtained by dropping the highest score and the lowest score and multiplying the sum of the remaining scores by the degree of difficulty . if a dive with a degree of difficulty of n3 received scores of n4 , n5 , n6 , n7 , and n8 , what was the point value of the dive ?	add ( n4 , n5 ) | add ( n8 , #0 ) | multiply ( n3 , #1 )
in a certain diving competition , n0 judges score each dive on a scale from n1 to n2 . the point value of the dive is obtained by dropping the highest score and the lowest score and multiplying the sum of the remaining scores by the degree of difficulty . if a dive with a degree of difficulty of n3 received scores of n4 , n5 , n6 , n7 , and n8 , what was the point value of the dive ?	add ( n4 , n5 ) | add ( n8 , #0 ) | multiply ( n3 , #1 )
a tank is filled to one quarter of its capacity with a mixture consisting of water and sodium chloride . the proportion of sodium chloride in the tank is n0 % by volume and the capacity of the tank is n1 gallons . if the water evaporates from the tank at the rate of n2 gallons per hour , and the amount of sodium chloride stays the same , what will be the concentration of water in the mixture in n3 hours ?	multiply ( n2 , n3 ) | subtract ( const_100 , n0 ) | multiply ( n3 , #1 ) | subtract ( n3 , #0 ) | divide ( #2 , const_100 ) | subtract ( #4 , #0 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
in arun ' s opinion , his weight is greater than n0 kg but leas than n1 kg . his brother does not agree with arun and he thinks that arun ' s weight is greater than n2 kg but less than n3 kg . his mother ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of diferent probable weights of arun ?	add ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #1 , const_2 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of n0 throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if john plays this game against n1 other players , what is the probability of the minimum score that will guarantee john some monetary payoff ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 ) | power ( #1 , n0 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of three throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if jim plays this game against n0 other players , what is the probability of the minimum score that will guarantee jim some monetary payoff ?	divide ( n0 , const_3 ) | subtract ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( const_1 , #2 )
in a certain game , a large bag is filled with blue , green , purple and red chips worth n0 , n1 , x and n2 points each , respectively . the purple chips are worth more than the green chips , but less than the red chips . a certain number of chips are then selected from the bag . if the product of the point values of the selected chips is n3 , how many purple chips were selected ?	subtract ( n1 , const_2 )
a tank is filled to one quarter of its capacity with a mixture consisting of water and sodium chloride . the proportion of sodium chloride in the tank is n0 % by volume and the capacity of the tank is n1 gallons . if the water evaporates from the tank at the rate of n2 gallons per hour , and the amount of sodium chloride stays the same , what will be the concentration of water in the mixture in n3 hours ?	multiply ( n2 , n3 ) | subtract ( const_100 , n0 ) | multiply ( n3 , #1 ) | subtract ( n3 , #0 ) | divide ( #2 , const_100 ) | subtract ( #4 , #0 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
if the price of a certain bond on may n9 st was n9 / n2 the price of the bond on june n9 st and the price of the bond on july n9 st was n5 % greater than the price of the bond on may n9 st . then the price of the bond on june n9 st st was what percent of the average ( arithmetic mean ) price of the bond on may n9 st and july n9 st ?	add ( const_0_33 , const_100 ) | multiply ( n5 , const_0_33 ) | add ( #0 , #1 )
in a certain diving competition , n0 judges score each dive on a scale from n1 to n2 . the point value of the dive is obtained by dropping the highest score and the lowest score and multiplying the sum of the remaining scores by the degree of difficulty . if a dive with a degree of difficulty of n3 received scores of n4 , n5 , n6 , n7 , and n8 , what was the point value of the dive ?	add ( n4 , n5 ) | add ( n8 , #0 ) | multiply ( n3 , #1 )
if the price of a certain bond on may n9 st was n1 / n2 the price of the bond on june n9 st and the price of the bond on july n9 st was n5 % greater than the price of the bond on may n9 st . then the price of the bond on june n9 st st was what percent of the average ( arithmetic mean ) price of the bond on may n9 st and july n9 st ?	add ( const_0_33 , const_100 ) | multiply ( n5 , const_0_33 ) | add ( #0 , #1 )
tough and tricky questions : word problems . a salesman ' s income consists of commission and base salary . his weekly income totals over the past n0 weeks have been $ n1 , $ n2 , $ n3 , $ n4 , $ n5 , $ n6 , $ n7 . what must his average ( arithmetic mean ) income over the next two weeks be to decrease his average weekly income to $ n8 over the n9 - week period ?	add ( n1 , n2 ) | multiply ( n8 , n9 ) | add ( n3 , #0 ) | add ( n4 , #2 ) | add ( n5 , #3 ) | add ( n6 , #4 ) | add ( n7 , #5 ) | subtract ( #1 , #6 ) | divide ( #7 , const_2 )
at an international conference , no_ascii_30 red no_ascii_79 world countries and no_ascii_30 blue no_ascii_79 world countries are the only participants . the ratio of no_ascii_30 red no_ascii_79 world participants to no_ascii_30 blue no_ascii_79 world participants is n0 : n1 . if one - third of no_ascii_30 red no_ascii_79 world participants are left - handed and two - thirds of no_ascii_30 blue no_ascii_79 world participants are left - handed , then what is the fraction of the participants who are left - handed ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | multiply ( n0 , const_0_33 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #0 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time required for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stroke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	add ( const_1 , const_4 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
in arun ' s opinion , his weight is greater than n0 kg but leas than n1 kg . his brother does not agree with arun and he thinks that arun ' s weight is greater than n2 kg but less than n3 kg . his mother ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of diferent probable weights of arun ?	add ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #1 , const_2 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of two throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if john plays this game against n0 other players , what is the probability of the minimum score that will guarantee john some monetary payoff ?	divide ( n0 , const_3 ) | subtract ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( const_1 , #2 )
at an international conference , no_ascii_30 red no_ascii_79 world countries and no_ascii_30 blue no_ascii_79 world countries are the only participants . the ratio of no_ascii_30 red no_ascii_79 world participants to no_ascii_30 blue no_ascii_79 world participants is n1 : n1 . if one - third of no_ascii_30 red no_ascii_79 world participants are left - handed and two - thirds of no_ascii_30 blue no_ascii_79 world participants are left - handed , then what is the fraction of the participants who are left - handed ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | multiply ( n0 , const_0_33 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #0 )
if the price of a certain bond on may n9 st was n9 / n2 the price of the bond on june n9 st and the price of the bond on july n9 st was n5 % greater than the price of the bond on may n9 st . then the price of the bond on june n9 st st was what percent of the average ( arithmetic mean ) price of the bond on may n9 st and july n9 st ?	add ( const_0_33 , const_100 ) | multiply ( n5 , const_0_33 ) | add ( #0 , #1 )
at an international conference , no_ascii_30 red no_ascii_79 world countries and no_ascii_30 blue no_ascii_79 world countries are the only participants . the ratio of no_ascii_30 red no_ascii_79 world participants to no_ascii_30 blue no_ascii_79 world participants is n0 : n1 . if one - third of no_ascii_30 red no_ascii_79 world participants are left - handed and two - thirds of no_ascii_30 blue no_ascii_79 world participants are left - handed , then what is the fraction of the participants who are left - handed ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | multiply ( n0 , const_0_33 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #0 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time require for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stoke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	subtract ( n3 , const_1 ) | subtract ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n0 , #1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
in arun ' s opinion , his weight is greater than n0 kg but leas than n1 kg . his brother does not agree with arun and he thinks that arun ' s weight is greater than n2 kg but less than n3 kg . his mother ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of diferent probable weights of arun ?	add ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #1 , const_2 )
in a certain game , a large bag is filled with blue , green , purple and red chips worth n0 , n1 , x and n2 points each , respectively . the purple chips are worth more than the green chips , but less than the red chips . a certain number of chips are then selected from the bag . if the product of the point values of the selected chips is n3 , how many purple chips were selected ?	subtract ( n1 , const_2 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time required for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stroke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	add ( const_1 , const_4 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
in a certain game , a large bag is filled with blue , green , purple and red chips worth n0 , n1 , x and n2 points each , respectively . the purple chips are worth more than the green chips , but less than the red chips . a certain number of chips are then selected from the bag . if the product of the point values of the selected chips is n3 , how many purple chips were selected ?	subtract ( n1 , const_2 )
if the price of a certain bond on may n9 st was n1 / n2 the price of the bond on june n9 st and the price of the bond on july n9 st was n5 % greater than the price of the bond on may n9 st . then the price of the bond on june n9 st st was what percent of the average ( arithmetic mean ) price of the bond on may n9 st and july n9 st ?	add ( const_0_33 , const_100 ) | multiply ( n5 , const_0_33 ) | add ( #0 , #1 )
in a certain diving competition , n0 judges score each dive on a scale from n1 to n2 . the point value of the dive is obtained by dropping the highest score and the lowest score and multiplying the sum of the remaining scores by the degree of difficulty . if a dive with a degree of difficulty of n3 received scores of n4 , n5 , n6 , n7 , and n8 , what was the point value of the dive ?	add ( n4 , n5 ) | add ( n8 , #0 ) | multiply ( n3 , #1 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of three throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if john plays this game against n0 other players , what is the probability of the minimum score that will guarantee john some monetary payoff ?	divide ( n0 , const_3 ) | subtract ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( const_1 , #2 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time require for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stoke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	subtract ( n3 , const_1 ) | subtract ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n0 , #1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
in arun ' s opinion , his weight is greater than n0 kg but leas than n1 kg . his brother does not agree with arun and he thinks that arun ' s weight is greater than n2 kg but less than n3 kg . his mother ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of diferent probable weights of arun ?	add ( n0 , const_1 ) | add ( n4 , #0 ) | divide ( #1 , const_2 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of four throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if jim plays this game against n0 other players , what is the probability of the minimum score that will guarantee jim some monetary payoff ?	divide ( n0 , const_3 ) | subtract ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( const_1 , #2 )
in a certain game of dice , the player no_ascii_32 s score is determined as a sum of two throws of a single die . the player with the highest score wins the round . if more than one player has the highest score , the winnings of the round are divided equally among these players . if jim plays this game against n0 other players , what is the probability of the minimum score that will guarantee jim some monetary payoff ?	divide ( n0 , const_3 ) | subtract ( #0 , const_1 ) | power ( #1 , const_2 ) | divide ( const_1 , #2 )
at an international conference , no_ascii_30 red no_ascii_79 world countries and no_ascii_30 blue no_ascii_79 world countries are the only participants . the ratio of no_ascii_30 red no_ascii_79 world participants to no_ascii_30 blue no_ascii_79 world participants is n0 : n1 . if one - third of no_ascii_30 red no_ascii_79 world participants are left - handed and two - thirds of no_ascii_30 blue no_ascii_79 world participants are left - handed , then what is the fraction of the participants who are left - handed ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | multiply ( n0 , const_0_33 ) | multiply ( n1 , #1 ) | add ( #2 , #3 ) | divide ( #4 , #0 )
if the price of a certain bond on may n9 st was n1 / n2 the price of the bond on june n9 st and the price of the bond on july n9 st was n5 % greater than the price of the bond on may n9 st . then the price of the bond on june n9 st st was what percent of the average ( arithmetic mean ) price of the bond on may n9 st and july n9 st ?	add ( const_0_33 , const_100 ) | multiply ( n5 , const_0_33 ) | add ( #0 , #1 )
in a certain game , a large bag is filled with blue , green , purple and red chips worth n0 , n1 , x and n2 points each , respectively . the purple chips are worth more than the green chips , but less than the red chips . a certain number of chips are then selected from the bag . if the product of the point values of the selected chips is n3 , how many purple chips were selected ?	subtract ( n1 , const_2 )
in karthik ' s opinion , his weight is greater than n0 kg but less than n1 kg . his brother does not agree with karthik and he thinks that karthik ' s weight is greater than n2 kg but less than n3 kg . his father ' s view is that his weight can not be greater than n4 kg . if all of them are correct in their estimation , what is the average of different probable weights of karthik ?	add ( n0 , n4 ) | divide ( #0 , const_2 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time require for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stoke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	subtract ( n3 , const_1 ) | subtract ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n0 , #1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time required for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stroke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	add ( const_1 , const_4 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time required for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stroke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	add ( const_1 , const_4 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
in a certain diving competition , n0 judges score each dive on a scale from n1 to n2 . the point value of the dive is obtained by dropping the highest score and the lowest score and multiplying the sum of the remaining scores by the degree of difficulty . if a dive with a degree of difficulty of n3 received scores of n4 , n5 , n6 , n7 , and n8 , what was the point value of the dive ?	add ( n4 , n5 ) | add ( n8 , #0 ) | multiply ( n3 , #1 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time require for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stoke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	subtract ( n3 , const_1 ) | subtract ( n0 , const_1 ) | add ( n3 , #0 ) | add ( n0 , #1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
on july n4 of last year , total employees at company e was decreased by n2 percent . without any change in the salaries of the remaining employees , the average ( arithmetic mean ) employee salary was n2 percent more after the decrease in the number of employees than before the decrease . the total of the combined salaries of all the employees at company e after july n4 last year was what percent of that before july n4 last year ?	multiply ( n1 , n1 )
each employee of company x is a member of precisely n0 of n1 shifts of employees . among the n2 members of the first shift , n3 percent participate in the pension program ; among the n4 members of the second shift , n6 percent participate in the pension program ; and among the n6 members of the third shift , n7 percent participate in the pension program . what percent of the workers at company x participate in the pension program ?	add ( n2 , n4 ) | divide ( n3 , const_100 ) | divide ( n5 , const_100 ) | divide ( n7 , const_100 ) | add ( n5 , #0 ) | multiply ( n2 , #1 ) | multiply ( n4 , #2 ) | multiply ( n5 , #3 ) | add ( #5 , #6 ) | add ( #8 , #7 ) | divide ( #9 , #4 ) | multiply ( #10 , const_100 )
a certain clock marks every hour by striking a number of times equal to the hour , and the time required for a stroke is exactly equal to the time interval between strokes . at n0 : n4 the time lapse between the beginning of the first stroke and the end of the last stroke is n2 seconds . at n3 : n4 , how many seconds elapse between the beginning of the first stroke and the end of the last stroke ?	add ( const_1 , const_4 ) | add ( n0 , #0 ) | add ( n3 , #1 ) | divide ( n2 , #1 ) | multiply ( #2 , #3 )
a tank is filled to one quarter of its capacity with a mixture consisting of water and sodium chloride . the proportion of sodium chloride in the tank is n0 % by volume and the capacity of the tank is n1 gallons . if the water evaporates from the tank at the rate of n2 gallons per hour , and the amount of sodium chloride stays the same , what will be the concentration of water in the mixture in n3 hours ?	multiply ( n2 , n3 ) | subtract ( const_100 , n0 ) | multiply ( n3 , #1 ) | subtract ( n3 , #0 ) | divide ( #2 , const_100 ) | subtract ( #4 , #0 ) | divide ( #5 , #3 ) | multiply ( #6 , const_100 )
n2 of the scientists that attended a certain workshop were wolf prize laureates , and n1 of these n2 were also nobel prize laureates . of the scientists that attended that workshop and had not received the wolf prize , the number of scientists that had received the nobel prize was n3 greater than the number of scientists that had not received the nobel prize . if n4 of the scientists attended that workshop , how many of them were nobel prize laureates ?	subtract ( n4 , n0 ) | subtract ( #0 , n3 ) | divide ( #1 , const_2 ) | add ( n3 , #2 ) | add ( n1 , #3 )
at the beginning of the year , the ratio of boys to girls in high school x was n0 to n3 . during the year , n2 boys and twice as many girls transferred to another high school , while no new students joined high school x . if , at the end of the year , the ratio of boys to girls was n3 to n4 , how many boys were there in high school x at the beginning of the year ?	multiply ( n1 , n2 ) | multiply ( n0 , #0 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
for each n5 - month period during a light bulb ' s life span , the odds of it not burning out from over - use are half what they were in the previous n5 - month period . if the odds of a light bulb burning out during the first n5 - month period following its purchase are n3 / n4 , what are the odds of it burning out during the period from n5 months to n6 year following its purchase ?	divide ( n3 , n4 ) | subtract ( n6 , #0 ) | divide ( #1 , n3 ) | subtract ( n6 , #2 ) | multiply ( #1 , #3 )
for each n5 - month period during a light bulb ' s life span , the odds of it not burning out from over - use are half what they were in the previous n5 - month period . if the odds of a light bulb burning out during the first n5 - month period following its purchase are n6 / n4 , what are the odds of it burning out during the period from n5 months to n6 year following its purchase ?	divide ( n3 , n4 ) | subtract ( n6 , #0 ) | divide ( #1 , const_2.0 ) | subtract ( n6 , #2 ) | multiply ( #1 , #3 )
we have boxes colored either red or blue . in each blue box there is a fixed number of blueberries . in each red box there is a fixed number of strawberries . if we dispose of one blue box for one additional red box , the total number of berries would increase by n0 , and the difference between the total number of strawberries and the total number of blueberries would increase by n1 . each blue box contains how many blueberries ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
for each n5 - month period during a light bulb ' s life span , the odds of it not burning out from over - use are half what they were in the previous n5 - month period . if the odds of a light bulb burning out during the first n5 - month period following its purchase are n6 / n4 , what are the odds of it burning out during the period from n5 months to n6 year following its purchase ?	divide ( n3 , n4 ) | subtract ( n6 , #0 ) | divide ( #1 , const_2.0 ) | subtract ( n6 , #2 ) | multiply ( #1 , #3 )
a hiker walked for n2 days . she walked n1 miles on the first day , walking n2 miles per hour . on the second day she walked for one less hour but she walked one mile per hour , faster than on the first day . on the third day she walked the same number of hours as on the first day at n3 mile faster than n4 nd day for same hours . how many miles in total did she walk ?	add ( n0 , const_1 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #3 ) | add ( n1 , #4 ) | add ( #5 , #2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a hiker walked for n2 days . she walked n1 miles on the first day , walking n2 miles per hour . on the second day she walked for one less hour but she walked one mile per hour , faster than on the first day . on the third day she walked the same number of hours as on the first day , but at the same speed as on the second day . how many miles in total did she walk ?	add ( n0 , const_1 ) | divide ( n1 , n0 ) | multiply ( #0 , #1 ) | subtract ( #1 , const_1 ) | multiply ( #0 , #3 ) | add ( n1 , #4 ) | add ( #5 , #2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a certain clock rings two notes at quarter past the hour , n0 notes at half past , and n1 notes at n2 - quarters past . on the hour , it rings n3 notes plus an additional number of notes equal to whatever hour it is . how many notes will the clock ring from n8 : n11 p . m . through n10 : n11 p . m . , including the rings at n8 : n11 and n10 : n11 ?	add ( n3 , n4 ) | add ( n4 , #0 ) | add ( #0 , #1 ) | add ( n4 , #1 ) | add ( #2 , #3 ) | add ( n4 , #3 ) | add ( #4 , #5 ) | add ( n4 , #5 ) | add ( #5 , #5 ) | add ( #6 , #7 ) | add ( #8 , #5 ) | add ( #10 , #5 ) | add ( #9 , #11 )
n2 of the scientists that attended a certain workshop were wolf prize laureates , and n1 of these n2 were also nobel prize laureates . of the scientists that attended that workshop and had not received the wolf prize , the number of scientists that had received the nobel prize was n3 greater than the number of scientists that had not received the nobel prize . if n4 of the scientists attended that workshop , how many of them were nobel prize laureates ?	subtract ( n4 , n0 ) | subtract ( #0 , n3 ) | divide ( #1 , const_2 ) | add ( n3 , #2 ) | add ( n1 , #3 )
amount of bacteria present time amount n0 : n10 p . m . n2 grams n9 : n10 p . m . x grams n5 : n10 p . m . n7 grams data for a certain biology experiment are given in the table above . if the amount of bacteria present increased by the same fraction during each of the two n8 - hour periods shown , how many grams of bacteria were present at n9 : n10 p . m . ?	multiply ( n2 , n7 ) | sqrt ( #0 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
for each n5 - month period during a light bulb ' s life span , the odds of it not burning out from over - use are half what they were in the previous n5 - month period . if the odds of a light bulb burning out during the first n5 - month period following its purchase are n6 / n4 , what are the odds of it burning out during the period from n5 months to n6 year following its purchase ?	divide ( n3 , n4 ) | subtract ( n6 , #0 ) | divide ( #1 , const_2.0 ) | subtract ( n6 , #2 ) | multiply ( #1 , #3 )
when the oil from a circular cylinder leaked , the formula for the speed of the leak is v = kh ^ n0 , where h was the height of the remaining oil and k was constant . if the height of the cylinder is n1 , the speed of the leak is v no_ascii_21 no_ascii_15 no_ascii_38 , when the height of the oil remaining is n2 , what was the speed of the leak , in terms of v no_ascii_21 no_ascii_15 no_ascii_38 ?	power ( n2 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , #1 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
n2 of the scientists that attended a certain workshop were wolf prize laureates , and n1 of these n2 were also nobel prize laureates . of the scientists that attended that workshop and had not received the wolf prize , the number of scientists that had received the nobel prize was n3 greater than the number of scientists that had not received the nobel prize . if n4 of the scientists attended that workshop , how many of them were nobel prize laureates ?	subtract ( n4 , n0 ) | subtract ( #0 , n3 ) | divide ( #1 , const_2 ) | add ( n3 , #2 ) | add ( n1 , #3 )
n2 of the scientists that attended a certain workshop were wolf prize laureates , and n1 of these n2 were also nobel prize laureates . of the scientists that attended that workshop and had not received the wolf prize , the number of scientists that had received the nobel prize was n3 greater than the number of scientists that had not received the nobel prize . if n4 of the scientists attended that workshop , how many of them were nobel prize laureates ?	subtract ( n4 , n0 ) | subtract ( #0 , n3 ) | divide ( #1 , const_2 ) | add ( n3 , #2 ) | add ( n1 , #3 )
a contractor undertook to make n0 km of roadway in n7 weeks . in n2 weeks , n8 km was complete by n4 men working n5 hours a day . the men then agreed to work n6 hour a day overtime , and some boys were engaged to assist them , the work was finished in the stipulated time ( n7 weeks ) . how many boys were employed , if the work of n8 boys is equal to that of n9 men ?	add ( n5 , n6 ) | divide ( n3 , n2 ) | divide ( n9 , n3 ) | subtract ( n1 , n2 ) | divide ( #1 , n4 ) | divide ( #4 , n5 ) | multiply ( #0 , #5 ) | multiply ( #6 , #3 ) | multiply ( #2 , #6 ) | multiply ( n4 , #7 ) | multiply ( #8 , #3 ) | add ( n3 , #9 ) | subtract ( n0 , #11 ) | divide ( #12 , #10 )
we have boxes colored either red or blue . in each blue box there is a fixed number of blueberries . in each red box there is a fixed number of strawberries . if we dispose of one blue box for one additional red box , the total number of berries would increase by n0 , and the difference between the total number of strawberries and the total number of blueberries would increase by n1 . each blue box contains how many blueberries ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
we have boxes colored either red or blue . in each blue box there is a fixed number of blueberries . in each red box there is a fixed number of strawberries . if we dispose of one blue box for one additional red box , the total number of berries would increase by n0 , and the difference between the total number of strawberries and the total number of blueberries would increase by n1 . each blue box contains how many blueberries ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
we have boxes colored either red or blue . in each blue box there is a fixed number of blueberries . in each red box there is a fixed number of strawberries . if we dispose of one blue box for one additional red box , the total number of berries would increase by n0 , and the difference between the total number of strawberries and the total number of blueberries would increase by n1 . each blue box contains how many blueberries ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
for each n5 - month period during a light bulb ' s life span , the odds of it not burning out from over - use are half what they were in the previous n5 - month period . if the odds of a light bulb burning out during the first n5 - month period following its purchase are n6 / n4 , what are the odds of it burning out during the period from n5 months to n6 year following its purchase ?	divide ( const_2.0 , const_3.0 ) | subtract ( n6 , #0 ) | divide ( #1 , n3 ) | subtract ( n6 , #2 ) | multiply ( #1 , #3 )
we have boxes colored either red or blue . in each blue box there is a fixed number of blueberries . in each red box there is a fixed number of strawberries . if we dispose of one blue box for one additional red box , the total number of berries would increase by n0 , and the difference between the total number of strawberries and the total number of blueberries would increase by n1 . each blue box contains how many blueberries ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
a particular library has n0 books in a special collection , all of which were in the library at the beginning of the month . these book are occasionally loaned out through an inter - library program . if , by the end of the month , n1 percent of books that were loaned out are returned and there are n2 books in the special collection at that time , how many books of the special collection were loaned out during that month ?	divide ( n1 , const_100 ) | subtract ( n0 , n2 ) | subtract ( const_1 , #0 ) | divide ( #1 , #2 )
one week , a certain truck rental lot had a total of n0 trucks , all of which were on the lot monday morning . if n1 % of the trucks that were rented out during the week were returned to the lot on or before saturday morning of that week , and if there were at least n2 trucks on the lot that saturday morning , what is the greatest number of different trucks that could have been rented out during the week ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
in a certain game , a large bag is filled with blue , green , purple and red chips worth n0 , n1 , x and n3 points each , respectively . the purple chips are worth more than the green chips , but less than the red chips . a certain number of chips are then selected from the bag . if the product of the point values of the selected chips is n3 , n4 , how many purple chips were selected ?	subtract ( n1 , const_2 )
manoj borrowed rs . n0 from anwar at n1 % p . a . simple interest for n2 years . he then added some more money to the borrowed sum and lent it to ramu for the same time at n3 % p . a . simple interest . if manoj gains rs . n4 by way of interest on the borrowed sum as well as his own amount from the whole transaction , then what is the sum lent by him to ramu ?	divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , const_3 ) | multiply ( #1 , const_3 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | subtract ( #4 , #5 ) | subtract ( n4 , #6 ) | divide ( #7 , #2 ) | add ( n0 , #8 )
o mow a grass field a team of mowers planned to cover n0 hectares a day . after n1 working days they increased the daily productivity by n4 no_ascii_62 n5 % n4 no_ascii_62 n5 % , and finished the work n6 day earlier than it was planned . a ) what is the area of the grass field ? b ) how many days did it take to mow the whole field ? c ) how many days were scheduled initially for this job ?	add ( n1 , n6 ) | divide ( n0 , const_3 ) | multiply ( n0 , n1 ) | add ( n0 , #1 ) | multiply ( #3 , #0 ) | subtract ( #3 , n0 ) | subtract ( #4 , #2 ) | divide ( #6 , #5 ) | multiply ( n0 , #7 ) | reminder ( #8 , const_100 )
in a certain egg - processing plant , every egg must be inspected , and is either accepted for processing or rejected . for every n0 eggs accepted for processing , n1 eggs are rejected . if , on a particular day , n2 additional eggs were accepted , but the overall number of eggs inspected remained the same , the ratio of those accepted to those rejected would be n3 to n4 . how many r eggs does the plant process per day ?	subtract ( n3 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
right now , al and eliot have bank accounts , and al has more money than eliot . the difference between their two accounts is n0 / n1 of the sum of their two accounts . if al no_ascii_32 s account were to increase by n2 % and eliot no_ascii_32 s account were to increase by n3 % , then al would have exactly $ n4 more than eliot in his account . how much money does eliot have in his account right now ?	add ( n0 , n1 ) | add ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( #0 , const_10 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
q - n0 ) of the n1 parents who attended a meeting at a school , n2 volunteered to supervise children during the school picnic and n3 volunteered both to supervise children during the picnic and to bring refreshments to the picnic . if the number of parents who volunteered to bring refreshments was n4 times the number of parents who neither volunteered to supervise children during the picnic nor volunteered to bring refreshments , how many of the parents volunteered to bring refreshments ?	add ( n4 , const_1 ) | subtract ( n1 , n2 ) | multiply ( n4 , #1 ) | subtract ( #2 , n3 ) | divide ( #3 , #0 ) | add ( n3 , #4 )
keats library purchases a number of new books , all in the category of biography , and the library does not acquire any other books . with the addition of the new biographies , the biography collection of the library amounts to n0 % of the total number of books in the library . if prior to the purchase , only n1 % of the books in keats library were biographies , by what percent has the number of biographies in the library increased ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , n1 ) | multiply ( #5 , const_100 )
in a certain egg - processing plant , every egg must be inspected , and is either accepted for processing or rejected . for every n0 eggs accepted for processing , n1 eggs are rejected . if , on a particular day , n2 additional eggs were accepted , but the overall number of eggs inspected remained the same , the ratio of those accepted to those rejected would be n3 to n4 . how many w eggs does the plant process per day ?	subtract ( n3 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 )
wink , inc . follows a certain procedure that requires two tasks to be finished independently in order for a job to be done . on any given day , there is a n0 / n1 probability that task n6 will be completed on time , and a n6 / n4 probability that task n7 will be completed on time . on a certain day , what is the probability that task n6 will be completed on time , but task n7 will not ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n3 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
keats library purchases a number of new books , all in the category of biography , and the library does not acquire any other books . with the addition of the new biographies , the biography collection of the library amounts to n0 % of the total number of books in the library . if prior to the purchase , only n1 % of the books in keats library were biographies , by what percent has the number of biographies in the library increased ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , n1 ) | multiply ( #5 , const_100 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
one week , a certain truck rental lot had a total of n0 trucks , all of which were on the lot monday morning . if n1 % of the trucks that were rented out during the week were returned to the lot on or before saturday morning of that week , and if there were at least n2 trucks on the lot that saturday morning , what is the greatest number of different trucks that could have been rented out during the week ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
in a certain egg - processing plant , every egg must be inspected , and is either accepted for processing or rejected . for every n0 eggs accepted for processing , n1 eggs are rejected . if , on a particular day , n2 additional eggs were accepted , but the overall number of eggs inspected remained the same , the ratio of those accepted to those rejected would be n3 to n4 . how many q eggs does the plant process per day ?	subtract ( n3 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 )
right now , al and eliot have bank accounts , and al has more money than eliot . the difference between their two accounts is n0 / n2 of the sum of their two accounts . if al no_ascii_32 s account were to increase by n2 % and eliot no_ascii_32 s account were to increase by n3 % , then al would have exactly $ n4 more than eliot in his account . how much money does eliot have in his account right now ?	add ( n0 , n1 ) | add ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
m = { - n0 , - n6 , - n7 , - n8 , - n13 , - n12 } t = { - n6 , - n7 , - n8 , - n13 , - n12 , n11 , n12 , n13 } if an integer is to be randomly selected from set m above and an integer is to be randomly selected from set t above , what is the probability that the product of the two integers will be negative ?	multiply ( n2 , n4 ) | divide ( n4 , #0 )
a furniture manufacturer has two machines , but only one can be used at a time . machine q is utilized during the first shift and machine b during the second shift , while both work half of the third shift . if machine q can do the job in n0 days working two shifts and machine b can do the job in n1 days working two shifts , how many days will it take to do the job with the current work schedule ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | add ( #2 , #3 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | add ( #5 , #6 ) | add ( #4 , #7 ) | divide ( const_1 , #8 )
one week , a certain truck rental lot had a total of n0 trucks , all of which were on the lot monday morning . if n1 % of the trucks that were rented out during the week were returned to the lot on or before saturday morning of that week , and if there were at least n2 trucks on the lot that saturday morning , what is the greatest number of different trucks that could have been rented out during the week ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
wink , inc . follows a certain procedure that requires two tasks to be finished independently in order for a job to be done . on any given day , there is a n6 / n1 probability that task n6 will be completed on time , and a n3 / n4 probability that task n7 will be completed on time . on a certain day , what is the probability that task n6 will be completed on time , but task n7 will not ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , annie is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week annie worked a total of n4 hours . if harry and annie were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
it is well known that a triangle no_ascii_32 s area is no_ascii_67 ( p ( p - a ) ( p - b ) ( p - c ) ) , when p = ( a + b + c ) / n0 , such that a , b , c are the lengths of sides of the triangle . if the triangle has n3 , n3 , and n3 as the side no_ascii_32 s lengths , what is the triangle no_ascii_32 s area ?	add ( n1 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n0 ) | subtract ( #2 , n1 ) | multiply ( #3 , #3 ) | multiply ( #4 , #3 ) | multiply ( #2 , #5 ) | sqrt ( #6 ) | divide ( #7 , const_1000 )
a furniture manufacturer has two machines , but only one can be used at a time . machine e is utilized during the first shift and machine b during the second shift , while both work half of the third shift . if machine e can do the job in n0 days working two shifts and machine b can do the job in n1 days working two shifts , how many days will it take to do the job with the current work schedule ?	multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | divide ( const_1 , #0 ) | divide ( const_1 , #1 ) | divide ( #2 , const_2 ) | divide ( #3 , const_2 ) | add ( #2 , #4 ) | add ( #6 , #3 ) | add ( #7 , #5 ) | inverse ( #8 )
a single reservoir supplies the petrol to the whole city , while the reservoir is fed by a single pipeline filling the reservoir with the stream of uniform volume . when the reservoir is full and if n0 , n4 liters of petrol is used daily , the suply fails in n2 days . if n3 , n4 liters of petrol is used daily , it fails in n5 days . how much petrol can be used daily with out the supply ever failing ?	multiply ( n1 , n3 ) | multiply ( const_10 , const_2 ) | surface_rectangular_prism ( n3 , n3 , const_180 ) | add ( #0 , #2 ) | add ( #3 , const_180 ) | add ( #4 , #1 )
right now , al and eliot have bank accounts , and al has more money than eliot . the difference between their two accounts is n0 / n1 of the sum of their two accounts . if al no_ascii_32 s account were to increase by n2 % and eliot no_ascii_32 s account were to increase by n4 % , then al would have exactly $ n4 more than eliot in his account . how much money does eliot have in his account right now ?	add ( n0 , n1 ) | add ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
keats library purchases a number of new books , all in the category of biography , and the library does not acquire any other books . with the addition of the new biographies , the biography collection of the library amounts to n0 % of the total number of books in the library . if prior to the purchase , only n1 % of the books in keats library were biographies , by what percent has the number of biographies in the library increased ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , n1 ) | multiply ( #5 , const_100 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours . if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
somehow or other i got talked into buying something on the installment plan . i ' m notsure i got a good deal . the payments to date , according to my checkbook , have reached rs . n0 . the second year cost rs . n1 more than the first year ; the third year cost rs . n2 more thanthe second ; and the fourth year cost me rs . n3 more than the third . what were mypayments the first year ?	add ( n1 , n2 ) | add ( n3 , #0 ) | add ( #1 , #0 ) | add ( n1 , #2 ) | subtract ( n0 , #3 ) | divide ( #4 , n3 )
on a game show , a contestant is given n1 keys , each of which opens exactly one of n1 identical boxes . the first box contains $ n2 , the second $ n3 , and the third $ n5 . the contestant assigns each key to one of the boxes and wins the amount of money contained in any box that is opened by the key assigned to it . what is the probability that a contestant will win more than $ n5 ?	factorial ( n0 ) | divide ( const_1 , #0 )
in a certain egg - processing plant , every egg must be inspected , and is either accepted for processing or rejected . for every n0 eggs accepted for processing , n1 eggs are rejected . if , on a particular day , n2 additional eggs were accepted , but the overall number of eggs inspected remained the same , the ratio of those accepted to those rejected would be n3 to n4 . how many e eggs does the plant process per day ?	subtract ( n3 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , annie is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week annie worked a total of n4 hours . if harry and annie were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , annie is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week annie worked a total of n4 hours . if harry and annie were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
right now , al and eliot have bank accounts , and al has more money than eliot . the difference between their two accounts is n0 / n1 of the sum of their two accounts . if al no_ascii_32 s account were to increase by n2 % and eliot no_ascii_32 s account were to increase by n3 % , then al would have exactly $ n4 more than eliot in his account . how much money does eliot have in his account right now ?	add ( n0 , n1 ) | add ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours . if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
keats library purchases a number of new books , all in the category of biography , and the library does not acquire any other books . with the addition of the new biographies , the biography collection of the library amounts to n0 % of the total number of books in the library . if prior to the purchase , only n1 % of the books in keats library were biographies , by what percent has the number of biographies in the library increased ?	multiply ( n0 , const_100 ) | multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( #0 , #1 ) | divide ( #3 , #2 ) | divide ( #4 , n1 ) | multiply ( #5 , const_100 )
wink , inc . follows a certain procedure that requires two tasks to be finished independently in order for a job to be done . on any given day , there is a n4 / n1 probability that task n6 will be completed on time , and a n3 / n4 probability that task n7 will be completed on time . on a certain day , what is the probability that task n6 will be completed on time , but task n7 will not ?	divide ( n0 , n1 ) | divide ( n3 , n0 ) | subtract ( const_1 , #1 ) | multiply ( #0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , annie is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week annie worked a total of n4 hours . if harry and annie were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
wink , inc . follows a certain procedure that requires two tasks to be finished independently in order for a job to be done . on any given day , there is a n3 / n1 probability that task n6 will be completed on time , and a n3 / n4 probability that task n7 will be completed on time . on a certain day , what is the probability that task n6 will be completed on time , but task n7 will not ?	divide ( n0 , n1 ) | divide ( n3 , n4 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours . if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
in a certain egg - processing plant , every egg must be inspected , and is either accepted for processing or rejected . for every n0 eggs accepted for processing , n1 eggs are rejected . if , on a particular day , n2 additional eggs were accepted , but the overall number of eggs inspected remained the same , the ratio of those accepted to those rejected would be n3 to n4 . how many t eggs does the plant process per day ?	subtract ( n3 , n0 ) | divide ( n2 , #0 ) | multiply ( #1 , const_100 )
one week , a certain truck rental lot had a total of n0 trucks , all of which were on the lot monday morning . if n1 % of the trucks that were rented out during the week were returned to the lot on or before saturday morning of that week , and if there were at least n2 trucks on the lot that saturday morning , what is the greatest number of different trucks that could have been rented out during the week ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours . if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
right now , al and eliot have bank accounts , and al has more money than eliot . the difference between their two accounts is n0 / n1 of the sum of their two accounts . if al no_ascii_32 s account were to increase by n2 % and eliot no_ascii_32 s account were to increase by n3 % , then al would have exactly $ n4 more than eliot in his account . how much money does eliot have in his account right now ?	add ( n0 , n1 ) | add ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( #0 , n2 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
one week , a certain truck rental lot had a total of n0 trucks , all of which were on the lot monday morning . if n1 % of the trucks that were rented out during the week were returned to the lot on or before saturday morning of that week , and if there were at least n2 trucks on the lot that saturday morning , what is the greatest number of different trucks that could have been rented out during the week ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( n2 , #1 )
kareena , saif , and a puppy start walking down a road . they start at the same time , from the same point , in the same direction . the saif walks at n0 miles / hour kareena at n1 miles / hour . the puppy runs from saif to kareena and back again with a constant speed of n2 miles / hour . the puppy does not slow down on the turn . how far does the puppy travel in n3 hour ?	multiply ( n2 , n3 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
each week , harry is paid x dollars per hour for the first n0 hours and n1 x dollars for each additional hour worked that week . each week , james is paid x dollars per per hour for the first n2 hours and n3 x dollars for each additional hour worked that week . last week james worked a total of n4 hours if harry and james were paid the same amount last week , how many hours did harry work last week ?	add ( n2 , n3 ) | subtract ( #0 , n0 ) | divide ( #1 , n1 ) | add ( n0 , #2 )
wink , inc . follows a certain procedure that requires two tasks to be finished independently in order for a job to be done . on any given day , there is a n7 / n3 probability that task n6 will be completed on time , and a n3 / n4 probability that task n7 will be completed on time . on a certain day , what is the probability that task n6 will be completed on time , but task n7 will not ?	divide ( n0 , n1 ) | divide ( n3 , n4 ) | subtract ( n2 , #1 ) | multiply ( #0 , #2 )
for a certain art exhibit , a museum sold admission tickets to a group of n0 people every n4 minutes from n2 : n3 in the morning to n4 : n5 in the afternoon , inclusive . the price of a regular admission ticket was $ n6 and the price of a student ticket was $ n7 . if on one day n8 times as many regular admission tickets were sold as student tickets , what was the total revenue from ticket sales that day ?	add ( const_12 , n4 ) | add ( n8 , const_1 ) | subtract ( #0 , n2 ) | add ( #2 , const_1 ) | multiply ( #3 , const_12 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | multiply ( n8 , #6 ) | multiply ( n7 , #6 ) | multiply ( n6 , #7 ) | add ( #9 , #8 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of thesportformulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
p and q are the only two applicants qualified for a short - term research project that pays n0 dollars in total . candidate p has more experience and , if hired , would be paid n1 percent more per hour than candidate q would be paid . candidate q , if hired , would require n2 hours more than candidate p to do the job . candidate p no_ascii_32 s hourly wage is how many dollars greater than candidate q no_ascii_32 s hourly wage ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | add ( n2 , #2 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 )
a company charges a fixed rental of rs . n0 per month . it allows n3 calls free per month . each call is charge at rs . n2 when the number of calls exceed n3 per month and it charges rs . n4 when the number of calls exceeds n5 per month and so on . a customer made n6 calls in february and n7 calls in march . by how much percent each call is cheaper in march than each call in february .	divide ( n0 , n6 ) | subtract ( n7 , n1 ) | multiply ( n2 , #1 ) | add ( n0 , #2 ) | divide ( #3 , n7 ) | subtract ( #0 , #4 ) | divide ( #5 , #0 ) | multiply ( #6 , const_100 )
in a clothing store , there are n0 different colored neckties ( red , orange , yellow , green , blue , and indigo ) and n1 different colored shirts ( red , orange , yellow , green , blue , and indigo ) that must be packed into boxes for gifts . if each box can only fit one necktie and one shirt , what is the probability that all of the boxes will contain a necktie and a shirt of the same color ?	factorial ( n1 ) | divide ( const_1 , #0 )
p and q are the only two applicants qualified for a short - term research project that pays n0 dollars in total . candidate p has more experience and , if hired , would be paid n1 percent more per hour than candidate q would be paid . candidate q , if hired , would require n2 hours more than candidate p to do the job . candidate p no_ascii_32 s hourly wage is how many dollars greater than candidate q no_ascii_32 s hourly wage ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | add ( n2 , #2 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 )
in the first round of the elections , the only two candidates got exactly the same number of votes . during the second round , n0 votes switched from the first candidate to the second one . the total number of votes remained the same in both rounds , and no other votes switched sides . if , in the second round , the winning candidate got n1 times as many votes as the other candidate , how many people have voted in each round ?	multiply ( n0 , n1 ) | add ( n0 , #0 ) | divide ( #1 , const_4 ) | multiply ( #2 , const_2 )
there are n3 baskets numbered from n1 to n3 and filled with apples . n3 children are asked to pick apples one by one from each basket such that the number of apples picked by each child from each basket is equal to the number marked on the basket . if there were n4 apples in total and the baskets were filled in such a way that none of the basket became empty in the process , how many apples were left in the end ?	add ( n0 , n1 ) | divide ( n3 , const_2 ) | multiply ( #0 , #1 ) | add ( #1 , #2 ) | add ( #3 , n1 ) | multiply ( #4 , n3 ) | subtract ( n4 , #5 )
on the xy - coordinate plane , point a lies on the y - axis and point b lies on the x - axis . points a , b , and c form a right triangle with a n0 - degree angle at point c and the triangle has an area of n1 . if ac is parallel to the x - axis , and bc is parallel to the y - axis , which of the following could be the coordinates of point c ?	divide ( n1 , const_2 )
a , b , c , d , e , f are the only n8 families in indira nagar . a , b , c , d , e and f has n1 , n2 , n6 , n4 , n8 , and n6 member in their families respectively . if n7 member from all the n8 families left their respective families to accommodate themselves in the hostel of iim lucknow , then the average number of member now in each family of indira nagar is	subtract ( n3 , const_2 )
in a bag , there are two n2 - sided dice ( numbered n8 to n2 ) , n3 n6 - sided dice ( numbered n8 to n6 ) , and two n9 - sided dice ( numbered n8 to n9 ) . if n12 of these dice are selected at random from the bag , and then the n12 are rolled and we find the sum of numbers showing on the n12 dice , how many different possible totals are there for this sum ?	add ( n7 , n7 ) | add ( n4 , n4 ) | add ( #0 , #1 )
p and q are the only two applicants qualified for a short - term research project that pays n0 dollars in total . candidate p has more experience and , if hired , would be paid n1 percent more per hour than candidate q would be paid . candidate q , if hired , would require n2 hours more than candidate p to do the job . candidate p no_ascii_32 s hourly wage is how many dollars greater than candidate q no_ascii_32 s hourly wage ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | add ( n2 , #2 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 )
p and q are the only two applicants qualified for a short - term research project that pays n0 dollars in total . candidate p has more experience and , if hired , would be paid n1 percent more per hour than candidate q would be paid . candidate q , if hired , would require n2 hours more than candidate p to do the job . candidate p no_ascii_32 s hourly wage is how many dollars greater than candidate q no_ascii_32 s hourly wage ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | add ( n2 , #2 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 )
on a game show , a contestant is given n1 keys , each of which opens exactly one of the n1 identical boxes . the contestant assigns each key to one of the boxes and wins the amount of money contained in any box that is opened by the key assigned to it . the first box contains $ n2 , the second $ n3 , and the third $ n5 . what is the probability that a contestant will win more than $ n5 ?	multiply ( n0 , const_2 ) | divide ( const_1 , #0 )
in a certain neighborhood , n0 percent of the student are going to school ( a ) , and the rest are going to school ( b ) . a new school ( c ) is opened , if n1 percent of student of school ( a ) and n2 percent of student of school ( b ) are expected to go to the new school ( c ) , what percent of student are expected to go to the new school ( c ) ?	divide ( n1 , const_100 ) | divide ( n2 , const_100 ) | subtract ( const_100 , n0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #2 ) | add ( #3 , #4 )
a , b , and c were to be paid in proportion to the part of work they did while working on the same piece of work . a and b individually can finish the piece of work in n0 days and n1 days respectively . they worked together for n2 days and then c completed the remaining work all alone . if $ n3 was the net sum to be paid for the entire work , what was the average daily wage of b ?	divide ( const_1 , n1 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , n2 )
set v consists of integers { n4 , - n1 , y , n2 , - n3 } and set b consists of integers { k , - n4 , n5 , n6 , - n7 , n8 } . number l represents the median of set v , number m represents mode of set b and number z = l ^ m . if y is an integer greater than n9 , for what value of k will z be a divisor of n10 ?	divide ( n10 , const_2 ) | subtract ( n2 , n0 ) | divide ( #0 , #0 ) | multiply ( n6 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , const_2 ) | subtract ( #5 , n0 ) | add ( #6 , #6 )
p and q are the only two applicants qualified for a short - term research project that pays n0 dollars in total . candidate p has more experience and , if hired , would be paid n1 percent more per hour than candidate q would be paid . candidate q , if hired , would require n2 hours more than candidate p to do the job . candidate p no_ascii_32 s hourly wage is how many dollars greater than candidate q no_ascii_32 s hourly wage ?	divide ( const_3 , const_2 ) | subtract ( #0 , const_1 ) | divide ( n2 , #1 ) | add ( n2 , #2 ) | divide ( n0 , #2 ) | divide ( n0 , #3 ) | subtract ( #4 , #5 )
there are n2 baskets numbered from n1 to n2 and filled with apples . n3 children are asked to pick apples one by one from each basket such that the number of apples picked by each child from each basket is equal to the number marked on the basket . if there were n4 apples in total and the baskets were filled in such a way that none of the basket became empty in the process , how many apples were left in the end ?	add ( n0 , n1 ) | divide ( n3 , const_2 ) | multiply ( #0 , #1 ) | add ( #1 , #2 ) | add ( #3 , const_1 ) | multiply ( #4 , const_10 ) | subtract ( n4 , #5 )
there are n2 baskets numbered from n1 to n2 and filled with apples . n3 children are asked to pick apples one by one from each basket such that the number of apples picked by each child from each basket is equal to the number marked on the basket . if there were n4 apples in total and the baskets were filled in such a way that none of the basket became empty in the process , how many apples were left in the end ?	add ( n0 , n1 ) | divide ( n3 , const_2 ) | multiply ( #0 , #1 ) | add ( #1 , #2 ) | add ( #3 , n1 ) | multiply ( #4 , n3 ) | subtract ( n4 , #5 )
the price of a bushel of corn is currently $ n0 , and the price of a peck of wheat is $ n1 . the price of corn is increasing at a constant rate of n2 x cents per day while the price of wheat is decreasing at a constant rate of x ( n5 ^ n4 / n5 ) - x cents per day . what is the approximate price when a bushel of corn costs the same amount as a peck of wheat ?	sqrt ( n3 ) | subtract ( n1 , n0 ) | subtract ( #0 , n4 ) | add ( n2 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 ) | add ( n0 , #5 )
a full stationary oil tank that is a right circular cylinder has a radius of n0 feet and a height of n1 feet . oil is pumped from the stationary tank to an oil truck that has a tank that is a right circular cylinder until the truck ' s tank is completely filled . if the truck ' s tank has a radius of n2 feet and a height of n3 feet , how far did the oil level drop in the stationary tank ?	circle_area ( n0 ) | volume_cylinder ( n2 , n3 ) | divide ( #1 , #0 )
set i consists of integers { n4 , - n1 , y , n2 , - n3 } and set b consists of integers { k , - n4 , n5 , n6 , - n7 , n8 } . number l represents the median of set i , number m represents mode of set b and number z = l ^ m . if y is an integer greater than n9 , for what value of k will z be a divisor of n10 ?	power ( n0 , n5 )
glen and hannah drive at constant speeds toward each other on a highway . glen drives at a constant speed of n0 km per hour . at a certain time they pass by each other , and then keep driving away from each other , maintaining their constant speeds . if glen is n3 km away from hannah at n2 am , and also n3 km away from hannah at n4 am , then how fast is hannah driving ( in kilometers per hour ) ?	multiply ( n1 , const_2 ) | subtract ( n4 , n2 ) | divide ( #0 , #1 ) | subtract ( #2 , n0 )
according to a recent survey report issued by the commerce ministry , government of india , n0 % of the total fdi goes to gujarat and n4 % of this goes to rural areas . if the fdi in gujarat , which goes to urban areas , is $ n2 m , then find the size of fdi in rural andhra pradesh , which attracts n3 % of the fdi that comes to andhra pradesh , which accounts for n4 % of the total fdi ?	divide ( n0 , const_100 ) | divide ( n3 , const_100 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #3 , const_100 ) | multiply ( #1 , #2 ) | multiply ( #0 , #4 ) | divide ( n2 , #6 ) | multiply ( #7 , #5 )
at an m & m factory , two types of m & ms are produced , red and blue . the m & ms are transported individually on a conveyor belt . anna is watching the conveyor belt , and has determined that n0 out of every n1 red m & ms are followed by a blue one , while one out of every n2 blue m & ms is followed by a red one . what proportion of the m & ms are red ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | divide ( n1 , #2 )
two pumps are connected to an empty tank . pump x fills the tank with water at a constant rate , while pump y drains water out of the tank at a constant rate . the two pumps finish filling the tank in n0 times the duration it would take pump x alone to fill the tank . if pump y alone can empty a whole tank in n1 minutes , then how many minutes does it take pump x alone to fill the tank ?	divide ( n1 , n0 ) | subtract ( n1 , #0 )
for a certain art exhibit , a museum sold admission tickets to a group of n0 people every n7 minutes from n2 : n3 in the morning to n7 : n5 in the afternoon , inclusive . the price of a regular admission ticket was $ n6 and the price of a student ticket was $ n7 . if on one day n8 times as many regular admission tickets were sold as student tickets , what was the total revenue from ticket sales that day ?	add ( const_12 , n4 ) | add ( n8 , const_1 ) | subtract ( #0 , n2 ) | add ( #2 , const_1 ) | multiply ( #3 , const_12 ) | multiply ( n0 , #4 ) | divide ( #5 , #1 ) | multiply ( n8 , #6 ) | multiply ( n7 , #6 ) | multiply ( n6 , #7 ) | add ( #9 , #8 )
the price of a bushel of corn is currently $ n0 , and the price of a peck of wheat is $ n1 . the price of corn is increasing at a constant rate of n2 x cents per day while the price of wheat is decreasing at a constant rate of x ( n5 ^ n4 / n5 ) - x cents per day . what is the approximate price when a bushel of corn costs the same amount as a peck of wheat ?	sqrt ( n3 ) | subtract ( n1 , n0 ) | subtract ( #0 , n4 ) | add ( n2 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 ) | add ( n0 , #5 )
the price of a bushel of corn is currently $ n0 , and the price of a peck of wheat is $ n1 . the price of corn is increasing at a constant rate of n2 x cents per day while the price of wheat is decreasing at a constant rate of x ( n5 ^ n4 / n5 ) - x cents per day . what is the approximate price when a bushel of corn costs the same amount as a peck of wheat ?	sqrt ( const_2 ) | subtract ( n1 , n0 ) | subtract ( #0 , n4 ) | add ( n2 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 ) | add ( n0 , #5 )
there are n2 baskets numbered from n1 to n2 and filled with apples . n3 children are asked to pick apples one by one from each basket such that the number of apples picked by each child from each basket is equal to the number marked on the basket . if there were n4 apples in total and the baskets were filled in such a way that none of the basket became empty in the process , how many apples were left in the end ?	add ( n0 , n1 ) | divide ( n3 , const_2 ) | multiply ( #0 , #1 ) | add ( #1 , #2 ) | add ( #3 , n1 ) | multiply ( #4 , n3 ) | subtract ( n4 , #5 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
a textile manufacturing firm employees n1 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n1 looms is rs n2 and the monthly manufacturing expenses is rs n3 , n4 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n5 . if one loom breaks down and remains idle for one month , the decrease in profit is :	add ( const_2 , const_3 ) | subtract ( n5 , n4 ) | divide ( #1 , #0 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
the toll for crossing a certain bridge is $ n0 each crossing . drivers who frequently use the bridge may instead purchase a sticker each month for $ n1 and then pay only $ n2 each crossing during that month . if a particular driver will cross the bridge twice on each of x days next month and will not cross the bridge on any other day , what is the least value of x for which this driver can save money by using the sticker ?	subtract ( n0 , n2 ) | multiply ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , const_2 ) | add ( #5 , #3 )
a total of n0 percent of the geese included in a certain migration study were male . if some of the geese migrated during the study and n1 percent of the migrating geese were male , what was the ratio of the migration rate for the male geese to the migration rate for the female geese ? [ migration rate for geese of a certain sex = ( number of geese of that sex migrating ) / ( total number of geese of that sex ) ]	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | divide ( #3 , #6 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction t of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
a lady has fine gloves and hats in her closet - n0 blue , n1 red , and n2 yellow . the lights are out and it is totally dark . in spite of darkness , she can make out the difference between a hat and a glove . she takes out an item out of the closet only if she is sure that it is a glove . how many gloves must she take out to make sure she has a pair of each color ?	add ( n1 , n2 ) | add ( #0 , const_2 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction r of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
company m produces two kinds of stereos : basic and deluxe . of the stereos produced by company m last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	multiply ( n1 , n3 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | add ( n2 , #2 ) | add ( n3 , #3 ) | divide ( n2 , #4 )
a canoe has two oars , left and right . each oar either works or breaks . the failure or non - failure of each oar is independent of the failure or non - failure of the other . you can still row the canoe with one oar . the probability that the left oar works is n2 / n3 . the probability that the right oar works is also n2 / n3 . what is the probability q that you can still row the canoe ?	divide ( n0 , n1 ) | divide ( const_2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #2 ) | add ( #4 , #3 )
jane and ashley take n0 days and n1 days respectively to complete a project when they work on it alone . they thought if they worked on the project together , they would take fewer days to complete it . during the period that they were working together , jane took an eight day leave from work . this led to jane ' s working for four extra days on her own to complete the project . how long did it take to finish the project ?	add ( const_4 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | multiply ( #1 , const_4 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #4 ) | subtract ( #6 , #5 ) | divide ( #7 , #3 ) | add ( #0 , #8 ) | add ( #9 , const_4 )
a total of n1 percent of the geese included in a certain migration study were male . if some of the geese migrated during the study and n1 percent of the migrating geese were male , what was the ratio of the migration rate for the male geese to the migration rate for the female geese ? [ migration rate for geese of a certain sex = ( number of geese of that sex migrating ) / ( total number of geese of that sex ) ]	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | divide ( #3 , #6 )
a professional basketball player just signed a contract that has a n0 % raise in base salary from last year to this year . the contract also has provisions for a performance bonus of up to $ n1 . if he earns the maximum performance bonus , his new effective salary will be a n2 % raise over last year ' s total salary , when he received no performance bonus . assuming he earns the full performance bonus , what will be his new salary ?	divide ( const_4 , const_2 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
it is the new year and mandy has made a resolution to lose weight this year . she plans to exercise and do yoga . for exercise she plans to workout at the gym and ride her bicycle in the ratio of n2 : n3 everyday . she will also do yoga in the ratio , yoga : exercise = n2 : n3 . if she rides her bike for n4 minutes , how much time will she spend doing yoga ? ( rounded to minutes )	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
a canoe has two oars , left and right . each oar either works or breaks . the failure or non - failure of each oar is independent of the failure or non - failure of the other . you can still row the canoe with one oar . the probability that the left oar works is n2 / n3 . the probability that the right oar works is also n2 / n3 . what is the probability y that you can still row the canoe ?	divide ( n0 , n1 ) | divide ( const_2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #2 ) | add ( #4 , #3 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
a total of n0 percent of the geese included in a certain migration study were male . if some of the geese migrated during the study and n1 percent of the migrating geese were male , what was the ratio of the migration rate for the male geese to the migration rate for the female geese ? [ migration rate for geese of a certain sex = ( number of geese of that sex migrating ) / ( total number of geese of that sex ) ]	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | divide ( #3 , #6 )
at the a - street fish market a vendor sells fresh caught fish . his store is filled with n0 / n9 bass , n8 / n3 tuna , n8 / n9 trout , and the rest are catfish . if a customer just bought n8 / n9 of all the tuna and n8 / n9 of all the catfish , and a fisherman arrived to restock the bass , doubling the number of bass , what proportion of fish now in the store are trout ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | divide ( n2 , n1 ) | add ( #1 , #0 ) | add ( #3 , #2 ) | subtract ( const_1 , #4 ) | subtract ( #5 , #1 ) | subtract ( #0 , #6 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction w of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
a canoe has two oars , left and right . each oar either works or breaks . the failure or non - failure of each oar is independent of the failure or non - failure of the other . you can still row the canoe with one oar . the probability that the left oar works is n2 / n3 . the probability that the right oar works is also n2 / n3 . what is the probability w that you can still row the canoe ?	divide ( n0 , n1 ) | divide ( const_2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #2 ) | add ( #4 , #3 )
a total of n0 percent of the geese included in a certain migration study were male . if some of the geese migrated during the study and n1 percent of the migrating geese were male , what was the ratio of the migration rate for the male geese to the migration rate for the female geese ? [ migration rate for geese of a certain sex = ( number of geese of that sex migrating ) / ( total number of geese of that sex ) ]	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | divide ( #3 , #6 )
o ( x ) represents the least odd integer greater than x , whereas o ( x ) represents the greatest odd integer less than x . likewise , e ( x ) represents the least even integer greater than x , whereas e ( x ) represents the greatest even integer less than x . according to these definitions , the value of o ( n0 ) + e ( no_ascii_77 n1 ) + o ( no_ascii_77 n2 ) + e ( n3 ) is :	multiply ( n0 , const_1 ) | multiply ( n3 , const_1 ) | negate ( n1 ) | negate ( n2 ) | multiply ( #2 , const_1 ) | add ( #0 , #4 ) | add ( #5 , #3 ) | add ( #6 , #1 )
a bookstore has a shelf that contains biographies which normally sell for $ n0 each and mysteries that normally sell for $ n1 each . during a sale , the biographies and mysteries are discounted at different rates so that a customer saves a total of $ n2 from the normal price by buying n3 discounted biographies and n4 discounted mysteries . if the sum of the discount rates for the two types of books is n5 percent , what is the discount rate on mysteries ?	add ( n0 , n5 ) | multiply ( n0 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a bookstore has a shelf that contains biographies which normally sell for $ n0 each and mysteries that normally sell for $ n1 each . during a sale , the biographies and mysteries are discounted at different rates so that a customer saves a total of $ n2 from the normal price by buying n3 discounted biographies and n4 discounted mysteries . if the sum of the discount rates for the two types of books is n5 percent , what is the discount rate on mysteries ?	add ( n0 , n5 ) | multiply ( n0 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
a train with n0 wagons crosses john who is going in the same direction , in n1 seconds . it travels for half an hour from the time it starts overtaking the john ( he is riding on the horse ) before it starts overtaking the mike ( who is also riding on his horse ) coming from the opposite direction in n2 seconds . in how much time ( in secs ) after the train has crossed the mike do the john meets to mike ?	add ( n1 , n2 ) | multiply ( const_10 , const_3 ) | subtract ( n1 , n2 ) | divide ( #0 , #2 ) | multiply ( #1 , const_60 ) | subtract ( #3 , const_1 ) | multiply ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( #7 , n2 )
a total of n0 percent of the geese included in a certain migration study were male . if some of the geese migrated during the study and n1 percent of the migrating geese were male , what was the ratio of the migration rate for the male geese to the migration rate for the female geese ? [ migration rate for geese of a certain sex = ( number of geese of that sex migrating ) / ( total number of geese of that sex ) ]	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_4 ) | divide ( #0 , #1 ) | multiply ( #2 , const_10 ) | divide ( #4 , const_100 ) | divide ( #5 , #1 ) | divide ( #3 , #6 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
it is the new year and mandy has made a resolution to lose weight this year . she plans to exercise and do yoga . for exercise she plans to workout at the gym and ride her bicycle in the ratio of n2 : n3 everyday . she will also do yoga in the ratio , yoga : exercise = n2 : n3 . if she rides her bike for n4 minutes , how much time will she spend doing yoga ? ( rounded to minutes )	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
o ( x ) represents the least odd integer greater than x , whereas o ( x ) represents the greatest odd integer less than x . likewise , e ( x ) represents the least even integer greater than x , whereas e ( x ) represents the greatest even integer less than x . according to these definitions , the value of o ( n0 ) + e ( no_ascii_77 n1 ) + o ( no_ascii_77 n2 ) + e ( n3 ) is :	multiply ( n0 , const_1 ) | multiply ( n3 , const_1 ) | negate ( n1 ) | negate ( n2 ) | multiply ( #2 , const_1 ) | add ( #0 , #4 ) | add ( #5 , #3 ) | add ( #6 , #1 )
half of the workers in palabras bookstore have read the latest book by j . saramago , and n0 / n1 of the workers have read the latest book by h . kureishi . the number of workers that have read neither book is one less than the number of the workers that have read the latest saramago book and have not read the latest kureishi book . if there are n2 workers in the palabras bookstore , how many of them have read both books ?	divide ( n2 , const_2 ) | divide ( n2 , n1 ) | add ( #0 , #1 ) | subtract ( #0 , n0 ) | subtract ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , const_2 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
half of the workers in palabras bookstore have read the latest book by j . saramago , and n0 / n1 of the workers have read the latest book by h . kureishi . the number of workers that have read neither book is one less than the number of the workers that have read the latest saramago book and have not read the latest kureishi book . if there are n2 workers in the palabras bookstore , how many of them have read both books ?	divide ( n2 , const_2 ) | divide ( n2 , n1 ) | add ( #0 , #1 ) | subtract ( #0 , n0 ) | subtract ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , const_2 )
o ( x ) represents the least odd integer greater than x , whereas o ( x ) represents the greatest odd integer less than x . likewise , e ( x ) represents the least even integer greater than x , whereas e ( x ) represents the greatest even integer less than x . according to these definitions , the value of o ( n0 ) + e ( no_ascii_77 n1 ) + o ( no_ascii_77 n2 ) + e ( n3 ) is :	multiply ( n0 , const_1 ) | multiply ( n3 , const_1 ) | negate ( n1 ) | negate ( n2 ) | multiply ( #2 , const_1 ) | add ( #0 , #4 ) | add ( #5 , #3 ) | add ( #6 , #1 )
company s produces two kinds of stereos : basic and deluxe . of the stereos produced by company s last month , n0 / n1 were basic and the rest were deluxe . if it takes n2 / n3 as many hours to produce a deluxe stereo as it does to produce a basic stereo , then the number of hours it took to produce the deluxe stereos last month was what fraction of the total number of hours it took to produce all the stereos ?	add ( n0 , n1 ) | divide ( #0 , const_10 )
half of the workers in palabras bookstore have read the latest book by j . saramago , and n0 / n1 of the workers have read the latest book by h . kureishi . the number of workers that have read neither book is one less than the number of the workers that have read the latest saramago book and have not read the latest kureishi book . if there are n2 workers in the palabras bookstore , how many of them have read both books ?	divide ( n2 , const_2 ) | divide ( n2 , n1 ) | add ( #0 , #1 ) | subtract ( #0 , const_1 ) | subtract ( n2 , #2 ) | subtract ( #3 , #4 ) | divide ( #5 , const_2 )
a computer manufacturer produces a certain electronic component at a cost of $ n4 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction e of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
n6 math classes : x , y , and z , take an algebra test . the average score in class x is n1 . the average score in class y is n2 . the average score in class z is n3 . the average score of all students in classes x and y together is n4 . the average score of all students in classes y and z together is n5 . what is the average score for all the n6 classes , taken together ?	subtract ( n5 , n2 ) | subtract ( n1 , n4 ) | subtract ( n4 , n2 ) | add ( #1 , #2 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | multiply ( n1 , #2 ) | add ( #4 , #5 ) | add ( #3 , #0 ) | add ( #7 , #6 ) | divide ( #9 , #8 )
the toll for crossing a certain bridge is $ n0 each crossing . drivers who frequently use the bridge may instead purchase a sticker each month for $ n1 and then pay only $ n2 each crossing during that month . if a particular driver will cross the bridge twice on each of x days next month and will not cross the bridge on any other day , what is the least value of x for which this driver can save money by using the sticker ?	subtract ( n0 , n2 ) | multiply ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , const_2 ) | add ( #5 , #3 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction q of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
it is the new year and mandy has made a resolution to lose weight this year . she plans to exercise and do yoga . for exercise she plans to workout at the gym and ride her bicycle in the ratio of n2 : n3 everyday . she will also do yoga in the ratio , yoga : exercise = n2 : n3 . if she rides her bike for n4 minutes , how much time will she spend doing yoga ? ( rounded to minutes )	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n4 , #1 ) | multiply ( #1 , #1 ) | divide ( #2 , #3 )
a canoe has two oars , left and right . each oar either works or breaks . the failure or non - failure of each oar is independent of the failure or non - failure of the other . you can still row the canoe with one oar . the probability that the left oar works is n2 / n3 . the probability that the right oar works is also n2 / n3 . what is the probability r that you can still row the canoe ?	divide ( n0 , n1 ) | divide ( const_2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #2 ) | add ( #4 , #3 )
a bookstore has a shelf that contains biographies which normally sell for $ n0 each and mysteries that normally sell for $ n1 each . during a sale , the biographies and mysteries are discounted at different rates so that a customer saves a total of $ n2 from the normal price by buying n3 discounted biographies and n4 discounted mysteries . if the sum of the discount rates for the two types of books is n5 percent , what is the discount rate on mysteries ?	add ( n0 , n5 ) | multiply ( n0 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #2 ) | subtract ( const_1 , #3 ) | multiply ( #4 , const_100 )
the average score in an examination of n0 students of a class is n1 . if the scores of the top n6 students are not considered , the average score of the remaining students falls by n6 . the pass mark was n4 and the maximum mark was n5 . it is also known that none of the students failed . if each of the top n6 scorers had distinct integral scores , the maximum possible score of the topper is . . . . . .	multiply ( n0 , n1 ) | subtract ( n1 , n2 ) | add ( #1 , const_1 ) | add ( #1 , const_2 ) | add ( #1 , const_3 ) | multiply ( n2 , #1 ) | subtract ( #0 , #5 ) | subtract ( #6 , #1 ) | subtract ( #7 , #2 ) | subtract ( #8 , #3 ) | subtract ( #9 , #4 )
a manufacturer is using glass as the surface for the multi - touch screen of its smartphone . the glass on the manufactured phone has a n0 % probability of not passing quality control tests . the quality control manager bundles the smartphone in groups of n2 . if that bundle has any smartphone that does not pass the quality control test , the entire bundle of n2 is rejected . what is the probability that a smartphone bundle that will be rejected by quality control ?	divide ( n0 , const_100 ) | subtract ( const_1 , #0 ) | power ( #1 , n1 ) | subtract ( const_1 , #2 )
the toll for crossing a certain bridge is $ n0 each crossing . drivers who frequently use the bridge may instead purchase a sticker each month for $ n1 and then pay only $ n2 each crossing during that month . if a particular driver will cross the bridge twice on each of x days next month and will not cross the bridge on any other day , what is the least value of x for which this driver can save money by using the sticker ?	subtract ( n0 , n2 ) | multiply ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , const_2 ) | add ( #5 , #3 )
on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets rain cloud , he increases his speed to ( s + n0 ) miles / hr . if his average speed for the entire distance is n1 miles / hr , what fraction of the total distance did he cover while the sun was shining on him ?	lcm ( const_2 , const_3 ) | divide ( #0 , n1 ) | subtract ( #1 , const_2 )
the toll for crossing a certain bridge is $ n0 each crossing . drivers who frequently use the bridge may instead purchase a sticker each month for $ n1 and then pay only $ n2 each crossing during that month . if a particular driver will cross the bridge twice on each of x days next month and will not cross the bridge on any other day , what is the least value of x for which this driver can save money by using the sticker ?	subtract ( n0 , n2 ) | multiply ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #3 , const_10 ) | multiply ( #4 , const_2 ) | add ( #5 , #3 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
mr . hanson has a pool of money from which to give out christmas bonuses to his n0 employees . he wants all his employees to have identical bonuses , but when he divides them out , he finds he has n1 dollars left over , as the payroll system will only accept whole dollar amounts . the next christmas , mr . hanson discovers the pool for the bonuses is n2 times the size . this time , how much money will be left over ?	subtract ( n0 , n2 ) | subtract ( #0 , const_1 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
jane and ashley take n0 days and n1 days respectively to complete a project when they work on it alone . they thought if they worked on the project together , they would take fewer days to complete it . during the period that they were working together , jane took an eight day leave from work . this led to jane ' s working for four extra days on her own to complete the project . how long did it take to finish the project ?	add ( const_4 , const_4 ) | divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | add ( #1 , #2 ) | multiply ( #1 , const_4 ) | multiply ( #0 , #2 ) | subtract ( const_1 , #4 ) | subtract ( #6 , #5 ) | divide ( #7 , #3 ) | add ( #0 , #8 ) | add ( #9 , const_4 )
a computer manufacturer produces a certain electronic component at a cost of $ n0 per component . shipping costs for delivering the components are $ n1 per unit . further , the manufacturer has costs of $ n2 , n3 a month related to the electronic component regardless of how many it produces . if the manufacturer produces and sells n4 components a month , what is the lowest price it can sell them for such that the costs do n ' t exceed the revenues ?	add ( n0 , n1 ) | multiply ( const_4 , const_4 ) | multiply ( n1 , const_100 ) | multiply ( #1 , const_1000 ) | multiply ( n3 , #0 ) | add ( #3 , #2 ) | add ( #5 , #4 ) | divide ( #6 , n3 )
a canoe has two oars , left and right . each oar either works or breaks . the failure or non - failure of each oar is independent of the failure or non - failure of the other . you can still row the canoe with one oar . the probability that the left oar works is n2 / n3 . the probability that the right oar works is also n2 / n3 . what is the probability j that you can still row the canoe ?	divide ( n0 , n1 ) | divide ( const_2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #0 ) | add ( #2 , #2 ) | add ( #4 , #3 )
each month , after jill pays for rent , utilities , food , and other necessary expenses , she has one fifth of her net monthly salary left as discretionary income . of this discretionary income , she puts n0 % into a vacation fund , n1 % into savings , and spends n2 % on eating out and socializing . this leaves her with $ n3 dollar , which she typically uses for gifts and charitable causes . what is jill no_ascii_32 s net monthly salary ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #3 )
if n0 cards are selected at random from the deck of n3 cards then what is the probability of one of the selected cards will be king and other will be n2 ? a deck of cards has a total of n3 cards , consisting of n4 suits ; ( spades ( black ) , hearts ( red ) , diamond ( red ) s , and clubs ( black ) ) ; and n5 cards including n8 king , n8 queen and n8 jack in each suit	subtract ( n4 , const_1 ) | subtract ( n1 , const_1 ) | multiply ( #0 , #0 ) | multiply ( n1 , #1 ) | multiply ( #2 , const_2 ) | divide ( #4 , #3 )
each month , after jill pays for rent , utilities , food , and other necessary expenses , she has one fifth of her net monthly salary left as discretionary income . of this discretionary income , she puts n0 % into a vacation fund , n1 % into savings , and spends n2 % on eating out and socializing . this leaves her with $ n3 dollar , which she typically uses for gifts and charitable causes . what is jill no_ascii_32 s net monthly salary ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #3 )
in the x - y plane , point ( x , y ) is a lattice point if both x and y are integers . a square has a center at ( n5 , n5 ) and side = n2 . some points , such as the center ( n5 , n5 ) , are inside the square , but a point such as ( n5 , n6 ) is on the square but not in the square . how many lattice points are in the square ?	multiply ( n2 , n6 ) | add ( #0 , const_1 )
a certain social security recipient will receive an annual benefit of $ n0 , n1 provided he has annual earnings of $ n6 , n7 or less , but the benefit will be reduced by $ n4 for every $ n5 of annual earnings over $ n6 , n7 . what amount of total annual earnings would result in a n8 percent reduction in the recipient ' s annual social security benefit ? ( assume social security benefits are not counted as part of annual earnings . )	multiply ( const_100 , n3 ) | add ( #0 , const_60 )
month average price per dozen april $ n0 may $ n1 june $ n2 the table above shows the average ( arithmetic mean ) price per dozen of the large grade a eggs sold in a certain store during n6 successive months . if n4 / n6 as many dozen were sold in april as in may , and twice as many were sold in june as in april , what was the average price per dozen of the eggs sold over the n6 - month period ?	divide ( n4 , n2 ) | multiply ( n2 , #0 )
each month , after jill pays for rent , utilities , food , and other necessary expenses , she has one fifth of her net monthly salary left as discretionary income . of this discretionary income , she puts n0 % into a vacation fund , n1 % into savings , and spends n2 % on eating out and socializing . this leaves her with $ n3 dollar , which she typically uses for gifts and charitable causes . what is jill no_ascii_32 s net monthly salary ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #3 )
the ratio of males to females in a class is n0 : n1 . the career preferences of the students in the class are represented in a circle graph . if the area of the graph allocated to each career preference is proportional to the number of students who have that career preference , how many degrees of the circle should be used to represent a career that is preferred by one - half of the males and one - fourth of the females in the class ?	add ( n0 , n1 ) | multiply ( n0 , const_360 ) | divide ( #1 , #0 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is n3 times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n4 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | multiply ( n2 , n4 ) | multiply ( n3 , #0 ) | multiply ( #2 , const_2 ) | multiply ( #3 , #1 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
tom and jerry enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if tom received $ n2 more than jerry did , what was the profit made by their business in that year ?	add ( n0 , n1 ) | divide ( const_1 , const_3 ) | divide ( #1 , const_2 ) | subtract ( const_1 , #1 ) | divide ( #3 , #0 ) | multiply ( n0 , #4 ) | multiply ( n1 , #4 ) | add ( #2 , #5 ) | add ( #2 , #6 ) | subtract ( #7 , #8 ) | divide ( n2 , #9 )
pumps a , b , and c operate at their respective constant rates . pumps a and b , operating simultaneously , can fill a certain tank in n3 hours ; pumps a and c , operating simultaneously , can fill the tank in n1 / n3 hours ; and pumps b and c , operating simultaneously , can fill the tank in n3 hours . how many hours does it take pumps a , b , and c , operating simultaneously , to fill the tank .	add ( n1 , n1 ) | add ( n0 , n0 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n0 )
mary and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than mike did , what was the profit made by their business in that year ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | divide ( const_1 , const_3 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 )
the ratio of male to female in a class is n0 : n1 . the career preference of the students in the class are to be represented in a circle graph . if the area of the graph allocated to each career preference is to be proportional to the number of students who have that career preference , how many degrees of the circle should be used to represent a career that is preferred by one of the males and one of the females in the class ?	add ( n0 , n1 ) | divide ( const_1 , n1 ) | divide ( n1 , #0 ) | multiply ( #2 , const_360 ) | multiply ( #1 , #3 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n3 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
mary and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than mike did , what was the profit made by their business in that year ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | divide ( const_1 , const_3 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
a basketball player is shooting hoops . he shoots a free throw , a high school n10 - pointer , and then a professional n10 - pointer . the probability that he makes the free throw is n2 / n3 , the probability that he makes the high school n10 - pointer is n8 / n6 , and the probability that he makes the professional n10 - pointer is n8 / n10 . what is the probability that he makes at least one of the n10 shots ?	add ( n2 , const_10 ) | multiply ( n0 , n3 ) | divide ( #0 , #1 )
mary and harry enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than harry did , what was the profit made by their business in that year ?	add ( n0 , n1 ) | multiply ( n2 , const_3 ) | subtract ( n0 , n1 ) | divide ( #1 , const_2 ) | divide ( #2 , #0 ) | divide ( #3 , #4 )
a certain social security recipient will receive an annual benefit of $ n0 , n1 provided he has annual earnings of $ n6 , n7 or less , but the benefit will be reduced by $ n4 for every $ n5 of annual earnings over $ n6 , n7 . what amount of total annual earnings would result in a n8 percent reduction in the recipient ' s annual social security benefit ? ( assume social security benefits are not counted as part of annual earnings . )	multiply ( const_100 , n3 ) | add ( #0 , const_60 )
john and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if john received $ n2 more than mike did , what was the profit made by their business in that year ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( #1 , #2 ) | multiply ( #1 , #3 ) | subtract ( #4 , #5 ) | divide ( n2 , #6 )
debanshu normally drives to work in n0 minutes at an average speed of n1 miles per hour . this week , however , she plans to bike to work along a route that decreases the total distance she usually travels when driving by n2 % . if debanshu averages between n3 and n4 miles per hour when biking , how many minutes earlier will she need to leave in the morning in order to ensure she arrives at work at the same time as when she drives ?	divide ( n0 , const_60 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | subtract ( #5 , #0 ) | multiply ( #6 , const_60 )
debony normally drives to work in n0 minutes at an average speed of n1 miles per hour . this week , however , she plans to bike to work along a route that decreases the total distance she usually travels when driving by n2 % . if debony averages between n3 and n4 miles per hour when biking , how many minutes earlier will she need to leave in the morning in order to ensure she arrives at work at the same time as when she drives ?	multiply ( n0 , n1 ) | multiply ( n1 , const_2 ) | divide ( #0 , const_60 ) | multiply ( #2 , #1 ) | divide ( #3 , const_100 ) | multiply ( #4 , const_60 ) | divide ( #5 , n3 ) | subtract ( #6 , n0 )
at a certain supplier , a machine of type a costs $ n0 and a machine of type b costs $ n1 . each machine can be purchased by making a n2 percent down payment and repaying the remainder of the cost and the finance charges over a period of time . if the finance charges are equal to n3 percent of the remainder of the cost , how much less would n4 machines of type a cost than n5 machine of type b under this arrangement ?	divide ( n2 , const_100 ) | divide ( n3 , const_100 ) | multiply ( n0 , n4 ) | add ( n5 , #1 ) | multiply ( n1 , #0 ) | multiply ( #0 , #2 ) | subtract ( n1 , #4 ) | subtract ( #2 , #5 ) | multiply ( #3 , #6 ) | multiply ( #3 , #7 ) | add ( #4 , #8 ) | add ( #5 , #9 ) | subtract ( #10 , #11 ) | divide ( #12 , n1 ) | multiply ( #13 , const_10 ) | floor ( #14 ) | multiply ( #15 , const_3 )
each month , after jill pays for rent , utilities , food , and other necessary expenses , she has one fifth of her net monthly salary left as discretionary income . of this discretionary income , she puts n0 % into a vacation fund , n1 % into savings , and spends n2 % on eating out and socializing . this leaves her with $ n3 dollar , which she typically uses for gifts and charitable causes . what is jill no_ascii_32 s net monthly salary ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #3 )
mary and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than mike did , what was the profit made by their business in that year ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | divide ( const_1 , const_3 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 )
a certain social security recipient will receive an annual benefit of $ n0 , n1 provided he has annual earnings of $ n6 , n7 or less , but the benefit will be reduced by $ n4 for every $ n5 of annual earnings over $ n6 , n7 . what amount of total annual earnings would result in a n8 percent reduction in the recipient ' s annual social security benefit ? ( assume social security benefits are not counted as part of annual earnings . )	multiply ( const_100 , const_3 ) | add ( #0 , const_60 )
john and amanda stand at opposite ends of a straight road and start running towards each other at the same moment . their rates are randomly selected in advance so that john runs at a constant rate of n0 , n4 , n5 , or n6 miles per hour and amanda runs at a constant rate of n4 , n5 , n6 , n7 , or n8 miles per hour . what is the probability that john has traveled farther than amanda by the time they meet ?	multiply ( n2 , n3 ) | divide ( const_3 , #0 )
mary and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than mike did , what was the profit made by their business in that year ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | divide ( const_1 , const_3 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
mary and mike enter into a partnership by investing $ n0 and $ n1 respectively . at the end of one year , they divided their profits such that a third of the profit is divided equally for the efforts they have put into the business and the remaining amount of profit is divided in the ratio of the investments they made in the business . if mary received $ n2 more than mike did , what was the profit made by their business in that year ?	divide ( n0 , const_1000 ) | divide ( n1 , const_1000 ) | divide ( const_1 , const_3 ) | subtract ( #0 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #3 , #4 ) | divide ( n2 , #5 )
each month , after jill pays for rent , utilities , food , and other necessary expenses , she has one fifth of her net monthly salary left as discretionary income . of this discretionary income , she puts n0 % into a vacation fund , n1 % into savings , and spends n2 % on eating out and socializing . this leaves her with $ n3 dollar , which she typically uses for gifts and charitable causes . what is jill no_ascii_32 s net monthly salary ?	add ( n0 , n1 ) | add ( const_2 , const_3 ) | add ( n2 , #0 ) | multiply ( #1 , const_100 ) | subtract ( const_100 , #2 ) | divide ( n3 , #4 ) | multiply ( #5 , #3 )
the ratio of males to females in a class is n0 : n1 . the career preferences of the students in the class are represented in a circle graph . if the area of the graph allocated to each career preference is proportional to the number of students who have that career preference , how many degrees of the circle should be used to represent a career that is preferred by two - thirds of the males and one - third of the females in the class ?	add ( n0 , n1 ) | multiply ( n0 , const_360 ) | divide ( #1 , #0 )
reb normally drives to work in n0 minutes at an average speed of n1 miles per hour . this week , however , she plans to bike to work along a route that decreases the total distance she usually travels when driving by n2 % . if reb averages between n3 and n4 miles per hour when biking , how many minutes earlier will she need to leave in the morning in order to ensure she arrives at work at the same time as when she drives ?	divide ( n0 , const_60 ) | subtract ( const_100 , n2 ) | divide ( #1 , const_100 ) | multiply ( n1 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | multiply ( #5 , const_60 ) | subtract ( #6 , n0 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the sport formulation , the ratio of flavoring to corn syrup is three times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the sport formulation contains n3 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | divide ( #1 , const_2 ) | multiply ( #0 , const_3 ) | divide ( #3 , #2 ) | multiply ( n3 , #4 )
one - fourth of the workers in palabras bookstore have read the latest book by j . saramago , and n0 / n1 of the workers have read the latest book by h . kureishi . the number of workers that have read neither book is one less than the number of the workers that have read the latest saramago book and have not read the latest kureishi book . if there are n2 workers in the palabras bookstore , how many of them have read both books ?	divide ( n2 , const_4 ) | divide ( n2 , n1 ) | add ( #0 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 ) | subtract ( #4 , n2 ) | subtract ( #5 , const_1 ) | divide ( #6 , const_2 )
elvin ' s monthly telephone bill is the sum of the charge for the calls he made during the month and a fixed monthly charge for internet service . elvin ' s total telephone bill for january was $ n0 and elvin ' s total telephone bill for february was n1 $ . if elvin ' s charge for the calls he made in february was twice the charge for the calls he made in january , what is elvin ' s fixed monthly charge for internet service ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
elvin ' s monthly telephone bill is the sum of the charge for the calls he made during the month and a fixed monthly charge for internet service . elvin ' s total telephone bill for january was $ n0 and elvin ' s total telephone bill for february was n1 $ . if elvin ' s charge for the calls he made in february was twice the charge for the calls he made in january , what is elvin ' s fixed monthly charge for internet service ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
in a practice paper at n0 iim . com , questions were given from n1 topics . out of the appearing students , n3 % passed in all topics while n3 % did not pass in any . of the remaining , n4 % passed in one topic only and n5 % in two topics only . if n6 % of the total students passed n7 topics only and n8 students passed in n9 topics only , find the total number of students who appeared in the examination ?	add ( n4 , n5 ) | subtract ( const_100 , n2 ) | subtract ( #1 , n2 ) | multiply ( #0 , #2 ) | divide ( #3 , const_100 ) | add ( n6 , #4 ) | add ( n2 , #5 ) | add ( n2 , #6 ) | subtract ( const_100 , #7 ) | divide ( #8 , const_100 ) | divide ( n8 , #9 )
on the first of the year , james invested x dollars at proudstar bank in an account that yields n0 % in interest every quarter year . at the end of the year , during which he made no additional deposits or withdrawals , he had y dollars in the account . if james had invested the same amount in an account which pays interest on a yearly basis , what must the interest rate be for james to have y dollars at the end of the year ?	multiply ( n0 , const_4 )
on the first of the year , james invested x dollars at proudstar bank in an account that yields n0 % in interest every quarter year . at the end of the year , during which he made no additional deposits or withdrawals , he had y dollars in the account . if james had invested the same amount in an account which pays interest on a yearly basis , what must the interest rate be for james to have y dollars at the end of the year ?	multiply ( n0 , const_4 )
a bag contains n0 balls numbered from n1 to n2 . the balls are such that the person picking a ball out of the bag is equally likely to pick anyone of them . a person picked a ball and replaced it in the bag after noting its number . he repeated this process n3 more times . what is the probability that the ball picked first is numbered higher than the ball picked second and the ball picked second is numbered higher than the ball picked third ?	add ( const_4 , const_4 ) | add ( const_2 , const_4 ) | multiply ( n0 , n2 ) | power ( const_10 , const_3 ) | multiply ( #0 , #2 ) | divide ( #4 , #1 ) | divide ( #5 , #3 )
susan made a block with small cubes of n0 cubic cm volume to make a block , n1 small cubes long , n2 small cubes wide and n3 small cubes deep . she realizes that she has used more small cubes than she really needed . she realized that she could have glued a fewer number of cubes together to lock like a block with same dimensions , if it were made hollow . what is the minimum number of cubes that she needs to make the block ?	add ( const_3 , const_4 ) | multiply ( n2 , const_1 ) | multiply ( n3 , #1 ) | multiply ( #0 , const_3 ) | subtract ( #2 , #3 ) | add ( #2 , #4 ) | add ( #5 , #2 )
on the first of the year , james invested x dollars at proudstar bank in an account that yields n0 % in interest every quarter year . at the end of the year , during which he made no additional deposits or withdrawals , he had y dollars in the account . if james had invested the same amount in an account which pays interest on a yearly basis , what must the interest rate be for james to have y dollars at the end of the year ?	multiply ( n0 , const_4 )
the number of singles that a baseball player hit increased n0 percent from her first season to her second season , and the number of doubles that she hit in the same time period decreased by n2 percent . if the total number of singles and doubles that she hit increased n2 percent from her first season to her second season , what is the ratio of the number of singles she hit in her first season to the number of doubles she hit in her first season ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 )
the price of a bushel of corn is currently $ n0 , and the price of a peck of wheat is $ n1 . the price of corn is increasing at a constant rate of n3 x n3 x cents per day while the price of wheat is decreasing at a constant rate of n5 no_ascii_67 no_ascii_64 x no_ascii_73 x n5 no_ascii_64 x no_ascii_73 x cents per day . what is the approximate price when a bushel of corn costs the same amount as a peck of wheat ?	sqrt ( n3 ) | subtract ( n1 , n0 ) | subtract ( #0 , n4 ) | add ( n2 , #2 ) | divide ( #1 , #3 ) | multiply ( n2 , #4 ) | add ( n0 , #5 )
the number of singles that a baseball player hit increased n0 percent from her first season to her second season , and the number of doubles that she hit in the same time period decreased by n1 percent . if the total number of singles and doubles that she hit increased n2 percent from her first season to her second season , what is the ratio of the number of singles she hit in her first season to the number of doubles she hit in her first season ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 )
the number of singles that a baseball player hit increased n0 percent from her first season to her second season , and the number of doubles that she hit in the same time period decreased by n1 percent . if the total number of singles and doubles that she hit increased n2 percent from her first season to her second season , what is the ratio of the number of singles she hit in her first season to the number of doubles she hit in her first season ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 )
n2 - - - : - | - - - : - - | - : - - : - | - - : - - - | - : - - - - n3 on the number line above , the segment from n2 to n3 has been divided into fifths , as indicated by the large tick marks , and also into sevenths , as indicated by the small tick marks . what is the least possible distance z between any two of the tick marks ?	add ( const_1 , const_4 ) | multiply ( const_10 , const_3 ) | add ( #0 , #1 ) | divide ( n1 , #2 )
a lady has fine gloves and hats in her closet - n0 blue , n1 red , and n2 yellow . the lights are out and it is totally dark . in spite of the darkness , she can make out the difference between a hat and a glove . she takes out an item out of the closet only if she is sure that if it is a glove . how many gloves must she take out to make sure she has a pair of each color ?	add ( n1 , n2 ) | add ( #0 , const_2 )
the number of singles that a baseball player hit increased n0 percent from her first season to her second season , and the number of doubles that she hit in the same time period decreased by n1 percent . if the total number of singles and doubles that she hit increased n2 percent from her first season to her second season , what is the ratio of the number of singles she hit in her first season to the number of doubles she hit in her first season ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 )
on the first of the year , james invested x dollars at proudstar bank in an account that yields n0 % in interest every quarter year . at the end of the year , during which he made no additional deposits or withdrawals , he had y dollars in the account . if james had invested the same amount in an account which pays interest on a yearly basis , what must the interest rate be for james to have y dollars at the end of the year ?	multiply ( n0 , const_4 )
on the first of the year , james invested x dollars at proudstar bank in an account that yields n0 % in interest every quarter year . at the end of the year , during which he made no additional deposits or withdrawals , he had y dollars in the account . if james had invested the same amount in an account which pays interest on a yearly basis , what must the interest rate be for james to have y dollars at the end of the year ?	multiply ( n0 , const_4 )
the number of singles that a baseball player hit increased n0 percent from her first season to her second season , and the number of doubles that she hit in the same time period decreased by n2 percent . if the total number of singles and doubles that she hit increased n2 percent from her first season to her second season , what is the ratio of the number of singles she hit in her first season to the number of doubles she hit in her first season ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #1 , #0 )
one - fourth of the workers in palabras bookstore have read the latest book by j . saramago , and n0 / n1 of the workers have read the latest book by h . kureishi . the number of workers that have read neither book is one less than the number of the workers that have read the latest saramago book and have not read the latest kureishi book . if there are n2 workers in the palabras bookstore , how many of them have read both books ?	divide ( n2 , const_4 ) | divide ( n2 , n1 ) | add ( #0 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 ) | subtract ( #4 , n2 ) | subtract ( #5 , const_1 ) | divide ( #6 , const_2 )
elvin ' s monthly telephone bill is the sum of the charge for the calls he made during the month and a fixed monthly charge for internet service . elvin ' s total telephone bill for january was $ n0 and elvin ' s total telephone bill for february was n1 $ . if elvin ' s charge for the calls he made in february was twice the charge for the calls he made in january , what is elvin ' s fixed monthly charge for internet service ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
elvin ' s monthly telephone bill is the sum of the charge for the calls he made during the month and a fixed monthly charge for internet service . elvin ' s total telephone bill for january was $ n0 and elvin ' s total telephone bill for february was n1 $ . if elvin ' s charge for the calls he made in february was twice the charge for the calls he made in january , what is elvin ' s fixed monthly charge for internet service ?	multiply ( n0 , const_2 ) | subtract ( #0 , n1 )
a certain company expects quarterly earnings of $ n0 per share of stock , half of which will be distributed as dividends to shareholders while the rest will be used for research and development . if earnings are greater than expected , shareholders will receive an additional $ n1 per share for each additional $ n2 of per share earnings . if quarterly earnings are $ n3 per share , what will be the dividend paid to a person who owns n4 shares of the company ' s stock ?	divide ( n0 , const_2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | add ( #0 , #3 ) | multiply ( n4 , #4 )
a tank with a volume of n0 cubic feet has one inlet pipe and n3 outlet pipes . the inlet pipe fills water into the tank at the rate of n2 cubic inches / min and the n3 outlet pipes empty it out at the rates of n4 cubic inches / min and n5 cubic inches / min respectively . if all n6 pipes are opened when the tank is full , how many minutes does it take to empty the tank ? ( n7 foot = n8 inches )	add ( n4 , n5 ) | power ( n8 , n6 ) | multiply ( n0 , #1 ) | subtract ( #0 , n2 ) | divide ( #2 , #3 )
pumps a , b , and c operate at their respective constant rates . pumps a and b , operating simultaneously , can fill a certain tank in n0 / n1 hours ; pumps a and c , operating simultaneously , can fill the tank in n2 / n3 hours ; and pumps b and c , operating simultaneously , can fill the tank in n4 hours . how many hours does it take pumps a , b , and c , operating simultaneously , to fill the tank .	add ( n1 , n1 ) | add ( n0 , n0 ) | divide ( n1 , n0 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n0 )
a certain company expects quarterly earnings of $ n0 per share of stock , half of which will be distributed as dividends to shareholders while the rest will be used for research and development . if earnings are greater than expected , shareholders will receive an additional $ n1 per share for each additional $ n2 of per share earnings . if quarterly earnings are $ n3 per share , what will be the dividend paid to a person who owns n4 shares of the company ' s stock ?	divide ( n0 , const_2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | add ( #0 , #3 ) | multiply ( n4 , #4 )
a tank with a volume of n0 cubic feet has one inlet pipe and n3 outlet pipes . the inlet pipe fills water into the tank at the rate of n6 cubic inches / min and the n3 outlet pipes empty it out at the rates of n8 cubic inches / min and n5 cubic inches / min respectively . if all n6 pipes are opened when the tank is full , how many minutes does it take to empty the tank ? ( n7 foot = n8 inches )	add ( n4 , n5 ) | power ( n4 , const_3 ) | multiply ( n0 , #1 ) | subtract ( #0 , n2 ) | divide ( #2 , #3 )
jane and ashley take n0 n1 / n2 days and n3 days respectively to complete a project when they work on it alone . they thought if they worked on the project together , they would take fewer days to complete it . during the period that they were working together , jane took an n4 day leave from work . this led to jane ' s working for n5 extra days on her own to complete the project . how long did it take to finish the project ?	divide ( n1 , n2 ) | multiply ( n5 , #0 ) | inverse ( #1 ) | multiply ( n3 , #2 ) | subtract ( #3 , n0 )
if f ( x ) = n3 x + n2 , & g ( x ) = ( x - n2 ) / n3 , then what is the value of , fo ( fo ( go ( go ( fo ( fo ( go ( go . . . . . . . . . . . . . . . . ( fo ( fo ( go ( gof ( x ) ) ) ) ) . . . . . ) ) ) ) ) ) ?	multiply ( n1 , const_4 ) | add ( n0 , #0 ) | divide ( #1 , n0 )
a certain company expects quarterly earnings of $ n0 per share of stock , half of which will be distributed as dividends to shareholders while the rest will be used for research and development . if earnings are greater than expected , shareholders will receive an additional $ n1 per share for each additional $ n2 of per share earnings . if quarterly earnings are $ n3 per share , what will be the dividend paid to a person who owns n4 shares of the company ' s stock ?	divide ( n0 , const_2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | add ( #0 , #3 ) | multiply ( n4 , #4 )
a tank with a volume of n0 cubic feet has one inlet pipe and n3 outlet pipes . the inlet pipe fills water into the tank at the rate of n6 cubic inches / min and the n3 outlet pipes empty it out at the rates of n4 cubic inches / min and n5 cubic inches / min respectively . if all n6 pipes are opened when the tank is full , how many minutes does it take to empty the tank ? ( n7 foot = n8 inches )	add ( n4 , n5 ) | power ( n8 , n2 ) | multiply ( n0 , #1 ) | subtract ( #0 , n2 ) | divide ( #2 , #3 )
a full stationary oil tank that is a right circular cylinder has a radius of n0 feet and a height of n1 feet . oil is pumped from the stationary tank to an oil truck that has a tank that is a right circular cylinder until the truck ' s tank is completely filled . if the truck ' s tank has a radius of n2 feet and a height of n3 feet , how far ( in feet ) did the oil level drop in the stationary tank ?	circle_area ( n0 ) | volume_cylinder ( n2 , n3 ) | divide ( #1 , #0 )
john and amanda stand at opposite ends of a straight road and start running towards each other at the same moment . their rates are randomly selected in advance so that john runs at a constant rate of n0 , n5 , n6 , n7 , or n8 miles per hour and amanda runs at a constant rate of n5 , n6 , n7 , n8 , or n9 miles per hour . what is the probability that john has traveled farther than amanda by the time they meet ?	multiply ( n5 , n3 ) | divide ( n1 , #0 )
a full stationary oil tank that is a right circular cylinder has a radius of n0 feet and a height of n1 feet . oil is pumped from the stationary tank to an oil truck that has a tank that is a right circular cylinder until the truck ' s tank is completely filled . if the truck ' s tank has a radius of n2 feet and a height of n3 feet , how far ( in feet ) did the oil level drop in the stationary tank ?	circle_area ( n0 ) | volume_cylinder ( n2 , n3 ) | divide ( #1 , #0 )
a full stationary oil tank that is a right circular cylinder has a radius of n0 feet and a height of n1 feet . oil is pumped from the stationary tank to an oil truck that has a tank that is a right circular cylinder until the truck ' s tank is completely filled . if the truck ' s tank has a radius of n2 feet and a height of n3 feet , how far ( in feet ) did the oil level drop in the stationary tank ?	circle_area ( n0 ) | volume_cylinder ( n2 , n3 ) | divide ( #1 , #0 )
a full stationary oil tank that is a right circular cylinder has a radius of n0 feet and a height of n1 feet . oil is pumped from the stationary tank to an oil truck that has a tank that is a right circular cylinder until the truck ' s tank is completely filled . if the truck ' s tank has a radius of n2 feet and a height of n3 feet , how far ( in feet ) did the oil level drop in the stationary tank ?	circle_area ( n0 ) | volume_cylinder ( n2 , n3 ) | divide ( #1 , #0 )
a certain board game is played by rolling a pair of fair n0 - sided dice and then moving one ' s piece forward the number of spaces indicated by the sum showing on the dice . a player is frozen if her opponent ' s piece comes to rest in the space already occupied by her piece . if player a is about to roll and is currently n1 spaces behind player b , what is the probability that player b will be frozen after player a rolls ?	add ( const_1 , const_4 ) | multiply ( n0 , n0 ) | divide ( #0 , #1 )
a tank with a volume of n0 cubic feet has one inlet pipe and n3 outlet pipes . the inlet pipe fills water into the tank at the rate of n2 cubic inches / min and the n3 outlet pipes empty it out at the rates of n4 cubic inches / min and n5 cubic inches / min respectively . if all n6 pipes are opened when the tank is full , how many minutes does it take to empty the tank ? ( n7 foot = n8 inches )	add ( n4 , n5 ) | power ( n8 , n6 ) | multiply ( n0 , #1 ) | subtract ( #0 , n2 ) | divide ( #2 , #3 )
a certain company expects quarterly earnings of $ n0 per share of stock , half of which will be distributed as dividends to shareholders while the rest will be used for research and development . if earnings are greater than expected , shareholders will receive an additional $ n1 per share for each additional $ n2 of per share earnings . if quarterly earnings are $ n3 per share , what will be the dividend paid to a person who owns n4 shares of the company ' s stock ?	divide ( n0 , const_2 ) | subtract ( n3 , n0 ) | multiply ( #1 , const_10 ) | multiply ( n1 , #2 ) | add ( #0 , #3 ) | multiply ( n4 , #4 )
in an examination , there are n0 questions divided into n4 groups a , b and c such that each group contains at least one question . each question in group a carries n2 mark , each question in group b carries n3 marks and each question in group c carries n4 marks . it is known that the questions in group a together carry at least n5 % of the total marks . if group b contains n6 questions , then how many questions are there in group c ?	divide ( n5 , const_100 ) | multiply ( n3 , n6 ) | subtract ( n0 , n6 ) | inverse ( #0 ) | subtract ( #3 , const_1 ) | add ( n1 , #4 ) | multiply ( #4 , #2 ) | subtract ( #6 , #1 ) | divide ( #7 , #5 ) | floor ( #8 )
a certain music store stocks n0 cellos and n1 violas . of these instruments , there are n2 cello - viola pairs , such that a cello and a viola were both made with wood from the same tree ( each tree can make at most one viola and one cello , so there are no pairs other than these n3 ) . if one viola and one cello are chosen at random , what is the probability that the two instruments are made with wood from the same tree ?	divide ( n2 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , #1 )
two cars start from the opposite places of a main road , n0 km apart . first car runs for n1 km and takes a right turn and then runs n2 km . it then turns left and then runs for another n3 km and then takes the direction back to reach the main road . in the mean time , due to minor break down the other car has run only n4 km along the main road . what would be the distance between two cars at this point ?	add ( n1 , n1 ) | subtract ( n0 , n4 ) | subtract ( #1 , #0 )
two cars start from the opposite places of a main road , n0 km apart . first car runs for n3 km and takes a right turn and then runs n2 km . it then turns left and then runs for another n3 km and then takes the direction back to reach the main road . in the mean time , due to minor break down the other car has run only n4 km along the main road . what would be the distance between two cars at this point ?	add ( n1 , n1 ) | subtract ( n0 , n4 ) | subtract ( #1 , #0 )
a certain music store stocks n0 cellos and n1 violas . of these instruments , there are n2 cello - viola pairs , such that a cello and a viola were both made with wood from the same tree ( each tree can make at most one viola and one cello , so there are no pairs other than these n3 ) . if one viola and one cello are chosen at random , what is the probability that the two instruments are made with wood from the same tree ?	divide ( n2 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , #1 )
in a certain archery competition , points were awarded as follows : the first place winner receives n0 points , the second place winner receives n1 points , the third place winner receives n2 points and the fourth place winner receives n3 points . no other points are awarded . john participated several times in the competition and finished first , second , third , or fourth each time . the product of all the points he received was n4 . how many times did he participate in the competition ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 ) | sqrt ( #3 ) | floor ( #4 )
there is an antique clock exhibition . so many clock are piled up with distinct numbers tagged with them . the person managing it hangs different clocks numbers periodically on the main wall . at n0 : n1 am , he hung the clock number n2 ; at n3 : n7 am , he hung the clock number n10 ; at n6 : n7 pm , he hung the clock number n8 . which numbered clock will he hang on the wall when the time is n9 : n10 pm ?	add ( const_1 , const_4 ) | multiply ( const_10 , const_12 ) | multiply ( n5 , n9 ) | divide ( n5 , #0 ) | multiply ( #1 , const_3 ) | divide ( #4 , const_12 ) | multiply ( #3 , #5 ) | subtract ( #2 , #6 ) | subtract ( #4 , #7 )
a certain music store stocks n0 cellos and n1 violas . of these instruments , there are n2 cello - viola pairs , such that a cello and a viola were both made with wood from the same tree ( each tree can make at most one viola and one cello , so there are no pairs other than these n3 ) . if one viola and one cello are chosen at random , what is the probability that the two instruments are made with wood from the same tree ?	divide ( n2 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , #1 )
two cars start from the opposite places of a main road , n0 km apart . first car runs for n3 km and takes a right turn and then runs n2 km . it then turns left and then runs for another n3 km and then takes the direction back to reach the main road . in the mean time , due to minor break down the other car has run only n4 km along the main road . what would be the distance between two cars at this point ?	add ( n1 , n1 ) | subtract ( n0 , n4 ) | subtract ( #1 , #0 )
in a certain archery competition , points were awarded as follows : the first place winner receives n0 points , the second place winner receives n1 points , the third place winner receives n2 points and the fourth place winner receives n3 points . no other points are awarded . john participated several times in the competition and finished first , second , third , or fourth each time . the product of all the points he received was n4 . how many times did he participate in the competition ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 ) | sqrt ( #3 ) | floor ( #4 )
john and jacob set out together on bicycle traveling at n3 and n1 miles per hour , respectively . after n2 minutes , john stops to fix a flat tire . if it takes john one hour to fix the flat tire and jacob continues to ride during this time , how many hours will it take john to catch up to jacob assuming he resumes his ride at n3 miles per hour ? ( consider john ' s deceleration / acceleration before / after the flat to be negligible )	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | subtract ( n1 , #4 ) | add ( #1 , #5 ) | divide ( #6 , #4 )
the ratio of boys to girls in a class is n0 : n1 . the career preference of the students in the class are to be represented in a circle graph . if the area of the graph allocated to each career preference is to be proportional to the number of students who have that career preference , how many degrees of the circle should be used to represent a career that is preferred by one third of the boys and two - third of the girls in the class ?	add ( n0 , n1 ) | divide ( n0 , #0 ) | divide ( const_3 , #0 ) | divide ( #1 , const_3 ) | multiply ( #2 , const_2 ) | divide ( #4 , const_3 ) | add ( #3 , #5 ) | multiply ( #6 , const_360 )
n0 , n1 , n2 , n3 , n4 , n6 , n6 , n9 , n9 , n9 the list shown consists of the times , in seconds , that it took each of n16 schoolchildren to run a distance of n11 on of meters . if the standard devastation of the n16 running times is n13 seconds , rounded to the nearest tenth of a second , how many of the n16 running times are more than n15 standard deviation below the mean of the n16 running times ?	subtract ( const_100 , n13 ) | floor ( #0 ) | subtract ( n1 , #1 ) | add ( #2 , const_1 )
in a certain archery competition , points were awarded as follows : the first place winner receives n0 points , the second place winner receives n1 points , the third place winner receives n2 points and the fourth place winner receives n3 points . no other points are awarded . john participated several times in the competition and finished first , second , third , or fourth each time . the product of all the points he received was n4 . how many times did he participate in the competition ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 ) | sqrt ( #3 ) | floor ( #4 )
the ratio of male to female in a class is n0 : n1 . the career preference of the students in the class are to be represented in a circle graph . if the area of the graph allocated to each career preference is to be proportional to the number of students who have that career preference , how many degrees of the circle should be used to represent a career that is preferred by one third of the males and two - third of the females in the class ?	add ( n0 , n1 ) | divide ( const_2 , const_3 ) | divide ( const_2 , #0 ) | divide ( n1 , #0 ) | divide ( #2 , const_3 ) | multiply ( #3 , #1 ) | multiply ( #4 , const_360 ) | multiply ( #5 , const_360 ) | add ( #6 , #7 )
john and jacob set out together on bicycle traveling at n3 and n1 miles per hour , respectively . after n2 minutes , john stops to fix a flat tire . if it takes john one hour to fix the flat tire and jacob continues to ride during this time , how many hours will it take john to catch up to jacob assuming he resumes his ride at n3 miles per hour ? ( consider john ' s deceleration / acceleration before / after the flat to be negligible )	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | subtract ( n1 , #4 ) | add ( #1 , #5 ) | divide ( #6 , #4 )
john and jacob set out together on bicycle traveling at n3 and n1 miles per hour , respectively . after n2 minutes , john stops to fix a flat tire . if it takes john one hour to fix the flat tire and jacob continues to ride during this time , how many hours will it take john to catch up to jacob assuming he resumes his ride at n3 miles per hour ? ( consider john ' s deceleration / acceleration before / after the flat to be negligible )	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | subtract ( n1 , #4 ) | add ( #1 , #5 ) | divide ( #6 , #4 )
for my anniversary , i decided to surprise my wife . since she is a voracious reader , i decided to collect a lot of books for her . on the first day of the month , i bought one book , on the second , i bought two and on the third , i bought three . this process went on till the anniversary and on the day , i had n0 books with me to gift her . can you calculate , on which day is our anniversary ?	divide ( n0 , const_10 )
a certain music store stocks n0 cellos and n1 violas . of these instruments , there are n2 cello - viola pairs , such that a cello and a viola were both made with wood from the same tree ( each tree can make at most one viola and one cello , so there are no pairs other than these n3 ) . if one viola and one cello are chosen at random , what is the probability that the two instruments are made with wood from the same tree ?	divide ( n2 , n0 ) | divide ( const_1 , n1 ) | multiply ( #0 , #1 )
in a certain archery competition , points were awarded as follows : the first place winner receives n0 points , the second place winner receives n1 points , the third place winner receives n2 points and the fourth place winner receives n3 points . no other points are awarded . john participated several times in the competition and finished first , second , third , or fourth each time . the product of all the points he received was n4 . how many times did he participate in the competition ?	multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | divide ( n4 , #2 ) | sqrt ( #3 ) | floor ( #4 )
n8 different airplanes owned by a rock band will be refueling today at the same airport . there are n3 larger planes carrying people and n3 smaller planes carrying equipment . all tanks are empty and will need to be filled completely . the n3 smaller tanks hold n4 liters each and the larger tanks are n6 % bigger . fuel is . n6 cents a liter and there is a charge of $ n7 service for each plane . how much will it cost to fill all n8 planes ?	divide ( const_1 , const_2 ) | multiply ( n0 , n7 ) | multiply ( n1 , n4 ) | multiply ( n4 , n5 ) | divide ( #3 , n7 ) | add ( n4 , #4 ) | multiply ( n1 , #5 ) | add ( #2 , #6 ) | multiply ( #7 , #0 ) | add ( #1 , #8 )
two cars start from the opposite places of a main road , n0 km apart . first car runs for n3 km and takes a right turn and then runs n2 km . it then turns left and then runs for another n3 km and then takes the direction back to reach the main road . in the mean time , due to minor break down the other car has run only n4 km along the main road . what would be the distance between two cars at this point ?	add ( n1 , n1 ) | subtract ( n0 , n4 ) | subtract ( #1 , #0 )
john and jacob set out together on bicycle traveling at n3 and n1 miles per hour , respectively . after n2 minutes , john stops to fix a flat tire . if it takes john two hour to fix the flat tire and jacob continues to ride during this time , how many hours will it take john to catch up to jacob assuming he resumes his ride at n3 miles per hour ? ( consider john ' s deceleration / acceleration before / after the flat to be negligible )	divide ( n2 , const_60 ) | subtract ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #2 , #3 ) | subtract ( n1 , #4 ) | add ( #1 , #5 ) | divide ( #6 , #4 )
sarah operated her lemonade stand monday through friday over a two week period and made a total profit of n0 dollars . on hot days she sold cups of lemonade for a price that was n1 percent higher than the regular days . each cup she sold had a total cost of n2 cents and sarah did not incur any other costs . if every day she sold exactly n3 cups and n4 of the days were hot , then what was the price of n5 cup on a hot day ?	add ( const_1 , const_4 ) | add ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #4 , #5 ) | multiply ( n4 , #3 ) | subtract ( #5 , n4 ) | add ( n0 , #6 ) | multiply ( n3 , #8 ) | multiply ( n3 , #7 ) | add ( #10 , #11 ) | divide ( #9 , #12 ) | multiply ( #13 , #3 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
of all the students in a certain dormitory , n0 / n1 are first - year students and the rest are second - year students . if n4 / n3 of the first - year students have not declared a major and if the fraction of second - year students who have declared a major is n4 times the fraction of first - year students who have declared a major , what fraction of all the students in the dormitory are second - year students who have not declared a major ?	divide ( n2 , n3 ) | subtract ( const_1 , #0 )
n11 people { a n12 , a n7 no_ascii_6 a n11 } meet and shake hands in a circular fashion . in other words , there are totally n11 handshakes involving the pairs , { a n12 , a n7 } , { a n7 , a n8 } , no_ascii_6 , { a n9 , a n11 } , { a n11 , a n12 } . then size of the smallest set of people such that the rest have shaken hands with at least one person in the set is	divide ( n0 , const_3 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
amit and ian paint a wall in alternating shifts . first amit paints alone , then ian paints alone , then amit paints alone , etc . during each of his shifts , amit paints n2 / n1 of the remaining unpainted area of the wall , while ian paints n2 / n3 of the remaining unpainted area of the wall during each of his shifts . if amit goes first , what fraction of the wall ' s area will remain unpainted after amit has completed his n4 th shift ?	divide ( n0 , n1 ) | subtract ( n0 , #0 ) | divide ( #1 , n3 ) | subtract ( #1 , #2 ) | divide ( #3 , n1 ) | divide ( #4 , n3 ) | subtract ( #4 , #5 ) | divide ( #6 , n1 ) | divide ( #7 , n3 ) | subtract ( #7 , #8 ) | divide ( #9 , n1 ) | divide ( #10 , n3 ) | subtract ( #10 , #11 ) | divide ( #12 , n1 ) | divide ( #13 , n3 ) | subtract ( #13 , #14 ) | divide ( #15 , n1 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
sarah operated her lemonade stand monday through friday over a two week period and made a total profit of n0 dollars . on hot days she sold cups of lemonade for a price that was n1 percent higher than the regular days . each cup she sold had a total cost of n2 cents and sarah did not incur any other costs . if every day she sold exactly n3 cups and n4 of the days were hot , then what was the price of n5 cup on a hot day ?	add ( n5 , const_4 ) | add ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #4 , #5 ) | multiply ( n4 , #3 ) | subtract ( #5 , n4 ) | add ( n0 , #6 ) | multiply ( n3 , #8 ) | multiply ( n3 , #7 ) | add ( #10 , #11 ) | divide ( #9 , #12 ) | multiply ( #13 , #3 )
rectangular tile each of size n0 cm by n1 cm must be laid horizontally on a rectangular floor of size n2 cm by n3 cm , such that the tiles do not overlap and they are placed with edges jutting against each other on all edges . a tile can be placed in any orientation so long as its edges are parallel to the edges of floor . no tile should overshoot any edge of the floor . the maximum number of tiles that can be accommodated on the floor is :	multiply ( n2 , n3 ) | multiply ( n0 , n1 ) | divide ( #0 , #1 )
the function f ( y ) represents the number of ways that prime numbers can be uniquely summed to form a certain number y such that y = a + b + c + d no_ascii_6 where those summed variables are each prime and a no_ascii_76 b no_ascii_76 c no_ascii_76 d . . . for instance f ( n0 ) = n9 and the unique ways are n6 + n6 + n6 + n6 and n6 + n9 + n9 and n9 + n10 . what is f ( n11 ) ?	add ( n2 , n2 ) | add ( n1 , #0 )
a software engineer starts from home at n2 pm for every walk on a route which has level road for some distance and a then a hillock . he walks speed of n4 kmph on level ground and then at a speed of n2 kmph on the uphill and then down the hill at a speed of n3 kmph to the level ground and then at a speed of n4 kmph to the home if he reaches home at n5 pm . what is the distance one way of his route ?	add ( n1 , n3 ) | add ( n0 , n1 ) | subtract ( n5 , n0 ) | add ( #0 , #1 ) | divide ( #3 , const_4 ) | subtract ( #4 , const_0_25 ) | multiply ( #2 , #5 ) | divide ( #6 , const_2 )
sarah operated her lemonade stand monday through friday over a two week period and made a total profit of n0 dollars . on hot days she sold cups of lemonade for a price that was n1 percent higher than the regular days . each cup she sold had a total cost of n2 cents and sarah did not incur any other costs . if every day she sold exactly n3 cups and n4 of the days were hot , then what was the price of n5 cup on a hot day ?	add ( n5 , const_4 ) | add ( n1 , const_100 ) | divide ( n2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n3 , #2 ) | multiply ( #0 , const_2 ) | multiply ( #4 , #5 ) | multiply ( n4 , #3 ) | subtract ( #5 , n4 ) | add ( n0 , #6 ) | multiply ( n3 , #8 ) | multiply ( n3 , #7 ) | add ( #10 , #11 ) | divide ( #9 , #12 ) | multiply ( #13 , #3 )
a honey bee flies for n0 seconds , from a daisy to a rose . it immediately continues to a poppy , flying for n2 additional seconds . the distance the bee passed , flying from the daisy to the rose is n2 meters longer than the distance it passed flying from the rose to the poppy . the bee flies to the poppy at n3 meters per second faster than her speed flying to the rose . the bee flies how many meters per second from the daisy to the rose ?	multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
in a certain math department , students are required to enroll in either calculus or trigonometry , each of which is offered in beginner and advanced courses . the number of students enrolled in trigonometry is n0 % greater than the number of students enrolled in calculus , and n1 % of calculus students are enrolled in the beginner course . if n2 / n3 of students are in the beginner courses , and one student is selected at random , what is the probability that a beginner trigonometry student is selected ?	divide ( n2 , n3 ) | multiply ( n0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , n1 ) | divide ( #5 , #3 ) | multiply ( #6 , #1 )
a textile manufacturing firm employees n1 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n1 looms is rs n2 , n3 , n7 and the monthly manufacturing expenses is rs n5 , n6 , n7 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n8 . if one loom breaks down and remains idle for one month , the decrease in profit is :	multiply ( n2 , const_1000 ) | multiply ( n6 , const_2 ) | subtract ( n0 , n4 ) | add ( n6 , #1 ) | divide ( #2 , n0 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | subtract ( #6 , #7 ) | subtract ( #9 , n6 ) | subtract ( #8 , #10 )
a textile manufacturing firm employees n1 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n1 looms is rs n2 , n3 , n7 and the monthly manufacturing expenses is rs n5 , n6 , n7 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n8 . if one loom breaks down and remains idle for one month , the decrease in profit is :	multiply ( n2 , const_1000 ) | multiply ( n6 , const_2 ) | subtract ( n0 , n4 ) | add ( n6 , #1 ) | divide ( #2 , n0 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | subtract ( #6 , #7 ) | subtract ( #9 , n6 ) | subtract ( #8 , #10 )
in a certain math department , students are required to enroll in either calculus or trigonometry , each of which is offered in beginner and advanced courses . the number of students enrolled in trigonometry is n0 % greater than the number of students enrolled in calculus , and n1 % of calculus students are enrolled in the beginner course . if n2 / n3 of students are in the beginner courses , and one student is selected at random , what is the probability that an advanced trigonometry student is selected ?	divide ( n2 , n3 ) | multiply ( n0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , n1 ) | divide ( #5 , #3 ) | multiply ( #6 , #1 )
a honey bee flies for n0 seconds , from a daisy to a rose . it immediately continues to a poppy , flying for n1 additional seconds . the distance the bee passed , flying from the daisy to the rose is n2 meters longer than the distance it passed flying from the rose to the poppy . the bee flies to the poppy at n3 meters per second faster than her speed flying to the rose . the bee flies how many meters per second from the daisy to the rose ?	multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
hillary and eddy are climbing to the summit of mt . everest from a base camp n0 ft from the summit . when they depart for the summit at n1 : n2 , hillary climbs at a rate of n3 ft / hr with eddy lagging behind at a slower rate of n4 ft / hr . if hillary stops n6 ft short of the summit and then descends at a rate of n6 ft / hr , at what time do hillary and eddy pass each other on her return trip ?	subtract ( n0 , n5 ) | divide ( #0 , n3 ) | add ( n1 , #1 ) | add ( #2 , const_1 )
there are n0 people who has to cross a stretch of n1 km . they normally run at a speed of n2 kmph . one of them has a bike that travels at n3 kmph . the bike first takes one person alone and crosses the stretch while the other two keep running . then he comes back without wasting time and picks up another person from the way , drives him across the stretch , and does the same for the last person . how long does this whole process take ?	add ( n2 , n3 ) | divide ( n1 , n3 ) | multiply ( n2 , n2 ) | multiply ( n2 , #1 ) | subtract ( n1 , #3 ) | divide ( #4 , #0 ) | subtract ( #4 , #2 ) | add ( #1 , #5 ) | subtract ( n1 , #6 ) | add ( #7 , #5 ) | divide ( #8 , #0 ) | add ( #10 , #10 ) | add ( #9 , #11 )
at a tanning salon , customers are charged $ n4 for their first visit in a calendar month and $ n1 for each visit after that in the same calendar month . in the last calendar month , n2 customers visited the salon , of which n3 made a second visit , and n4 made a third visit . all other customers made only one visit . if those visits were the only source of revenue for the salon , what was the revenue for the last calendar month at the salon ?	add ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
a honey bee flies for n0 seconds , from a daisy to a rose . it immediately continues to a poppy , flying for n1 additional seconds . the distance the bee passed , flying from the daisy to the rose is n2 meters longer than the distance it passed flying from the rose to the poppy . the bee flies to the poppy at n3 meters per second faster than her speed flying to the rose . the bee flies how many meters per second from the daisy to the rose ?	multiply ( n1 , n3 ) | add ( n2 , #0 ) | divide ( #1 , n0 )
a textile manufacturing firm employees n1 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n1 looms is rs n2 , n3 , n7 and the monthly manufacturing expenses is rs n5 , n6 , n7 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n8 . if one loom breaks down and remains idle for one month , the decrease in profit is :	multiply ( n2 , const_1000 ) | multiply ( n6 , const_2 ) | subtract ( n0 , n4 ) | add ( n6 , #1 ) | divide ( #2 , n0 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | subtract ( #6 , #7 ) | subtract ( #9 , n6 ) | subtract ( #8 , #10 )
a textile manufacturing firm employees n6 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n6 looms is rs n2 , n3 , n7 and the monthly manufacturing expenses is rs n5 , n6 , n7 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n8 . if one loom breaks down and remains idle for one month , the decrease in profit is :	multiply ( n2 , const_1000 ) | multiply ( n6 , const_2 ) | subtract ( n0 , n4 ) | add ( n6 , #1 ) | divide ( #2 , n0 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | subtract ( #6 , #7 ) | subtract ( #9 , n6 ) | subtract ( #8 , #10 )
two heavily loaded sixteen - wheeler transport trucks are n0 kilometers apart , sitting at two rest stops on opposite sides of the same highway . driver a begins heading down the highway driving at an average speed of n1 kilometers per hour . exactly one hour later , driver b starts down the highway toward driver a , maintaining an average speed of n2 kilometers per hour . how many kilometers farther than driver b , will driver a have driven when they meet and pass each other on the highway ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 ) | add ( n1 , #4 )
two heavily loaded sixteen - wheeler transport trucks are n0 kilometers apart , sitting at two rest stops on opposite sides of the same highway . driver a begins heading down the highway driving at an average speed of n1 kilometers per hour . exactly one hour later , driver b starts down the highway toward driver a , maintaining an average speed of n2 kilometers per hour . how many kilometers farther than driver b , will driver a have driven when they meet and pass each other on the highway ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 ) | add ( n1 , #4 )
in a certain math department , students are required to enroll in either calculus or trigonometry , each of which is offered in beginner and advanced courses . the number of students enrolled in trigonometry is n0 % greater than the number of students enrolled in calculus , and n1 % of calculus students are enrolled in the beginner course . if n2 / n3 of students are in the beginner courses , and one student is selected at random , what is the probability that an advanced trigonometry student is selected ?	divide ( n2 , n3 ) | multiply ( n0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , n1 ) | divide ( #5 , #3 ) | multiply ( #6 , #1 )
a textile manufacturing firm employees n1 looms . it makes fabrics for a branded company . the aggregate sales value of the output of the n1 looms is rs n2 , n3 , n7 and the monthly manufacturing expenses is rs n5 , n6 , n7 . assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms . monthly establishment charges are rs n8 . if one loom breaks down and remains idle for one month , the decrease in profit is :	multiply ( n2 , const_1000 ) | multiply ( n6 , const_2 ) | subtract ( n0 , n4 ) | add ( n6 , #1 ) | divide ( #2 , n0 ) | multiply ( #0 , const_100 ) | multiply ( #4 , #5 ) | multiply ( #4 , #1 ) | subtract ( #5 , #3 ) | subtract ( #6 , #7 ) | subtract ( #9 , n6 ) | subtract ( #8 , #10 )
in a certain math department , students are required to enroll in either calculus or trigonometry , each of which is offered in beginner and advanced courses . the number of students enrolled in trigonometry is n0 % greater than the number of students enrolled in calculus , and n1 % of calculus students are enrolled in the beginner course . if n2 / n3 of students are in the beginner courses , and one student is selected at random , what is the probability that a beginner trigonometry student is selected ?	divide ( n2 , n3 ) | multiply ( n0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , n1 ) | divide ( #5 , #3 ) | multiply ( #6 , #1 )
in a certain math department , students are required to enroll in either calculus or trigonometry , each of which is offered in beginner and advanced courses . the number of students enrolled in trigonometry is n0 % greater than the number of students enrolled in calculus , and n1 % of calculus students are enrolled in the beginner course . if n2 / n3 of students are in the beginner courses , and one student is selected at random , what is the probability that an advanced trigonometry student is selected ?	divide ( n2 , n3 ) | multiply ( n0 , const_2 ) | add ( n0 , #1 ) | add ( #2 , #1 ) | multiply ( #3 , #0 ) | subtract ( #4 , n1 ) | divide ( #5 , #3 ) | multiply ( #6 , #1 )
set r is composed of n14 numbers , labeled r n8 through r n14 . set s is also composed of n14 numbers , labeled s n8 through s n14 . set s is defined as follows : s n8 = n8 + r n8 ; s n11 = n11 + r n11 ; and so on , including s n14 = n14 + r n14 . how much larger is the sum of set s ' s mean and range than the sum of set r ' s mean and range ?	subtract ( n0 , n1 ) | subtract ( #0 , const_4 )
at a tanning salon , customers are charged $ n4 for their first visit in a calendar month and $ n1 for each visit after that in the same calendar month . in the last calendar month , n2 customers visited the salon , of which n3 made a second visit , and n4 made a third visit . all other customers made only one visit . if those visits were the only source of revenue for the salon , what was the revenue for the last calendar month at the salon ?	add ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
at a tanning salon , customers are charged $ n4 for their first visit in a calendar month and $ n1 for each visit after that in the same calendar month . in the last calendar month , n2 customers visited the salon , of which n3 made a second visit , and n4 made a third visit . all other customers made only one visit . if those visits were the only source of revenue for the salon , what was the revenue for the last calendar month at the salon ?	add ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
at a tanning salon , customers are charged $ n4 for their first visit in a calendar month and $ n1 for each visit after that in the same calendar month . in the last calendar month , n2 customers visited the salon , of which n3 made a second visit , and n4 made a third visit . all other customers made only one visit . if those visits were the only source of revenue for the salon , what was the revenue for the last calendar month at the salon ?	add ( n0 , n1 ) | subtract ( n2 , n3 ) | multiply ( n3 , #0 ) | multiply ( n0 , #1 ) | add ( #2 , #3 )
edward ' s home have n0 taps , one tap , working alone at its maximum constant rate , can fill a certain sink in n1 seconds . a second tap working alone at its maximum constant rate , can fill a certain sink in n2 seconds . a third tap , working alone at its maximum constant rate , can fill the same sink in n3 seconds . if all taps work together at their respective maximum constant rates , the time it will take to fill the sink is closest to	divide ( n1 , n0 ) | divide ( n2 , n0 ) | divide ( n3 , n0 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , n0 )
two heavily loaded sixteen - wheeler transport trucks are n0 kilometers apart , sitting at two rest stops on opposite sides of the same highway . driver a begins heading down the highway driving at an average speed of n1 kilometers per hour . exactly one hour later , driver b starts down the highway toward driver a , maintaining an average speed of n2 kilometers per hour . how many kilometers farther than driver b , will driver a have driven when they meet and pass each other on the highway ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 ) | add ( n1 , #4 )
two heavily loaded sixteen - wheeler transport trucks are n0 kilometers apart , sitting at two rest stops on opposite sides of the same highway . driver a begins heading down the highway driving at an average speed of n1 kilometers per hour . exactly one hour later , driver b starts down the highway toward driver a , maintaining an average speed of n2 kilometers per hour . how many kilometers farther than driver b , will driver a have driven when they meet and pass each other on the highway ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 ) | add ( n1 , #4 )
two heavily loaded sixteen - wheeler transport trucks are n0 kilometers apart , sitting at two rest stops on opposite sides of the same highway . driver a begins heading down the highway driving at an average speed of n1 kilometers per hour . exactly one hour later , driver b starts down the highway toward driver a , maintaining an average speed of n2 kilometers per hour . how many kilometers farther than driver b , will driver a have driven when they meet and pass each other on the highway ?	add ( n1 , n2 ) | subtract ( n0 , n1 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( #3 , #2 ) | add ( n1 , #4 )
one woman and one man can build a wall together in three hours , but the woman would need the help of two girls in order to complete the same job in the same amount of time . if one man and one girl worked together , it would take them five hours to build the wall . assuming that rates for men , women and girls remain constant , how many hours would it take one woman , one man , and one girl , working together , to build the wall ?	add ( const_1 , const_4 ) | divide ( const_3 , const_2 ) | add ( #0 , const_4 ) | inverse ( #0 ) | inverse ( #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( #7 , #3 ) | divide ( #8 , #1 ) | add ( #9 , #3 ) | inverse ( #10 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
bill and jane play a simple game involving two fair dice , each of which has n2 sides numbered from n1 to n2 ( with an equal chance of landing on any side ) . bill rolls the dice and his score is the total of the two dice . jane then rolls the dice and her score is the total of her two dice . if jane no_ascii_32 s score is higher than bill no_ascii_32 s , she wins the game . what is the probability the jane will win the game ?	multiply ( n0 , n0 ) | subtract ( n0 , n1 ) | multiply ( #1 , const_2 ) | multiply ( n0 , #1 ) | power ( #0 , const_2 ) | add ( n1 , #2 ) | multiply ( #5 , #3 ) | divide ( #6 , n0 ) | multiply ( #7 , const_2 ) | add ( #8 , #0 ) | divide ( #9 , #4 ) | subtract ( n1 , #10 ) | divide ( #11 , const_2 )
two cars a and b start from boston and new york respectively simultaneously and travel towards each other at constant speeds along the same route . after meeting at a point between boston and new york the two cars a and b proceed to their respective destinations of new york and boston . car a reaches new york n0 minutes after the two cars have met and car b reaches boston n1 minutes after they have met . how long did car a take to cover the distance between boston and new york ?	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
one woman and one man can build a wall together in four hours , but the woman would need the help of two girls in order to complete the same job in the same amount of time . if one man and one girl worked together , it would take them eight hours to build the wall . assuming that rates for men , women and girls remain constant , how many hours would it take one woman , one man , and one girl , working together , to build the wall ?	add ( const_1 , const_4 ) | divide ( const_3 , const_2 ) | add ( #0 , const_4 ) | inverse ( #0 ) | inverse ( #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( #7 , #3 ) | divide ( #8 , #1 ) | add ( #9 , #3 ) | inverse ( #10 )
there are n0 freshmen at a particular college , all of whom must take at least one of the n7 core classes : art , biology , and calculus . of these freshmen , n2 take only biology , n3 take only calculus , n4 take all n7 classes , and n6 take art and exactly one of the other two core classes . if the number of freshmen who take only art is n7 times the number of freshmen who take every core class except art , how many freshmen take art ?	add ( n2 , n3 ) | add ( n4 , #0 ) | add ( n6 , #1 ) | subtract ( n0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , const_4 ) | add ( n6 , #5 ) | add ( n4 , #6 )
two drivers began their journey with the same amount of petrol in their cars at the same time . the only difference is that the first driver no_ascii_40 s car could drive n2 hours in that amount of petrol and the second one could drive n1 hours . however , they only drove for some time and found that the amount of petrol that was left in one of the cars was n2 times the petrol left in the other one . for how long had they driven at this point of time ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( n0 , const_1 ) | multiply ( n0 , #0 ) | subtract ( #3 , #1 ) | divide ( #2 , #4 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
one woman and one man can build a wall together in five hours , but the woman would need the help of two girls in order to complete the same job in the same amount of time . if one man and one girl worked together , it would take them nine hours to build the wall . assuming that rates for men , women and girls remain constant , how many hours would it take one woman , one man , and one girl , working together , to build the wall ?	add ( const_1 , const_4 ) | divide ( const_3 , const_2 ) | add ( #0 , const_4 ) | inverse ( #0 ) | inverse ( #2 ) | multiply ( #3 , const_2 ) | add ( #4 , #5 ) | divide ( #6 , const_2 ) | subtract ( #7 , #3 ) | divide ( #8 , #1 ) | add ( #9 , #3 ) | inverse ( #10 )
one woman and one man can build a wall together in one hour , but the woman would need the help of two girls in order to complete the same job in the same amount of time . if one man and one girl worked together , it would take them two hours to build the wall . assuming that rates for men , women and girls remain constant , how many hours would it take one woman , one man , and one girl , working together , to build the wall ?	add ( const_2 , const_2 ) | add ( #0 , const_3 )
of all the students in a certain dormitory , n4 / n5 are first - year students and the rest are second - year students . if n2 / n3 of the first - year students have not declared a major and if the fraction of second - year students who have declared a major is n4 / n5 times the fraction of first - year students who have declared a major , what fraction of all the students in the dormitory are second - year students who have not declared a major ?	divide ( n0 , n1 ) | multiply ( n5 , const_10 ) | divide ( n0 , #1 ) | subtract ( #0 , #2 )
two cars a and b start from boston and new york respectively simultaneously and travel towards each other at constant speeds along the same route . after meeting at a point between boston and new york the two cars a and b proceed to their respective destinations of new york and boston . car a reaches new york n0 minutes after the two cars have met and car b reaches boston n1 minutes after they have met . how long did car a take to cover the distance between boston and new york ?	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
of all the students in a certain dormitory , n4 / n1 are first - year students and the rest are second - year students . if n2 / n3 of the first - year students have not declared a major and if the fraction of second - year students who have declared a major is n4 / n5 times the fraction of first - year students who have declared a major , what fraction of all the students in the dormitory are second - year students who have not declared a major ?	divide ( n0 , n1 ) | multiply ( n5 , const_10 ) | divide ( const_1 , #1 ) | subtract ( #0 , #2 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
two cars a and b start from boston and new york respectively simultaneously and travel towards each other at constant speeds along the same route . after meeting at a point between boston and new york the two cars a and b proceed to their respective destinations of new york and boston . car a reaches new york n0 minutes after the two cars have met and car b reaches boston n1 minutes after they have met . how long did car a take to cover the distance between boston and new york ?	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
two cars a and b start from boston and new york respectively simultaneously and travel towards each other at constant speeds along the same route . after meeting at a point between boston and new york the two cars a and b proceed to their respective destinations of new york and boston . car a reaches new york n0 minutes after the two cars have met and car b reaches boston n1 minutes after they have met . how long did car a take to cover the distance between boston and new york ?	divide ( n0 , n1 ) | sqrt ( #0 ) | multiply ( n1 , #1 ) | add ( n0 , #2 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
each of the n0 members in lourdes school class is required to sign up for a minimum of one and a maximum of n7 academic clubs . the n7 clubs to choose from are the poetry club , the history club , and the writing club . a total of n3 students sign up for the poetry club , n4 students for the history club , and n5 students for the writing club . if n6 students sign up for exactly two clubs , how many students sign up for all n7 clubs ?	add ( n3 , n4 ) | add ( n5 , #0 ) | subtract ( #1 , n0 ) | subtract ( #2 , n6 ) | divide ( #3 , const_2 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
in a full deck of n0 cards , there are n1 spades . a game is played whereby a card from is chosen at random from the deck . if the card is a spade , a winner is declared . if the card is not a spade , it is returned to the deck , the deck is reshuffled and another card is drawn . this process is repeated until a spade is drawn . what is the probability that one will pick the first spade on the second draw or later ?	divide ( n1 , n0 ) | subtract ( const_1 , #0 )
in a forest n0 deer were caught , tagged with electronic markers , then released . a week later , n2 deer were captured in the same forest . of these n2 deer , it was found that n3 had been tagged with the electronic markers . if the percentage of tagged deer in the second sample approximates the percentage of tagged deer in the forest , and if no deer had either left or entered the forest over the preceding week , what is the approximate number of deer in the forest ?	multiply ( n1 , n3 )
a techno company has n0 machines of equal efficiency in its factory . the annual manufacturing costs are rs n1 and establishment charges are rs n2 . the annual output of the company is rs n3 . the annual output and manufacturing costs are directly proportional to the number of machines . the shareholders get n4 profit , which is directly proportional to the annual output of the company . if n5 machines remain closed throughout the year , then the percentage decrease in the amount of profit of the shareholders would be :	divide ( n4 , const_100 ) | subtract ( n3 , n1 ) | subtract ( n0 , const_1 ) | divide ( #2 , n0 ) | subtract ( #1 , n2 ) | multiply ( #0 , #4 ) | multiply ( #3 , #1 ) | subtract ( #6 , n2 ) | multiply ( #0 , #7 ) | subtract ( #5 , #8 ) | divide ( #9 , #5 ) | multiply ( #10 , const_100 )
a and b start a business , with a investing the total capital of rs . n0 , on the condition that b pays a interest @ n1 % per annum on his half of the capital . a is a working partner and receives rs . n2 per month from the total profit and any profit remaining is equally shared by both of them . at the end of the year , it was found that the income of a is twice that of b . find the total profit for the year ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_4 ) | add ( n2 , #3 )
a and b start a business , with a investing the total capital of rs . n0 , on the condition that b pays a interest @ n1 % per annum on his half of the capital . a is a working partner and receives rs . n2 per month from the total profit and any profit remaining is equally shared by both of them . at the end of the year , it was found that the income of a is twice that of b . find the total profit for the year ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_4 ) | add ( n2 , #3 )
pipe a and pipe b fill water into a tank of capacity n0 litres , at a rate of n1 l / min and n2 l / min . pipe c drains at a rate of n3 l / min . pipe a is open for n4 min and closed , then pipe b is open for n6 min and closed . further the pipe c is opened and drained for another n6 min . this process is repeated until the tank is filled . how long will it take to fill the tank ?	add ( n4 , n5 ) | multiply ( n2 , n5 ) | multiply ( n3 , n5 ) | add ( n5 , #0 ) | add ( n1 , #1 ) | subtract ( #4 , #2 ) | divide ( n0 , #5 ) | multiply ( #3 , #6 )
a and b start a business , with a investing the total capital of rs . n0 , on the condition that b pays a interest @ n1 % per annum on his half of the capital . a is a working partner and receives rs . n2 per month from the total profit and any profit remaining is equally shared by both of them . at the end of the year , it was found that the income of a is twice that of b . find the total profit for the year ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_4 ) | add ( n2 , #3 )
country c imposes a two - tiered tax on imported cars : the first tier imposes a tax of n0 % of the car ' s price up to a certain price level . if the car ' s price is higher than the first tier ' s level , the tax on the portion of the price that exceeds this value is n1 % . if ron imported a $ n2 , n3 imported car and ended up paying $ n4 in taxes , what is the first tier ' s price level ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | multiply ( #2 , const_3 ) | subtract ( #1 , #0 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( n3 , #6 ) | divide ( #7 , #4 )
pipe a and pipe b fill water into a tank of capacity n0 litres , at a rate of n1 l / min and n2 l / min . pipe c drains at a rate of n3 l / min . pipe a is open for n4 min and closed , then pipe b is open for n6 min and closed . further the pipe c is opened and drained for another n6 min . this process is repeated until the tank is filled . how long will it take to fill the tank ?	add ( n4 , n5 ) | multiply ( n2 , const_2 ) | multiply ( n3 , n5 ) | add ( n5 , #0 ) | add ( n1 , #1 ) | subtract ( #4 , #2 ) | divide ( n0 , #5 ) | multiply ( #3 , #6 )
pipe a and pipe b fill water into a tank of capacity n0 litres , at a rate of n1 l / min and n2 l / min . pipe c drains at a rate of n3 l / min . pipe a is open for n4 min and closed , then pipe b is open for n6 min and closed . further the pipe c is opened and drained for another n6 min . this process is repeated until the tank is filled . how long will it take to fill the tank ?	add ( n4 , n5 ) | multiply ( n2 , n5 ) | multiply ( n3 , n5 ) | add ( n5 , #0 ) | add ( n1 , #1 ) | subtract ( #4 , #2 ) | divide ( n0 , #5 ) | multiply ( #3 , #6 )
country c imposes a two - tiered tax on imported cars : the first tier imposes a tax of n2 % of the car ' s price up to a certain price level . if the car ' s price is higher than the first tier ' s level , the tax on the portion of the price that exceeds this value is n1 % . if ron imported a $ n2 , n3 imported car and ended up paying $ n4 in taxes , what is the first tier ' s price level ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | multiply ( #2 , const_3 ) | subtract ( #1 , #0 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( n3 , #6 ) | divide ( #7 , #4 )
a and b start a business , with a investing the total capital of rs . n0 , on the condition that b pays a interest @ n1 % per annum on his half of the capital . a is a working partner and receives rs . n2 per month from the total profit and any profit remaining is equally shared by both of them . at the end of the year , it was found that the income of a is twice that of b . find the total profit for the year ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_4 ) | add ( n2 , #3 )
a and b start a business , with a investing the total capital of rs . n0 , on the condition that b pays a interest @ n1 % per annum on his half of the capital . a is a working partner and receives rs . n2 per month from the total profit and any profit remaining is equally shared by both of them . at the end of the year , it was found that the income of a is twice that of b . find the total profit for the year ?	divide ( n0 , const_2 ) | divide ( #0 , n1 ) | multiply ( #1 , const_3 ) | multiply ( #2 , const_4 ) | add ( n2 , #3 )
a polling company found that , of n8 households surveyed , n1 spent at least $ n9 per month on both gasoline and electricity , n3 spent at least $ n9 per month on gasoline but not on electricity , and for every household that did not spend at least $ n9 per month on gasoline or electricity , n6 spent at least $ n9 per month on electricity but not on gasoline . how many of the n8 households did not spend at least $ n9 per month on either gasoline or electricity ?	add ( n1 , n3 ) | add ( n6 , const_1 ) | subtract ( n0 , #0 ) | divide ( #2 , #1 )
country c imposes a two - tiered tax on imported cars : the first tier imposes a tax of n2 % of the car ' s price up to a certain price level . if the car ' s price is higher than the first tier ' s level , the tax on the portion of the price that exceeds this value is n1 % . if ron imported a $ n2 , n3 imported car and ended up paying $ n4 in taxes , what is the first tier ' s price level ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | multiply ( #2 , const_3 ) | subtract ( #1 , #0 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( n3 , #6 ) | divide ( #7 , #4 )
country c imposes a two - tiered tax on imported cars : the first tier imposes a tax of n2 % of the car ' s price up to a certain price level . if the car ' s price is higher than the first tier ' s level , the tax on the portion of the price that exceeds this value is n1 % . if ron imported a $ n2 , n3 imported car and ended up paying $ n4 in taxes , what is the first tier ' s price level ?	divide ( n1 , const_100 ) | divide ( n0 , const_100 ) | multiply ( const_2 , const_3 ) | multiply ( #2 , const_3 ) | subtract ( #1 , #0 ) | multiply ( #3 , const_1000 ) | multiply ( #0 , #5 ) | subtract ( n3 , #6 ) | divide ( #7 , #4 )
a group of hikers is planning a trip that will take them up a mountain using one route and back down using another route . they plan to travel down the mountain at a rate of one and a half times the rate they will use on the way up , but the time each route will take is the same . if they will go up the mountain at a rate of n0 miles per day and it will take them two days , how many miles long is the route down the mountain ?	divide ( const_3 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
a person walks from one end to the other of a n0 - meter long moving walkway at a constant rate in n1 seconds , assisted by the walkway . when this person reaches the end , they reverse direction and continue walking with the same speed , but this time it takes n2 seconds because the person is traveling against the direction of the moving walkway . if the walkway were to stop moving , how many seconds would it take this person to walk from one end of the walkway to the other ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a group of hikers is planning a trip that will take them up a mountain using one route and back down using another route . they plan to travel down the mountain at a rate of one and a half times the rate they will use on the way up , but the time each route will take is the same . if they will go up the mountain at a rate of n0 miles per day and it will take them two days , how many miles long is the route down the mountain ?	divide ( const_3 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 brothers adam , bill , charles and david together contributed certain amount of money and purchased a car . the contribution made by adam is half that of the total contribution made by the other n3 brothers , contribution made by bill is one - fourth of the total contribution made by the other n3 brothers and the contribution made by charles is two - third of the total contribution made by the other n3 brothers . if the total price of the car is $ n4 , find the contribution made by david .	add ( const_1 , const_2 ) | add ( n0 , const_1 ) | divide ( n1 , const_2 ) | add ( #2 , const_1 ) | divide ( n4 , #0 ) | divide ( n4 , #1 ) | add ( #4 , #5 ) | divide ( n4 , #3 ) | add ( #6 , #7 ) | subtract ( n4 , #8 )
an automobile parts supplier charges $ n6 per package of gaskets . when a customer orders more than n4 packages of gaskets , the supplier charges n2 / n3 the price for each package in excess of n4 . during a certain week , the supplier sold n5 packages of gaskets . if n6 percent of the gaskets went to company x , n7 percent to company y , and the rest to company z , what was the total amount , in dollars , that the parts supplier received in payment for the gaskets ?	divide ( n2 , n3 ) | divide ( n6 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n0 , #4 ) | subtract ( n5 , #4 ) | add ( #5 , #5 ) | subtract ( #6 , #4 ) | subtract ( #8 , n1 ) | multiply ( #3 , #9 ) | add ( #10 , #2 ) | add ( #11 , #7 )
in the standard formulation of a flavored drink the ratio by volume of flavoring to corn syrup to water is n0 : n1 : n2 . in the ` ` sport ' ' formulation , the ratio of flavoring to corn syrup is n4 times as great as in the standard formulation , and the ratio of flavoring to water is half that of the standard formulation . if a large bottle of the ` ` sport ' ' formulation contains n4 ounces of corn syrup , how many ounces of water does it contain ?	divide ( n1 , const_3 ) | multiply ( n2 , const_2 ) | divide ( n3 , #0 ) | multiply ( #2 , #1 )
a group of hikers is planning a trip that will take them up a mountain using one route and back down using another route . they plan to travel down the mountain at a rate of one and a half times the rate they will use on the way up , but the time each route will take is the same . if they will go up the mountain at a rate of n0 miles per day and it will take them two days , how many miles long is the route down the mountain ?	divide ( const_3 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
a person walks from one end to the other of a n0 - meter long moving walkway at a constant rate in n1 seconds , assisted by the walkway . when this person reaches the end , they reverse direction and continue walking with the same speed , but this time it takes n2 seconds because the person is traveling against the direction of the moving walkway . if the walkway were to stop moving , how many seconds would it take this person to walk from one end of the walkway to the other ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a person walks from one end to the other of a n0 - meter long moving walkway at a constant rate in n1 seconds , assisted by the walkway . when this person reaches the end , they reverse direction and continue walking with the same speed , but this time it takes n2 seconds because the person is traveling against the direction of the moving walkway . if the walkway were to stop moving , how many seconds would it take this person to walk from one end of the walkway to the other ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a group of hikers is planning a trip that will take them up a mountain using one route and back down using another route . they plan to travel down the mountain at a rate of one and a half times the rate they will use on the way up , but the time each route will take is the same . if they will go up the mountain at a rate of n0 miles per day and it will take them two days , how many miles long is the route down the mountain ?	divide ( const_3 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
a person walks from one end to the other of a n0 - meter long moving walkway at a constant rate in n1 seconds , assisted by the walkway . when this person reaches the end , they reverse direction and continue walking with the same speed , but this time it takes n2 seconds because the person is traveling against the direction of the moving walkway . if the walkway were to stop moving , how many seconds would it take this person to walk from one end of the walkway to the other ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
an automobile parts supplier charges $ n0 per package of gaskets . when a customer orders more than n4 packages of gaskets , the supplier charges n2 / n3 the price for each package in excess of n4 . during a certain week , the supplier sold n5 packages of gaskets . if n6 percent of the gaskets went to company x , n7 percent to company y , and the rest to company z , what was the total amount , in dollars , that the parts supplier received in payment for the gaskets ?	divide ( n2 , n3 ) | divide ( n6 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n0 , #4 ) | subtract ( n5 , #4 ) | add ( #5 , #5 ) | subtract ( #6 , #4 ) | subtract ( #8 , n1 ) | multiply ( #3 , #9 ) | add ( #10 , #2 ) | add ( #11 , #7 )
an automobile parts supplier charges $ n6 per package of gaskets . when a customer orders more than n4 packages of gaskets , the supplier charges n2 / n3 the price for each package in excess of n4 . during a certain week , the supplier sold n5 packages of gaskets . if n6 percent of the gaskets went to company x , n7 percent to company y , and the rest to company z , what was the total amount , in dollars , that the parts supplier received in payment for the gaskets ?	divide ( n2 , n3 ) | divide ( n6 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n0 , #4 ) | subtract ( n5 , #4 ) | add ( #5 , #5 ) | subtract ( #6 , #4 ) | subtract ( #8 , n1 ) | multiply ( #3 , #9 ) | add ( #10 , #2 ) | add ( #11 , #7 )
a box contains n2 pairs of blue gloves and two pairs of green gloves . each pair consists of a left - hand glove and a right - hand glove . each of the gloves is separate from its mate and thoroughly mixed together with the others in the box . if n2 gloves are randomly selected from the box , what is the probability that a matched set ( i . e . , a left - and right - hand glove of the same color ) will be among the n2 gloves selected ?	add ( n0 , n0 ) | add ( const_10 , const_2 ) | multiply ( #0 , const_10 ) | divide ( #0 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 ) | subtract ( const_1 , #5 )
an automobile parts supplier charges $ n0 per package of gaskets . when a customer orders more than n4 packages of gaskets , the supplier charges n2 / n3 the price for each package in excess of n4 . during a certain week , the supplier sold n5 packages of gaskets . if n6 percent of the gaskets went to company x , n7 percent to company y , and the rest to company z , what was the total amount , in dollars , that the parts supplier received in payment for the gaskets ?	divide ( n2 , n3 ) | divide ( n6 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n0 , #4 ) | subtract ( n5 , #4 ) | add ( #5 , #5 ) | subtract ( #6 , #4 ) | subtract ( #8 , n1 ) | multiply ( #3 , #9 ) | add ( #10 , #2 ) | add ( #11 , #7 )
a person walks from one end to the other of a n0 - meter long moving walkway at a constant rate in n1 seconds , assisted by the walkway . when this person reaches the end , they reverse direction and continue walking with the same speed , but this time it takes n2 seconds because the person is traveling against the direction of the moving walkway . if the walkway were to stop moving , how many seconds would it take this person to walk from one end of the walkway to the other ?	divide ( n0 , n1 ) | divide ( n0 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
a bus travels from town a to town b . if the bus ' s speed is n0 km / hr , it will arrive in town b n1 min later than scheduled . if the bus increases its speed by n2 m / sec , it will arrive in town b n3 min earlier than scheduled . find : a ) the distance between the two towns ; b ) the bus ' s scheduled time of arrival in b ; c ) the speed of the bus when it ' s on schedule .	divide ( n3 , const_60 ) | divide ( n1 , const_60 ) | multiply ( n2 , const_3_6 ) | multiply ( #0 , #2 ) | multiply ( n0 , #1 ) | subtract ( #2 , n0 ) | subtract ( #3 , #4 ) | divide ( #6 , #5 ) | add ( #7 , #1 ) | multiply ( n0 , #8 )
every letter in the alphabet has a number value that is equal to its place in the alphabet . thus , the letter a has a value of n0 , the letter b has a value of n1 , the letter c has a value of n2 , etc . . . the number value of a word is obtained by adding up the value of the letters in the word and then multiplying that sum by the length of the word . what is the number value of the word ` ` cow ' ' ?	multiply ( n1 , const_10 ) | subtract ( #0 , n1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | multiply ( n2 , #3 )
hillary and eddy are climbing to the summit of mt . everest from a base camp n0 , n1 ft from the summit . when they depart for the summit at n2 : n3 , hillary climbs at a rate of n4 ft / hr with eddy lagging behind at a slower rate of n5 ft / hr . if hillary stops n6 ft short of the summit and then descends at a rate of n7 , n8 ft / hr , at what time do hillary and eddy pass each other on her return trip ?	divide ( n4 , const_100 ) | divide ( n3 , n5 ) | divide ( n4 , n5 ) | add ( #2 , const_1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | divide ( #4 , #1 ) | multiply ( #6 , #5 ) | divide ( #7 , #3 ) | add ( #8 , #6 ) | add ( n1 , #9 )
a , b , and c are integers and a < b < c . s is the set of all integers from a to b , inclusive . q is the set of all integers from b to c , inclusive . the median of set s is ( n0 / n2 ) * b . the median of set q is ( n2 / n3 ) * c . if r is the set of all integers from a to c , inclusive , what fraction of c is the median of set r ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | divide ( const_1 , #5 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
every letter in the alphabet has a number value that is equal to its place in the alphabet . thus , the letter a has a value of n0 , the letter b has a value of n1 , the letter c has a value of n2 , etc . . . the number value of a word is obtained by adding up the value of the letters in the word and then multiplying that sum by the length of the word . what is the number value of the word ` ` rat ' ' ?	multiply ( n1 , const_10 ) | subtract ( #0 , n1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | multiply ( n2 , #3 )
a , b , and c are integers and a < b < c . s is the set of all integers from a to b , inclusive . q is the set of all integers from b to c , inclusive . the median of set s is ( n0 / n1 ) * b . the median of set q is ( n2 / n3 ) * c . if r is the set of all integers from a to c , inclusive , what fraction of c is the median of set r ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | divide ( const_1 , #5 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
a , b , and c are integers and a < b < c . s is the set of all integers from a to b , inclusive . q is the set of all integers from b to c , inclusive . the median of set s is ( n0 / n1 ) * b . the median of set q is ( n2 / n3 ) * c . if r is the set of all integers from a to c , inclusive , what fraction of c is the median of set r ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | divide ( const_1 , #5 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
ada and paul received their scores on n5 tests . on the first test , ada ' s score was n1 points higher than paul ' s score . on the second test , ada ' s score was n4 points higher than paul ' s score . if paul ' s average ( arithmetic mean ) score on the n5 tests was n4 points higher than ada ' s average score on the n5 tests , then paul ' s score on the third test was how many points higher than ada ' s score ?	multiply ( n0 , n2 ) | add ( n1 , #0 ) | add ( n2 , #1 )
every letter in the alphabet has a number value that is equal to its place in the alphabet . thus , the letter a has a value of n0 , the letter b has a value of n1 , the letter c has a value of n2 , etc . . . the number value of a word is obtained by adding up the value of the letters in the word and then multiplying that sum by the length of the word . what is the number value of the word ` ` dog ' ' ?	multiply ( n1 , const_10 ) | subtract ( #0 , n1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | multiply ( n2 , #3 )
every letter in the alphabet has a number value that is equal to its place in the alphabet . thus , the letter a has a value of n0 , the letter b has a value of n1 , the letter c has a value of n2 , etc . . . the number value of a word is obtained by adding up the value of the letters in the word and then multiplying that sum by the length of the word . what is the number value of the word ` ` cat ' ' ?	multiply ( n1 , const_10 ) | subtract ( #0 , n1 ) | add ( n0 , #1 ) | add ( #2 , #0 ) | multiply ( n2 , #3 )
hillary and eddy are climbing to the summit of mt . everest from a base camp n0 , n6 ft from the summit . when they depart for the summit at n2 : n3 , hillary climbs at a rate of n4 ft / hr with eddy lagging behind at a slower rate of n5 ft / hr . if hillary stops n6 ft short of the summit and then descends at a rate of n7 , n8 ft / hr , at what time do hillary and eddy pass each other on her return trip ?	divide ( n4 , const_100 ) | divide ( n3 , n6 ) | divide ( n4 , n6 ) | add ( #2 , const_1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | divide ( #4 , #1 ) | multiply ( #6 , #5 ) | divide ( #7 , #3 ) | add ( #8 , #6 ) | add ( n1 , #9 )
a , b , and c are integers and a < b < c . s is the set of all integers from a to b , inclusive . q is the set of all integers from b to c , inclusive . the median of set s is ( n0 / n1 ) * b . the median of set q is ( n2 / n3 ) * c . if r is the set of all integers from a to c , inclusive , what fraction of c is the median of set r ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | divide ( const_1 , #5 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
a , b , and c are integers and a < b < c . s is the set of all integers from a to b , inclusive . q is the set of all integers from b to c , inclusive . the median of set s is ( n0 / n1 ) * b . the median of set q is ( n3 / n3 ) * c . if r is the set of all integers from a to c , inclusive , what fraction of c is the median of set r ?	divide ( n2 , n3 ) | divide ( n0 , n1 ) | multiply ( #0 , const_2 ) | multiply ( #1 , const_2 ) | subtract ( #2 , const_1 ) | subtract ( #3 , const_1 ) | divide ( const_1 , #5 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #8 , const_2 )
hillary and eddy are climbing to the summit of mt . everest from a base camp n0 , n8 ft from the summit . when they depart for the summit at n2 : n3 , hillary climbs at a rate of n4 ft / hr with eddy lagging behind at a slower rate of n5 ft / hr . if hillary stops n6 ft short of the summit and then descends at a rate of n7 , n8 ft / hr , at what time do hillary and eddy pass each other on her return trip ?	divide ( n4 , const_100 ) | divide ( n3 , const_1000 ) | divide ( n4 , const_1000 ) | add ( #2 , const_1 ) | subtract ( #0 , const_1 ) | subtract ( #1 , #2 ) | divide ( #4 , #1 ) | multiply ( #6 , #5 ) | divide ( #7 , #3 ) | add ( #8 , #6 ) | add ( n1 , #9 )
a worker ' s take - home pay last year was the same each month , and she saved the same fraction of her take - home pay each month . the total amount of money that she had saved at the end of the year was n0 times the amount of that portion of her monthly take - home pay that she did not save . if all the money that she saved last year was from her take - home pay , what fraction of her take - home pay did she save each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | inverse ( #1 )
there is a n6 cm line marked at each centimeter and an insect is placed at every centimeter . n4 frogs are trained to jump a constant distance . the first one jumps n2 cm in every leap , the second one jumps n3 cm and so on until the n4 th one jumps n5 cm in every leap and they eat any insect that is available at that spot . if all of them start from start line and finish the entire n6 cm , how many insects were still left after the race was over ?	add ( n2 , n5 )
a worker ' s take - home pay last year was the same each month , and she saved the same fraction of her take - home pay each month . the total amount of money that she had saved at the end of the year was n0 times the amount of that portion of her monthly take - home pay that she did not save . if all the money that she saved last year was from her take - home pay , what fraction of her take - home pay did she save each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | inverse ( #1 )
a worker ' s take - home pay last year was the same each month , and she saved the same fraction of her take - home pay each month . the total amount of money that she had saved at the end of the year was n0 times the amount of that portion of her monthly take - home pay that she did not save . if all the money that she saved last year was from her take - home pay , what fraction of her take - home pay did she save each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | inverse ( #1 )
a professional janitor can clean a certain high school in ( n1 + n1 ) hours , working at a constant rate . a student sentenced to detention can clean that same high school in n2 hours , also working at a constant rate . if the student is paid $ n3 total per hour and the janitor is paid $ n4 per hour , how much more would it cost the school to pay the janitor to do the job himself than it would to pay the student and the janitor to do the job together ?	add ( n0 , n0 ) | add ( n3 , n4 ) | divide ( const_1 , n2 ) | divide ( const_1 , #0 ) | multiply ( n4 , #0 ) | add ( #3 , #2 ) | divide ( const_1 , #5 ) | multiply ( #1 , #6 ) | subtract ( #4 , #7 )
terry is having lunch at a salad bar . there are two types of lettuce to choose from , as well as n0 types of tomatoes , and n1 types of olives . he must also choose whether or not to have one of the two types of soup on the side . if terry has decided to have the salad and soup combo and he picks one type of lettuce , one type of tomato , and one type of olive for his salad , how many total options does he have for his lunch combo ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
a worker ' s take - home pay last year was the same each month , and she saved the same fraction of her take - home pay each month . the total amount of money that she had saved at the end of the year was n0 times the amount of that portion of her monthly take - home pay that she did not save . if all the money that she saved last year was from her take - home pay , what fraction of her take - home pay did she save each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | inverse ( #1 )
there is a n6 cm line marked at each centimeter and an insect is placed at every centimeter . n4 frogs are trained to jump a constant distance . the first one jumps n2 cm in every leap , the second one jumps n3 cm and so on until the n4 th one jumps n5 cm in every leap and they eat any insect that is available at that spot . if all of them start from start line and finish the entire n6 cm , how many insects were still left after the race was over ?	add ( n2 , n5 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for two hour . he is then joined by peter and they work together for two hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n2 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for one hour . he is then joined by peter and they work together for an hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for one hour . he is then joined by peter and they work together for an hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
the average monthly salary of n0 workers and one supervisor in a factory was n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . whenthesupervisor , whosesalarywas n4 . when the supervisor , whose salary was n5 per month , retired , a new person was appointed and then the average salary of n6 people was $ $ n7 per month . the salary of the new supervisor is :	multiply ( n6 , n7 ) | multiply ( n1 , n6 ) | subtract ( #1 , n5 ) | subtract ( #0 , #2 )
there is a n6 cm line marked at each centimeter and an insect is placed at every centimeter . n4 frogs are trained to jump a constant distance . the first one jumps n2 cm in every leap , the second one jumps n3 cm and so on until the n4 th one jumps n5 cm in every leap and they eat any insect that is available at that spot . if all of them start from start line and finish the entire n6 cm , how many insects were still left after the race was over ?	add ( n2 , n5 )
a worker ' s take - home pay last year was the same each month , and she saved the same fraction of her take - home pay each month . the total amount of money that she had saved at the end of the year was n0 times the amount of that portion of her monthly take - home pay that she did not save . if all the money that she saved last year was from her take - home pay , what fraction of her take - home pay did she save each month ?	divide ( const_12 , n0 ) | add ( #0 , const_1 ) | inverse ( #1 )
the average monthly salary of n0 workers and one supervisor in a factory was n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . whenthesupervisor , whosesalarywas n4 . when the supervisor , whose salary was n5 per month , retired , a new person was appointed and then the average salary of n6 people was $ $ n7 per month . the salary of the new supervisor is :	multiply ( n6 , n7 ) | multiply ( n1 , n6 ) | subtract ( #1 , n5 ) | subtract ( #0 , #2 )
brindavan express leave chennai central station every day at n0 am and goes to bangalore city railway station . this train is very popular among the travelers . on n1 th july n2 number of passengers traveling by i class and ii class was in the ratio n6 : n9 . the fare for this travel is in the ratio n5 : n6 . the total fare collected was rs . n7 / . ( rs . two lakhs n8 n9 n10 only ) . what was the fare collected from i class passengers on that day ?	add ( n4 , n5 ) | divide ( n5 , #0 ) | multiply ( n7 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for two hour . he is then joined by peter and they work together for two hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( const_2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
n11 people { a n12 , a n7 , . . . , a n11 } meet and shake hands in a circular fashion . in other words , there are totally n11 handshakes involving the pairs , { a n12 , a n7 } , { a n7 , a n8 } , . . . , { a n9 , a n11 } , { a n11 , a n12 } . then size of the smallest set of people such that the rest have shaken hands with at least one person in the set is	add ( n1 , n2 ) | divide ( n0 , #0 )
the average monthly salary of n0 workers and one supervisor in a factory was n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n4 . whenthesupervisor , whosesalarywas n4 . when the supervisor , whose salary was n5 per month , retired , a new person was appointed and then the average salary of n6 people was $ $ n7 per month . the salary of the new supervisor is :	multiply ( n6 , n7 ) | multiply ( n1 , n6 ) | subtract ( #1 , n5 ) | subtract ( #0 , #2 )
the average monthly salary of n0 workers and one supervisor in a factory was n7 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n7 . @ sswhen @ ssthe @ sssupervisor @ cc @ sswhose @ sssalary @ sswas @ ss n7 . whenthesupervisor , whosesalarywas n7 . when the supervisor , whose salary was n5 per month , retired , a new person was appointed and then the average salary of n6 people was $ $ n7 per month . the salary of the new supervisor is :	multiply ( n6 , n7 ) | multiply ( n1 , n6 ) | subtract ( #1 , n5 ) | subtract ( #0 , #2 )
there is a n6 cm line marked at each centimeter and an insect is placed at every centimeter . n4 frogs are trained to jump a constant distance . the first one jumps n2 cm in every leap , the second one jumps n3 cm and so on until the n4 th one jumps n5 cm in every leap and they eat any insect that is available at that spot . if all of them start from start line and finish the entire n6 cm , how many insects were still left after the race was over ?	add ( n2 , n5 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for two hour . he is then joined by peter and they work together for two hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( const_2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n2 hours and n2 hours , respectively . tom starts painting the room and works on his own for one hour . he is then joined by peter and they work together for an hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for one hour . he is then joined by peter and they work together for an hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for one hour . he is then joined by peter and they work together for an hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
tom , working alone , can paint a room in n0 hours . peter and john , working independently , can paint the same room in n1 hours and n2 hours , respectively . tom starts painting the room and works on his own for two hour . he is then joined by peter and they work together for two hour . finally , john joins them and the three of them work together to finish the room , each one working at his respective rate . what fraction of the whole job was done by peter ?	multiply ( n2 , const_4 ) | add ( #0 , const_1 ) | divide ( const_4 , #1 )
every day daniel drives n0 miles back from work . on sunday , daniel drove all the way back from work at a constant speed of x miles per hour . on monday , daniel drove the first n1 miles back from work at ( n3 x ) miles per hour , and the rest of the way at ( x / n3 ) miles per hour . the time it took daniel to drive back from work on monday is longer than the time it took him to drive back from work on sunday by what percent ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( #1 , n2 ) | add ( #0 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
every student of a certain school must play an instrument . in last year , n6 / n5 of the students picked a woodwind instrument , n5 / n3 of the students picked a brass instrument , and all of the other students took percussion . in this year , n6 / n5 of the students who play woodwind and n6 / n7 of the students who play brass instruments left school , other students did not leave , and no fresh student come in . what fraction of all students play either a woodwind or brass instrument ?	divide ( const_1 , const_2 ) | divide ( const_2 , n3 ) | divide ( #0 , n1 ) | divide ( #1 , n7 ) | subtract ( n0 , #0 ) | subtract ( #4 , #2 ) | subtract ( #1 , #3 ) | subtract ( #4 , #1 ) | add ( #5 , #6 ) | subtract ( n0 , #5 ) | subtract ( #9 , #7 ) | divide ( #8 , #10 )
every day daniel drives n0 miles back from work . on sunday , daniel drove all the way back from work at a constant speed of x miles per hour . on monday , daniel drove the first n1 miles back from work at ( n3 x ) miles per hour , and the rest of the way at ( x / n3 ) miles per hour . the time it took daniel to drive back from work on monday is longer than the time it took him to drive back from work on sunday by what percent ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( #1 , n2 ) | add ( #0 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
two friends deepak and rajeev have agreed to meet at a definite spot on a particular day between n0 pm and n1 pm . the first person to come waits for some time and leaves . if the other one does not turn up by that time . if deepak comes first , he waits for n2 minutes and if rajeev comes first , he waits for n3 minutes . what is the probability of meeting between deepak and rajeev if their arrival times are independent of eachother and each person arrives during the indicated period at random ?	divide ( n2 , const_60 ) | divide ( n3 , const_60 ) | multiply ( #0 , #1 )
sally has a gold credit card with a certain spending limit , and a platinum card with twice the spending limit of the gold card . currently , she has a balance on her gold card that is n2 / n1 of the spending limit on that card , and she has a balance on her platinum card that is n2 / n3 of the spending limit on that card . if sally transfers the entire balance on her gold card to her platinum card , what portion of her limit on the platinum card will remain unspent ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( const_2 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( n0 , #4 )
sally has a gold credit card with a certain spending limit , and a platinum card with twice the spending limit of the gold card . currently , she has a balance on her gold card that is n2 / n1 of the spending limit on that card , and she has a balance on her platinum card that is n2 / n3 of the spending limit on that card . if sally transfers the entire balance on her gold card to her platinum card , what portion of her limit on the platinum card will remain unspent ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( const_2 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( n0 , #4 )
sally has a gold credit card with a certain spending limit , and a platinum card with twice the spending limit of the gold card . currently , she has a balance on her gold card that is n2 / n1 of the spending limit on that card , and she has a balance on her platinum card that is n2 / n3 of the spending limit on that card . if sally transfers the entire balance on her gold card to her platinum card , what portion of her limit on the platinum card will remain unspent ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( const_2 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( n0 , #4 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
every day daniel drives n0 miles back from work . on sunday , daniel drove all the way back from work at a constant speed of x miles per hour . on monday , daniel drove the first n1 miles back from work at ( n3 x ) miles per hour , and the rest of the way at ( x / n3 ) miles per hour . the time it took daniel to drive back from work on monday is longer than the time it took him to drive back from work on sunday by what percent ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( #1 , const_2 ) | add ( #0 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
every day daniel drives n0 miles back from work . on sunday , daniel drove all the way back from work at a constant speed of x miles per hour . on monday , daniel drove the first n1 miles back from work at ( n3 x ) miles per hour , and the rest of the way at ( x / n3 ) miles per hour . the time it took daniel to drive back from work on monday is longer than the time it took him to drive back from work on sunday by what percent ?	divide ( n1 , n2 ) | subtract ( n0 , n1 ) | multiply ( #1 , n2 ) | add ( #0 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , n0 ) | multiply ( #5 , const_100 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a factory has n0 machines of equal efficiency in its factory . the annual manufacturing costs are rs . n1 & establishment charges are rs . n2 . the annual output of the company is rs . n3 . the annual output and manufacturing costs are directly proportional to the number of machines . the shareholders get n4 . n5 profit , which is directly proportional to the annual output of the company . if n6 . n7 machines remain closed throughout the year , then the % decrease in the amountof profit of the shareholders would be ?	add ( n0 , const_1 ) | divide ( const_1 , const_2 ) | subtract ( n3 , n1 ) | multiply ( #1 , #2 ) | subtract ( #2 , n2 ) | subtract ( #4 , #3 ) | divide ( #5 , #0 ) | divide ( #6 , const_10 )
timothy leaves home for school , riding his bicycle at a rate of n0 miles per hour . fifteen minutes after he leaves , his mother sees timothy no_ascii_32 s math homework lying on his bed and immediately leaves home to bring it to him . if his mother drives at n1 miles per hour , how far ( in terms of miles ) must she drive before she reaches timothy ? i think is a n4 level problem but i tag it as n3 / n4 , let me know . either way i hope in an explanationthanks	subtract ( n1 , n0 ) | multiply ( #0 , const_4 ) | divide ( n0 , #1 ) | multiply ( n1 , #2 )
sally has a gold credit card with a certain spending limit , and a platinum card with twice the spending limit of the gold card . currently , she has a balance on her gold card that is n2 / n1 of the spending limit on that card , and she has a balance on her platinum card that is n2 / n3 of the spending limit on that card . if sally transfers the entire balance on her gold card to her platinum card , what portion of her limit on the platinum card will remain unspent ?	inverse ( n3 ) | inverse ( n1 ) | inverse ( const_2 ) | multiply ( #1 , #2 ) | add ( #0 , #3 ) | subtract ( n0 , #4 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
n0 n1 n2 n3 n4 n5 n6 n7 n8 n9 n10 n11 a vending machine is designed to dispense n12 ounces of coffee into a cup . after a test that recorded the number of ounces of coffee in each of n15 cups dispensed by the vending machine , the n18 listed amounts , in ounces , were selected from the data above . if the n15 recorded amounts have a mean of n16 ounces and a standard deviation of n17 ounces , how many of the n18 listed amounts are within n19 standard deviation of the mean ?	multiply ( n17 , n19 ) | subtract ( n16 , #0 ) | add ( n16 , #1 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price q per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price w per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with four times the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
there are two inlets and one outlet to a cistern . one of the inlets takes n0 hours to fill up the cistern and the other inlet takes twice as much time to fill up the same cistern . both of the inlets are turned on at n1 : n4 am with the cistern completely empty , and at n3 : n4 am , the outlet is turned on and it takes n5 more hour to fill the cistern completely . how much time does the outlet working alone takes to empty the cistern when the cistern is full ?	subtract ( const_2.0 , n5 ) | subtract ( n1 , #0 ) | subtract ( n3 , #1 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
there are two inlets and one outlet to a cistern . one of the inlets takes n0 hours to fill up the cistern and the other inlet takes twice as much time to fill up the same cistern . both of the inlets are turned on at n1 : n4 am with the cistern completely empty , and at n3 : n4 am , the outlet is turned on and it takes n5 more hour to fill the cistern completely . how much time does the outlet working alone takes to empty the cistern when the cistern is full ?	subtract ( n0 , n5 ) | subtract ( n1 , #0 ) | subtract ( n3 , #1 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price r per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
the following questions are based on the information given . choose the appropriate answer that suits the question based on the information . a cube is cut in two equal parts along a plane parallel to one of its faces . one piece is then colored red on the two larger faces and green on remaining . while the other is colored green on two smaller adjacent faces and red on the remaining . each is then cut into n0 cubes of same size and mixed up . n1 . how many cubes have only one colored face each ?	divide ( n0 , const_4 ) | multiply ( #0 , const_2 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
on a certain day , orangeade was made by mixing a certain amount of orange juice with an equal amount of water . on the next day , orangeade was made by mixing the same amount of orange juice with twice the amount of water . on both days , all the orangeade that was made was sold . if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ n0 per glass on the first day , what was the price e per glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount paid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
a store owner estimates that the average price of type a products will increase by n0 % next year and that the price of type b products will increase by n1 % next year . this year , the total amount aid for type a products was $ n2 and the total price paid for type b products was $ n3 . according to the store owner ' s estimate , and assuming the number of products purchased next year remains the same as that of this year , how much will be spent for both products next year ?	divide ( const_3 , const_4 ) | multiply ( #0 , const_1000 )
pipe a fills a tank of capacity n0 liters at the rate of n1 liters a minute . another pipe b fills the same tank at the rate of n2 liters a minute . a pipe at the bottom of the tank drains the tank at the rate of n3 liters a minute . if pipe a is kept open for a minute and then closed and pipe b is open for a minute and then closed and then pipe c is open for a minute and then closed and the cycle is repeated , when will the tank be full ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
pipe a fills a tank of capacity n0 liters at the rate of n1 liters a minute . another pipe b fills the same tank at the rate of n2 liters a minute . a pipe at the bottom of the tank drains the tank at the rate of n3 liters a minute . if pipe a is kept open for a minute and then closed and pipe b is open for a minute and then closed and then pipe c is open for a minute and then closed and the cycle is repeated , when will the tank be full ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
papaya , a popular soft drink , contains only n1 ingredients . soda water comprise n1 / n2 of papaya and natural lemon juice makes n3 / n5 of papaya . the amounts of sugar and papaya puree in papaya are equal . due to a malfunction , the mixing machine mixes double the regular amount of lemon juice and n5 times the regular amount of papaya puree . if no other changes were made to the relative quantities of the ingredients , what is the fractional portion of soda water in the drink that comes out of the malfunctioning machine ?	divide ( n0 , n2 ) | multiply ( n2 , n4 ) | multiply ( n2 , const_2 ) | multiply ( n3 , n4 ) | multiply ( #0 , #1 ) | add ( #2 , #4 ) | add ( #5 , #3 ) | add ( n3 , #6 ) | divide ( #4 , #7 )
pipe a fills a tank of capacity n0 liters at the rate of n1 liters a minute . another pipe b fills the same tank at the rate of n2 liters a minute . a pipe at the bottom of the tank drains the tank at the rate of n3 liters a minute . if pipe a is kept open for a minute and then closed and pipe b is open for a minute and then closed and then pipe c is open for a minute and then closed and the cycle is repeated , when will the tank be full ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
n4 friends adi , brian , close , derek and eli appeared in two aptitude tests . in the first aptitude test , derek score n3 % less than the average score of the n4 people . in the second aptitude test , derek score n3 % more than what he scored on the first aptitude test . if the score of his friend in the second aptitude test were same as their score in the first test , by approximately what percentage was derek ' s score less than the average score of the n4 people in the second aptitude ?	multiply ( n0 , n0 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 )
the no_ascii_30 connection no_ascii_79 between any two positive integers a and b is the ratio of the smallest common multiple of a and b to the product of a and b . for instance , the smallest common multiple of n6 and n7 is n8 , and the product of n6 and n7 is n9 , so the connection between n6 and n7 is n8 / n9 = n15 / n11 the positive integer y is less than n12 and the connection between y and n13 is equal to n15 / n15 . how many possible values of y are there ?	subtract ( n12 , const_1 ) | subtract ( #0 , n1 )
firm a ' s revenues are described by the equation ra = n0 x and its costs by ca = n1 x + n2 . firm b ' s revenues are described by the equation rb = n3 x and its costs by cb = n4 x + n5 . ( x denotes the quantity of sales ) . if a ' s volume of sales increases from n6 to n9 over the same period that b ' s volume increases from n8 to n9 , the percent increase in profits for the firm with the biggest dollar increase in profits is	subtract ( n3 , n4 ) | multiply ( n6 , #0 ) | multiply ( n8 , #0 ) | subtract ( #2 , n5 ) | divide ( #1 , #3 ) | multiply ( #4 , const_100 ) | divide ( #5 , const_2 )
pipe a fills a tank of capacity n0 liters at the rate of n1 liters a minute . another pipe b fills the same tank at the rate of n2 liters a minute . a pipe at the bottom of the tank drains the tank at the rate of n3 liters a minute . if pipe a is kept open for a minute and then closed and pipe b is open for a minute and then closed and then pipe c is open for a minute and then closed and the cycle is repeated , when will the tank be full ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | divide ( n0 , #1 ) | multiply ( #2 , const_3 )
in the county of veenapaniville , there are a total of n5 high schools , of n9 kinds : n2 public schools , n3 parochial schools , and n4 private independent schools . these n5 schools are divided between n9 districts : a , b , and c . district a has n7 high schools total . district b has n8 high schools total , and only two of those are private independent schools . if district c has an equal number of each of the n9 kinds of schools , how many private independent schools are there in district a ?	add ( n7 , n8 ) | subtract ( n0 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_2 ) | subtract ( n4 , #3 )
on charlie ' s cell phone plan , he signed up for n2 gb of data per n9 week period . if he went over the n2 gb per month , it would cost him an extra $ n3 per gb . in the first week , he used n5 gb ; in the n5 nd week , he used n7 gb ; in the n7 rd week , he used n8 gb ; and in the n9 th week , he used a whopping n10 gb . how much extra did charlie need to pay on his cell phone bill ?	add ( n4 , n6 ) | add ( n8 , #0 ) | add ( n3 , #1 ) | subtract ( #2 , n0 ) | multiply ( n3 , #3 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n7 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , n8 )
an auto assembly plant performs n1 functions with each frame that arrives : add axles , add wheels to the axles , install the windshield to the frame , install the instrument panel , install the steering wheel , and install the interior seating . once those n1 tasks are performed , each car goes to a separate building for finishing touches . if these tasks can be arranged along a linear assembly line in any order , except that the axles must be installed before the wheels can be added , how many t ways can the assembly line be arranged ?	factorial ( n0 ) | factorial ( const_4 ) | factorial ( const_2 ) | divide ( #0 , #1 ) | divide ( #3 , #2 ) | multiply ( #4 , #1 )
an auto assembly plant performs n1 functions with each frame that arrives : add axles , add wheels to the axles , install the windshield to the frame , install the instrument panel , install the steering wheel , and install the interior seating . once those n1 tasks are performed , each car goes to a separate building for finishing touches . if these tasks can be arranged along a linear assembly line in any order , except that the axles must be installed before the wheels can be added , how many y ways can the assembly line be arranged ?	add ( const_3 , const_4 ) | factorial ( const_4 ) | subtract ( n0 , const_1 ) | add ( #0 , const_2 ) | factorial ( #2 ) | add ( #3 , const_1 ) | multiply ( #5 , #1 ) | add ( #4 , #6 )
sari and ken climb up a mountain . at night , they camp together . on the day they are supposed to reach the summit , sari wakes up at n0 : n3 and starts climbing at a constant pace . ken starts climbing only at n2 : n3 , when sari is already n4 meters ahead of him . nevertheless , ken climbs at a constant pace of n5 meters per hour , and reaches the summit before sari . if sari is n6 meters behind ken when he reaches the summit , at what time did ken reach the summit ?	add ( n4 , n6 ) | divide ( n4 , const_2 ) | subtract ( n5 , #1 ) | divide ( #0 , #2 ) | add ( n2 , #3 )
an auto assembly plant performs n1 functions with each frame that arrives : add axles , add wheels to the axles , install the windshield to the frame , install the instrument panel , install the steering wheel , and install the interior seating . once those n1 tasks are performed , each car goes to a separate building for finishing touches . if these tasks can be arranged along a linear assembly line in any order , except that the axles must be installed before the wheels can be added , how many r ways can the assembly line be arranged ?	factorial ( n0 ) | divide ( #0 , const_2 )
a test has n0 questions . each question has n1 options , but only n3 option is correct . if test - takers mark the correct option , they are awarded n3 point . however , if an answer is incorrectly marked , the test - taker loses n4 points . no points are awarded or deducted if a question is not attempted . a certain group of test - takers attempted different numbers of questions , but each test - taker still received the same net score of n5 . what is the maximum possible number of such test - takers ?	subtract ( n0 , n5 ) | divide ( #0 , n1 ) | add ( #1 , n2 ) | add ( #2 , n2 )
n0 first - time customers of a fashion store were surveyed for their shopping experience right after leaving the store . n1 % of the customers in the survey had purchased clothes for less than $ n6 . n3 % of the customers in the survey reported they were overall satisfied with their purchase . n4 % of the customers that had purchased clothes for less than $ n6 reported they were overall satisfied with their purchase . what percent of the customers surveyed purchased clothes for at least $ n6 and reported that they were not overall satisfied with their purchase ?	divide ( n3 , n2 ) | divide ( n4 , n2 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , n0 ) | multiply ( #7 , n2 )
sari and ken climb up a mountain . at night , they camp together . on the day they are supposed to reach the summit , sari wakes up at n0 : n3 and starts climbing at a constant pace . ken starts climbing only at n2 : n3 , when sari is already n4 meters ahead of him . nevertheless , ken climbs at a constant pace of n5 meters per hour , and reaches the summit before sari . if sari is n6 meters behind ken when he reaches the summit , at what time did ken reach the summit ?	add ( n4 , n6 ) | divide ( n4 , const_2 ) | subtract ( n5 , #1 ) | divide ( #0 , #2 ) | add ( n2 , #3 )
a test has n0 questions . each question has n1 options , but only n3 option is correct . if test - takers mark the correct option , they are awarded n3 point . however , if an answer is incorrectly marked , the test - taker loses n4 points . no points are awarded or deducted if a question is not attempted . a certain group of test - takers attempted different numbers of questions , but each test - taker still received the same net score of n5 . what is the maximum possible number of such test - takers ?	subtract ( n0 , n5 ) | divide ( #0 , n1 ) | add ( #1 , n2 ) | add ( #2 , n2 )
n0 first - time customers of a fashion store were surveyed for their shopping experience right after leaving the store . n1 % of the customers in the survey had purchased clothes for less than $ n6 . n3 % of the customers in the survey reported they were overall satisfied with their purchase . n4 % of the customers that had purchased clothes for less than $ n6 reported they were overall satisfied with their purchase . what percent of the customers surveyed purchased clothes for at least $ n6 and reported that they were not overall satisfied with their purchase ?	divide ( n3 , n2 ) | divide ( n4 , n2 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , n0 ) | multiply ( #7 , const_100 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n7 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , n8 )
sari and ken climb up a mountain . at night , they camp together . on the day they are supposed to reach the summit , sari wakes up at n0 : n3 and starts climbing at a constant pace . ken starts climbing only at n2 : n3 , when sari is already n4 meters ahead of him . nevertheless , ken climbs at a constant pace of n5 meters per hour , and reaches the summit before sari . if sari is n6 meters behind ken when he reaches the summit , at what time did ken reach the summit ?	add ( n4 , n6 ) | divide ( n4 , const_2 ) | subtract ( n5 , #1 ) | divide ( #0 , #2 ) | add ( n2 , #3 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n8 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , n8 )
n0 first - time customers of a fashion store were surveyed for their shopping experience right after leaving the store . n1 % of the customers in the survey had purchased clothes for less than $ n6 . n3 % of the customers in the survey reported they were overall satisfied with their purchase . n4 % of the customers that had purchased clothes for less than $ n6 reported they were overall satisfied with their purchase . what percent of the customers surveyed purchased clothes for at least $ n6 and reported that they were not overall satisfied with their purchase ?	divide ( n3 , n2 ) | divide ( n4 , n2 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , n0 ) | multiply ( #7 , n2 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n7 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , n8 )
sari and ken climb up a mountain . at night , they camp together . on the day they are supposed to reach the summit , sari wakes up at n0 : n3 and starts climbing at a constant pace . ken starts climbing only at n2 : n3 , when sari is already n4 meters ahead of him . nevertheless , ken climbs at a constant pace of n5 meters per hour , and reaches the summit before sari . if sari is n6 meters behind ken when he reaches the summit , at what time did ken reach the summit ?	add ( n4 , n6 ) | divide ( n4 , const_2 ) | subtract ( n5 , #1 ) | divide ( #0 , #2 ) | add ( n2 , #3 )
n0 first - time customers of a fashion store were surveyed for their shopping experience right after leaving the store . n1 % of the customers in the survey had purchased clothes for less than $ n6 . n3 % of the customers in the survey reported they were overall satisfied with their purchase . n4 % of the customers that had purchased clothes for less than $ n6 reported they were overall satisfied with their purchase . what percent of the customers surveyed purchased clothes for at least $ n6 and reported that they were not overall satisfied with their purchase ?	divide ( n3 , n2 ) | divide ( n4 , n2 ) | divide ( n1 , n2 ) | multiply ( n0 , #0 ) | multiply ( n0 , #2 ) | multiply ( #1 , #4 ) | subtract ( #3 , #5 ) | divide ( #6 , n0 ) | multiply ( #7 , n2 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n7 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , const_2 )
a test has n0 questions . each question has n1 options , but only n3 option is correct . if test - takers mark the correct option , they are awarded n3 point . however , if an answer is incorrectly marked , the test - taker loses n4 points . no points are awarded or deducted if a question is not attempted . a certain group of test - takers attempted different numbers of questions , but each test - taker still received the same net score of n5 . what is the maximum possible number of such test - takers ?	subtract ( n0 , n5 ) | divide ( #0 , n1 ) | add ( #1 , const_1 ) | add ( #2 , const_1 )
at a certain resort , each of the n0 food service employees is trained to work in a minimum of n1 restaurant and a maximum of n9 restaurants . the n9 restaurants are the family buffet , the dining room , and the snack bar . exactly n4 employees are trained to work in the family buffet , n5 are trained to work in the dining room , and n6 are trained to work in the snack bar . if n7 employees are trained to work in exactly n8 restaurants , how many employees are trained to work in all n9 restaurants ?	add ( n4 , n5 ) | add ( n6 , #0 ) | subtract ( #1 , n7 ) | subtract ( #2 , n0 ) | divide ( #3 , n8 )
a test has n0 questions . each question has n1 options , but only n3 option is correct . if test - takers mark the correct option , they are awarded n3 point . however , if an answer is incorrectly marked , the test - taker loses n4 points . no points are awarded or deducted if a question is not attempted . a certain group of test - takers attempted different numbers of questions , but each test - taker still received the same net score of n5 . what is the maximum possible number of such test - takers ?	subtract ( n0 , n5 ) | divide ( #0 , n1 ) | add ( #1 , n2 ) | add ( #2 , n2 )
power windows : n0 % anti - lock brakes : n1 % cd player : n2 % the table above shows the number of vehicles at bill ' s car dealership that have certain features . no vehicle has all n3 features , but n4 % have power windows and anti - lock brakes , n5 % have anti - lock brakes and a cd player , and n6 % have power windows and a cd player . what percent of the vehicles at bill ' s car dealership have a cd player but no power windows or anti - lock brakes ?	subtract ( n2 , n5 ) | subtract ( #0 , n6 )
a test has n0 questions . each question has n1 options , but only n3 option is correct . if test - takers mark the correct option , they are awarded n3 point . however , if an answer is incorrectly marked , the test - taker loses n4 points . no points are awarded or deducted if a question is not attempted . a certain group of test - takers attempted different numbers of questions , but each test - taker still received the same net score of n5 . what is the maximum possible number of such test - takers ?	subtract ( n0 , n5 ) | divide ( #0 , n1 ) | add ( #1 , n2 ) | add ( #2 , n2 )
machine a and machine b process the same work at different rates . machine c processes work as fast as machines a and b combined . machine d processes work n0 times as fast as machine c ; machine d no_ascii_32 s work rate is also exactly n4 times machine b no_ascii_32 s rate . assume all n4 machines work at fixed unchanging rates . if machine a works alone on a job , it takes n3 hours . if all n4 machines work together on the same job simultaneously , how many minutes will it take all of them to complete it ?	divide ( const_1 , n3 ) | multiply ( n0 , #0 ) | add ( #0 , #1 ) | add ( #2 , #2 ) | multiply ( n0 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 ) | multiply ( #6 , const_60 )
liam is pulled over for speeding just as he is arriving at work . he explains to the police officer that he could not afford to be late today , and has arrived at work only four minutes before he is to start . the officer explains that if liam had driven n0 mph slower for his whole commute , he would have arrived at work exactly on time . if liam ' s commute is n1 miles long , how fast was he actually driving ? ( assume that liam drove at a constant speed for the duration of his commute . )	multiply ( n0 , const_4 ) | add ( n1 , #0 )
liam is pulled over for speeding just as he is arriving at work . he explains to the police officer that he could not afford to be late today , and has arrived at work only four minutes before he is to start . the officer explains that if liam had driven n0 mph slower for his whole commute , he would have arrived at work exactly on time . if liam ' s commute is n1 miles long , how fast was he actually driving ? ( assume that liam drove at a constant speed for the duration of his commute . )	multiply ( n0 , const_4 ) | add ( n1 , #0 )
liam is pulled over for speeding just as he is arriving at work . he explains to the police officer that he could not afford to be late today , and has arrived at work only four minutes before he is to start . the officer explains that if liam had driven n0 mph slower for his whole commute , he would have arrived at work exactly on time . if liam ' s commute is n1 miles long , how fast was he actually driving ? ( assume that liam drove at a constant speed for the duration of his commute . )	multiply ( n0 , const_4 ) | add ( n1 , #0 )
i remember during the school days , the teacher asked the class ` ` can you tell me the sum of the first n0 odd numbers ? ` ` . i ran quickly to the teacher and told her ` ` the answer is n1 ' ' . the teacher replied ` ` lucky guess ' ' . she then asked me ` ` can you tell me the sum of first n2 odd numbers ? ` ` . i wait for approx n3 seconds and replied with the correct answer . how can i answer so quickly and whats the correct answer ?	power ( n2 , const_2 )
mona and donald fly to rome for the weekend . they take cash only in notes of $ n9 and notes of no_ascii_15 n9 . mona carries n2 times the amount of euros donald carries . she also carries as many dollars as donald carries . the number of no_ascii_15 n9 notes they take is double the number of $ n9 notes they take . if donald carries a total of n5 notes ( of either $ n9 or no_ascii_15 n9 , ) then what is the total number of notes ( of either $ n9 or no_ascii_15 n9 , ) they take ?	divide ( n5 , n2 ) | multiply ( n2 , n5 ) | add ( #0 , #1 )
a warehouse is labeling computer inventory with n6 - digit codes . each code is to consist of n1 digits between the numbers n2 and n3 . the manager is debating whether to allow any n6 - digit codes to have leading zero ' s before a non - zero number is used . if not allowed , then numbers like n5 cannot be used . the manager wants to measure the magnitude of the number of n6 - digit code possibilities that are lost if he disallows the use of leading zero ' s . how many such codes would be lost ?	power ( const_10 , n0 ) | power ( const_10 , n1 ) | multiply ( n3 , #1 ) | subtract ( #0 , #2 )
shekhar started a business investing rs . n0 , n15 in n17 . in n3 , he invested an additional amount of rs . n9 , n15 and rajeev joined him with an amount of rs . n11 , n15 . in n8 , shekhar invested another additional amount of rs . n9 , n15 and jatin joined them with an amount of rs . n11 , n15 . what will be rajeev no_ascii_32 s share in the profit of rs . n13 , n14 , n15 earned at the end of n16 years from the start of the business in n17 ? .	add ( const_2 , const_3 ) | add ( const_3 , const_4 ) | multiply ( #0 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #0 , #0 ) | multiply ( #1 , #0 ) | multiply ( #3 , const_100 ) | multiply ( #3 , #6 ) | multiply ( #4 , #6 ) | multiply ( #5 , #6 ) | multiply ( #2 , #7 ) | multiply ( #8 , const_3 ) | multiply ( #9 , const_2 ) | multiply ( #7 , const_2 ) | add ( #11 , #12 ) | add ( #14 , #13 ) | add ( #15 , #7 ) | add ( #16 , #9 ) | divide ( #10 , #17 ) | multiply ( #18 , #12 )
. for the fifa world cup , paul the octopus has been predicting the winner of each match with amazing success . it is rumored that in a match between n1 teams a and b , paul picks a with the same probability as a no_ascii_32 s chances of winning . let no_ascii_32 s assume such rumors to be true and that in a match between ghana and bolivia ; ghana the stronger team has a probability of n1 / n2 of winning the game . what is the probability that paul will correctly pick the winner of the ghana - bolivia game ?	add ( const_2 , const_3 ) | multiply ( #0 , const_10 ) | add ( n2 , #1 ) | add ( n2 , #2 ) | add ( n2 , #3 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
gretzky street begins at orr street and runs directly east for n0 kilometers until it ends when it meets howe street . gretzky street is intersected every n1 meters by a perpendicular street , and each of those streets other than orr street and howe street is given a number beginning at n2 st street ( one block east of orr street ) and continuing consecutively ( n3 nd street , n4 rd street , etc . . . ) until the highest - numbered street one block west of howe street . what is the highest - numbered street that intersects gretzky street ?	multiply ( n0 , const_1000 ) | divide ( #0 , n1 ) | subtract ( #1 , const_1 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
paul sells encyclopedias door - to - door . he earns $ n0 on every paycheck , regardless of how many sets he sells . in addition , he earns commission as follows : commission sales n7 % $ n2 - $ n3 n9 % $ n5 - - - > he does not earn double commission . that is , if his sales are $ n6 , he earns n7 % on the first $ n8 and n9 % on the remaining $ n10 . his largest paycheck of the year was $ n11 . what were his sales for that pay period ?	add ( n1 , const_4 ) | divide ( const_4 , const_10 ) | subtract ( #0 , const_1 ) | add ( #1 , #2 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
for any integer k > n9 , the term no_ascii_30 length of an integer no_ascii_79 refers to the number of positive prime factors , not necessarily distinct , whose product is equal to k . for example , if k = n3 , the length of k is equal to n2 , since n3 = n6 no_ascii_62 n6 no_ascii_62 n6 no_ascii_62 n10 . if x and y are positive integers such that x > n9 , y > n9 , and x + n10 y < n11 , what is the maximum possible sum of the length of x and the length of y ?	add ( n2 , n7 ) | add ( n2 , n2 ) | add ( n0 , #1 ) | add ( #0 , #2 )
apple street begins at peach street and runs directly east for n0 kilometers until it ends when it meets cherry street . apple street is intersected every n1 meters by a perpendicular street , and each of those streets other than peach street and cherry street is given a number beginning at n2 st street ( one block east of peach street ) and continuing consecutively ( n3 nd street , n4 rd street , etc . . . ) until the highest - numbered street one block west of cherry street . what is the highest - numbered street that intersects apple street ?	multiply ( n0 , const_1000 ) | divide ( #0 , n1 ) | subtract ( #1 , const_1 )
a card game called no_ascii_30 high - low no_ascii_79 divides a deck of n0 playing cards into n2 types , no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards . there are an equal number of no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards in the deck and no_ascii_30 high no_ascii_79 cards are worth n2 points , while no_ascii_30 low no_ascii_79 cards are worth n3 point . if you draw cards one at a time , how many ways can you draw no_ascii_30 high no_ascii_79 and no_ascii_30 low no_ascii_79 cards to earn n4 points if you must draw exactly n5 no_ascii_30 low no_ascii_79 cards ?	multiply ( n5 , const_4 ) | multiply ( n1 , n5 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
the weight of every type a widget is the same , the weight of every type b widget is the same , and the weight of every type c widget is the same . if the weight of n3 type a widgets is equal to the weight of n1 type b widgets , and the weight of n2 type b widgets is equal to the weight of n3 type c widgets . what is the ratio of the total weight of n7 type a widget and n7 type b widget , to the total weight of n7 type b widget and n7 type c widget ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | add ( n4 , #0 ) | add ( #0 , #1 ) | divide ( #2 , #3 )
a card game called no_ascii_30 high - low no_ascii_79 divides a deck of n0 playing cards into n5 types , no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards . there are an equal number of no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards in the deck and no_ascii_30 high no_ascii_79 cards are worth n5 points , while no_ascii_30 low no_ascii_79 cards are worth n3 point . if you draw cards one at a time , how many ways can you draw no_ascii_30 high no_ascii_79 and no_ascii_30 low no_ascii_79 cards to earn n4 points if you must draw exactly n5 no_ascii_30 low no_ascii_79 cards ?	multiply ( n5 , const_4 ) | multiply ( n1 , const_3.0 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
at the end of the day , february n0 th , a florist had n1 roses left in his shop , all of which were red , white or pink in color and either long or short - stemmed . a third of the roses were short - stemmed , n3 of which were white and n3 of which were pink . the percentage of pink roses that were short - stemmed equaled the percentage of red roses that were short - stemmed . if none of the long - stemmed roses were white , what percentage of the long - stemmed roses were red ?	divide ( n1 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #0 , n2 ) | subtract ( #2 , n3 ) | add ( n3 , #3 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 ) | divide ( #6 , #1 ) | multiply ( #7 , const_100 )
the weight of every type a widget is the same , the weight of every type b widget is the same , and the weight of every type c widget is the same . if the weight of n3 type a widgets is equal to the weight of n1 type b widgets , and the weight of n2 type b widgets is equal to the weight of n3 type c widgets . what is the ratio of the total weight of n7 type a widget and n7 type b widget , to the total weight of n7 type b widget and n7 type c widget ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | add ( n4 , #0 ) | add ( #0 , #1 ) | divide ( #2 , #3 )
a chartered bank offers a n10 - year escalator guaranteed investment certificate . in successive years it pays annual interest rates of n1 % , n2 % , n10 % , n4 % , and n5 % , respectively , compounded at the end of each year . the bank also offers regular n10 - year gics paying a fixed rate of n10 % compounded annually . calculate and compare the maturity values of $ n8 invested in each type of gic . ( note that n10 % is the average of the n10 successive one - year rates paid on the escalator gic . )	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | power ( #1 , n0 ) | multiply ( n8 , #2 )
a card game called no_ascii_30 high - low no_ascii_79 divides a deck of n0 playing cards into n5 types , no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards . there are an equal number of no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards in the deck and no_ascii_30 high no_ascii_79 cards are worth n5 points , while no_ascii_30 low no_ascii_79 cards are worth n3 point . if you draw cards one at a time , how many ways can you draw no_ascii_30 high no_ascii_79 and no_ascii_30 low no_ascii_79 cards to earn n4 points if you must draw exactly n5 no_ascii_30 low no_ascii_79 cards ?	multiply ( n5 , const_4 ) | multiply ( n1 , n5 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
the weight of every type a widget is the same , the weight of every type b widget is the same , and the weight of every type c widget is the same . if the weight of n3 type a widgets is equal to the weight of n1 type b widgets , and the weight of n2 type b widgets is equal to the weight of n3 type c widgets . what is the ratio of the total weight of n7 type a widget and n7 type b widget , to the total weight of n7 type b widget and n7 type c widget ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | add ( n4 , #0 ) | add ( #0 , #1 ) | divide ( #2 , #3 )
a card game called no_ascii_30 high - low no_ascii_79 divides a deck of n0 playing cards into n2 types , no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards . there are an equal number of no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards in the deck and no_ascii_30 high no_ascii_79 cards are worth n2 points , while no_ascii_30 low no_ascii_79 cards are worth n3 point . if you draw cards one at a time , how many ways can you draw no_ascii_30 high no_ascii_79 and no_ascii_30 low no_ascii_79 cards to earn n4 points if you must draw exactly n5 no_ascii_30 low no_ascii_79 cards ?	multiply ( n5 , const_4 ) | multiply ( n1 , n5 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
the weight of every type a widget is the same , the weight of every type b widget is the same , and the weight of every type c widget is the same . if the weight of n3 type a widgets is equal to the weight of n1 type b widgets , and the weight of n2 type b widgets is equal to the weight of n3 type c widgets . what is the ratio of the total weight of n7 type a widget and n7 type b widget , to the total weight of n7 type b widget and n7 type c widget ?	divide ( n0 , n1 ) | divide ( n2 , n1 ) | add ( n4 , #0 ) | add ( #0 , #1 ) | divide ( #2 , #3 )
a card game called no_ascii_30 high - low no_ascii_79 divides a deck of n0 playing cards into n2 types , no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards . there are an equal number of no_ascii_30 high no_ascii_79 cards and no_ascii_30 low no_ascii_79 cards in the deck and no_ascii_30 high no_ascii_79 cards are worth n2 points , while no_ascii_30 low no_ascii_79 cards are worth n3 point . if you draw cards one at a time , how many ways can you draw no_ascii_30 high no_ascii_79 and no_ascii_30 low no_ascii_79 cards to earn n4 points if you must draw exactly n5 no_ascii_30 low no_ascii_79 cards ?	multiply ( n5 , const_4 ) | multiply ( n1 , n5 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | multiply ( n3 , #2 ) | divide ( #4 , #3 )
at the end of the day , february n0 th , a florist had n1 roses left in his shop , all of which were red , white or pink in color and either long or short - stemmed . a third of the roses were short - stemmed , n2 of which were white and n3 of which were pink . the percentage of pink roses that were short - stemmed equaled the percentage of red roses that were short - stemmed . if none of the long - stemmed roses were white , what percentage of the long - stemmed roses were red ?	divide ( n1 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #0 , n2 ) | subtract ( #2 , n3 ) | add ( n3 , #3 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 ) | divide ( #6 , #1 ) | multiply ( #7 , const_100 )
at the end of the day , february n0 th , a florist had n1 roses left in his shop , all of which were red , white or pink in color and either long or short - stemmed . a third of the roses were short - stemmed , n2 of which were white and n3 of which were pink . the percentage of pink roses that were short - stemmed equaled the percentage of red roses that were short - stemmed . if none of the long - stemmed roses were white , what percentage of the long - stemmed roses were red ?	divide ( n1 , const_3 ) | subtract ( n1 , #0 ) | subtract ( #0 , n2 ) | subtract ( #2 , n3 ) | add ( n3 , #3 ) | multiply ( #1 , #3 ) | divide ( #5 , #4 ) | divide ( #6 , #1 ) | multiply ( #7 , const_100 )
a license plate in the country kerrania consists of n0 digits followed by two letters . the letters a , b , and c are used only by government vehicles while the letters d through z are used by non - government vehicles . kerrania ' s intelligence agency has recently captured a message from the country gonzalia indicating that an electronic transmitter has been installed in a kerrania government vehicle with a license plate starting with n1 . if it takes the police n2 minutes to inspect each vehicle , what is the probability that the police will find the transmitter within n3 hours ?	multiply ( n3 , const_60 ) | power ( const_3 , const_2 ) | subtract ( n0 , const_2 ) | divide ( #0 , n2 ) | power ( const_10 , #2 ) | multiply ( #4 , #1 ) | divide ( #3 , #5 )
each day a man meets his wife at the train station after work , and then she drives him home . she always arrives exactly on time to pick him up . one day he catches an earlier train and arrives at the station an hour early . he immediately begins walking home along the same route the wife drives . eventually his wife sees him on her way to the station and drives him the rest of the way home . when they arrive home the man notices that they arrived n0 minutes earlier than usual . how much time did the man spend walking ?	divide ( n0 , const_2 ) | subtract ( const_60 , #0 )
machine a and machine b process the same work at different rates . machine c processes work as fast as machines a and b combined . machine d processes work n0 times as fast as machine c ; machine d no_ascii_32 s work rate is also exactly n5 times machine b no_ascii_32 s rate . assume all n5 machines work at fixed unchanging rates . if machine a works alone on a job , it takes n3 hours and n4 minutes . if all n5 machines work together on the same job simultaneously , how many minutes will it take all of them to complete it ?	add ( n0 , const_1 ) | multiply ( n3 , const_60 ) | add ( n4 , #1 ) | add ( #0 , #0 ) | multiply ( n0 , #0 ) | add ( #3 , #4 ) | divide ( #2 , #5 )
each day a man meets his wife at the train station after work , and then she drives him home . she always arrives exactly on time to pick him up . one day he catches an earlier train and arrives at the station an hour early . he immediately begins walking home along the same route the wife drives . eventually his wife sees him on her way to the station and drives him the rest of the way home . when they arrive home the man notices that they arrived n0 minutes earlier than usual . how much time did the man spend walking ?	divide ( n0 , const_2 ) | subtract ( const_60 , #0 )
each day a man meets his wife at the train station after work , and then she drives him home . she always arrives exactly on time to pick him up . one day he catches an earlier train and arrives at the station an hour early . he immediately begins walking home along the same route the wife drives . eventually his wife sees him on her way to the station and drives him the rest of the way home . when they arrive home the man notices that they arrived n0 minutes earlier than usual . how much time did the man spend walking ?	divide ( n0 , const_2 ) | subtract ( const_60 , #0 )
each day a man meets his wife at the train station after work , and then she drives him home . she always arrives exactly on time to pick him up . one day he catches an earlier train and arrives at the station an hour early . he immediately begins walking home along the same route the wife drives . eventually his wife sees him on her way to the station and drives him the rest of the way home . when they arrive home the man notices that they arrived n0 minutes earlier than usual . how much time did the man spend walking ?	divide ( n0 , const_2 ) | subtract ( const_60 , #0 )
revenues were recorded for store a and store b over a period of n3 months . in the first month , store a ' s revenues were $ n1 higher than store b ' s revenues . in the second month , store a ' s revenues were $ n2 higher than store b ' s revenues . if store a ' s average ( arithmetic mean ) monthly revenue for the n3 months was $ n4 greater than store b ' s average monthly revenue , then store b ' s revenue in the third month was how much greater than store a ' s revenue ?	add ( n1 , n2 ) | multiply ( n0 , n4 ) | subtract ( #0 , #1 ) | divide ( #2 , const_1000 )
tom and linda stand at point a . linda begins to walk in a straight line away from tom at a constant rate of n0 miles per hour . one hour later , tom begins to jog in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both tom and linda travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes tom to cover half of the distance that linda has covered and the amount of time it takes tom to cover twice the distance that linda has covered ?	multiply ( const_2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( const_2 , #2 ) | subtract ( n1 , #1 ) | divide ( #0 , #4 ) | subtract ( #5 , #3 ) | multiply ( #6 , const_60 )
tom and linda stand at point a . linda begins to walk in a straight line away from tom at a constant rate of n0 miles per hour . one hour later , tom begins to jog in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both tom and linda travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes tom to cover half of the distance that linda has covered and the amount of time it takes tom to cover twice the distance that linda has covered ?	multiply ( const_2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( const_2 , #2 ) | subtract ( n1 , #1 ) | divide ( #0 , #4 ) | subtract ( #5 , #3 ) | multiply ( #6 , const_60 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n2 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
tom and linda stand at point a . linda begins to walk in a straight line away from tom at a constant rate of n0 miles per hour . one hour later , tom begins to jog in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both tom and linda travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes tom to cover half of the distance that linda has covered and the amount of time it takes tom to cover twice the distance that linda has covered ?	multiply ( const_2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( const_2 , #2 ) | subtract ( n1 , #1 ) | divide ( #0 , #4 ) | subtract ( #5 , #3 ) | multiply ( #6 , const_60 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n0 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n2 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n0 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
tom and linda stand at point a . linda begins to walk in a straight line away from tom at a constant rate of n0 miles per hour . one hour later , tom begins to jog in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both tom and linda travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes tom to cover half of the distance that linda has covered and the amount of time it takes tom to cover twice the distance that linda has covered ?	multiply ( const_2 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( const_2 , #2 ) | subtract ( n1 , #1 ) | divide ( #0 , #4 ) | subtract ( #5 , #3 ) | multiply ( #6 , const_60 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n0 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
shannon and maxine work in the same building and leave work at the same time . shannon lives due north of work and maxine lives due south . the distance between maxine ' s house and shannon ' s house is n0 miles . if they both drive home at the rate n4 r miles per hour , maxine arrives home n2 minutes after shannon . if maxine rider her bike home at the rate of r per hour and shannon still drives at a rate of n4 r miles per hour , shannon arrives home n4 hours before maxine . how far does maxine live from work ?	multiply ( n0 , const_3 ) | subtract ( #0 , n0 ) | divide ( #1 , const_3 )
a clock store sold a certain clock to a collector for n0 percent more than the store had originally paid for the clock . when the collector tried to resell the clock to the store , the store bought it back at n1 percent of what the collector had paid . the shop then sold the clock again at a profit of n2 percent on its buy - back price . if the difference between the clock ' s original cost to the shop and the clock ' s buy - back price was $ n3 , for how much did the shop sell the clock the second time ?	add ( n2 , n3 ) | add ( n0 , n3 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , n3 ) | multiply ( n3 , #5 ) | divide ( #6 , #4 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party w . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
a clock store sold a certain clock to a collector for n0 percent more than the store had originally paid for the clock . when the collector tried to resell the clock to the store , the store bought it back at n1 percent of what the collector had paid . the shop then sold the clock again at a profit of n2 percent on its buy - back price . if the difference between the clock ' s original cost to the shop and the clock ' s buy - back price was $ n3 , for how much did the shop sell the clock the second time ?	add ( n2 , n3 ) | add ( n0 , n3 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , n3 ) | multiply ( n3 , #5 ) | divide ( #6 , #4 )
a clock store sold a certain clock to a collector for n0 percent more than the store had originally paid for the clock . when the collector tried to resell the clock to the store , the store bought it back at n1 percent of what the collector had paid . the shop then sold the clock again at a profit of n2 percent on its buy - back price . if the difference between the clock ' s original cost to the shop and the clock ' s buy - back price was $ n3 , for how much did the shop sell the clock the second time ?	add ( n2 , n3 ) | add ( n0 , const_100.0 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , const_100.0 ) | multiply ( n3 , #5 ) | divide ( #6 , #4 )
a barrel full of beer has n0 taps one midway , , which draw a litre in n1 minutes and the other at the bottom , which draws a litre in n2 minutes . the lower tap is lower normally used after the level of beer in the barrel is lower than midway . the capacity of the barrel is n3 litres . a new assistant opens the lower tap when the barrel is full and draws out some beer . as a result the lower tap has been used n4 minutes before the usual time . for how long was the beer drawn out by the new assistant ?	divide ( n3 , const_2 ) | multiply ( n1 , #0 ) | subtract ( #1 , n4 ) | divide ( #2 , n1 ) | subtract ( #0 , #3 ) | multiply ( n2 , #4 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party e . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
every student of a certain school must take one and only one elective course . in last year , n6 / n1 of the students took p . e . as an elective , n6 / n5 of the students took theatre as an elective , and all of the other students took music . in this year , n6 / n5 of the students who took p . e . and n6 / n7 of the students who took theatre left school , other students did not leave , and no fresh student come in . what fraction of all students took p . e . or music ?	divide ( n0 , n1 ) | divide ( n0 , n3 ) | divide ( n0 , n7 ) | add ( #0 , #1 ) | subtract ( const_1 , #1 ) | subtract ( const_1 , #2 ) | multiply ( #0 , #4 ) | multiply ( #1 , #5 ) | subtract ( const_1 , #3 ) | add ( #6 , #8 ) | add ( #9 , #7 ) | divide ( #9 , #10 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party r . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party t . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
a clock store sold a certain clock to a collector for n0 percent more than the store had originally paid for the clock . when the collector tried to resell the clock to the store , the store bought it back at n1 percent of what the collector had paid . the shop then sold the clock again at a profit of n2 percent on its buy - back price . if the difference between the clock ' s original cost to the shop and the clock ' s buy - back price was $ n3 , for how much did the shop sell the clock the second time ?	add ( n2 , n3 ) | add ( n0 , n3 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , n3 ) | multiply ( n3 , #5 ) | divide ( #6 , #4 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party q . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
a polling company surveyed a certain country , and it found that n0 % of that country no_ascii_32 s registered voters had an unfavorable impression of both of that state no_ascii_32 s major political parties and that n1 % had a favorable impression only of party a . if one registered voter has a favorable impression of both parties for every two registered voters who have a favorable impression only of party b , then what percentage of the country no_ascii_32 s registered voters have a favorable impression of both parties ( assuming that respondents to the poll were given a choice between favorable and unfavorable impressions only ) ?	add ( n0 , n1 ) | subtract ( const_100 , #0 ) | divide ( #1 , const_3 )
tough and tricky questions : word problems . ak car company wants to manufacture a new car known as model x , and it is trying to determine how many cars it needs to sell in order to make an annual profit of $ n0 , n1 . the annual fixed costs for model x total $ n2 , n3 . in addition , each model x car has an average cost of $ n4 per vehicle to manufacture . if the company forecasts it will sell n5 model x cars this year , at what price must the company sell the car to achieve the desired annual profit ?	multiply ( const_1000 , const_1000 ) | multiply ( n4 , n5 ) | multiply ( n2 , #0 ) | multiply ( n0 , #0 ) | add ( n3 , #2 ) | add ( n1 , #3 ) | add ( #4 , #1 ) | add ( #6 , #5 ) | divide ( #7 , n5 )
a clock store sold a certain clock to a collector for n0 percent more than the store had originally paid for the clock . when the collector tried to resell the clock to the store , the store bought it back at n1 percent of what the collector had paid . the shop then sold the clock again at a profit of n2 percent on its buy - back price . if the difference between the clock ' s original cost to the shop and the clock ' s buy - back price was $ n3 , for how much did the shop sell the clock the second time ?	add ( n2 , n3 ) | add ( n0 , n3 ) | divide ( #1 , const_2 ) | multiply ( #0 , #2 ) | subtract ( #2 , n0 ) | divide ( #3 , n3 ) | multiply ( n3 , #5 ) | divide ( #6 , #4 )
jerome anticipated that the webweb . com stock price would fall and sold all his webweb . com stocks for $ n0 per stock . he paid $ n1 tax on the revenue . a week later , jerome became convinced that the webweb . com stock price would rise , and he used the money that he had gotten from selling the webweb . com stocks to purchase them again , this time at $ n2 per stock . if jerome ended up having n3 webweb . com stocks fewer than the number he had before selling them , how many webweb . com stocks did he have originally ?	divide ( n1 , n3 ) | add ( n2 , #0 )
darcy lives n0 miles from work . she can walk to work at a constant rate of n1 miles per hour , or she can ride the train to work at a constant rate of n2 miles per hour . if she rides the train , there is an additional x minutes spent walking to the nearest train station , waiting for the train , and walking from the final train station to her work . if it takes darcy a total of n3 more minutes to commute to work by walking than it takes her to commute to work by riding the train , what is the value of x ?	divide ( const_60 , const_2 ) | divide ( n2 , n0 ) | divide ( const_60 , #1 ) | subtract ( #0 , n3 ) | subtract ( #3 , #2 )
darcy lives n0 miles from work . she can walk to work at a constant rate of n1 miles per hour , or she can ride the train to work at a constant rate of n2 miles per hour . if she rides the train , there is an additional x minutes spent walking to the nearest train station , waiting for the train , and walking from the final train station to her work . if it takes darcy a total of n3 more minutes to commute to work by walking than it takes her to commute to work by riding the train , what is the value of x ?	divide ( const_60 , const_2 ) | divide ( n2 , n0 ) | divide ( const_60 , #1 ) | subtract ( #0 , n3 ) | subtract ( #3 , #2 )
darcy lives n0 miles from work . she can walk to work at a constant rate of n1 miles per hour , or she can ride the train to work at a constant rate of n2 miles per hour . if she rides the train , there is an additional x minutes spent walking to the nearest train station , waiting for the train , and walking from the final train station to her work . if it takes darcy a total of n3 more minutes to commute to work by walking than it takes her to commute to work by riding the train , what is the value of x ?	divide ( const_60 , const_2 ) | divide ( n2 , n0 ) | divide ( const_60 , #1 ) | subtract ( #0 , n3 ) | subtract ( #3 , #2 )
maths , physics and chemistry books are stored on a library shelf that can accommodate n0 books . currently , n1 % of the shelf spots remain empty . there are twice as many maths books as physics books and the number of physics books is n2 greater than that of chemistry books . among all the books , n3 books are soft cover and the remaining are hard - cover . if there are a total of n4 hard - cover books among the maths and physics books . what is the probability e , that a book selected at random is either a hard cover book or a chemistry book ?	add ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( n3 , #1 ) | divide ( const_2 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 ) | multiply ( #3 , #4 ) | subtract ( #5 , #6 )
points x , y , and z lie , in that order , on a straight railroad track . the distance from point x to point y is twice the distance from point y to point z . a train traveled from point x to point z without stopping . the train ' s average speed when traveling from point x to point y was n0 miles per hour and the train ' s average speed when traveling from point y to point z was n1 miles per hour . what was the train ' s average speed , in miles per hour , when traveling from point x to point z ?	divide ( n0 , n1 ) | divide ( const_2 , #0 ) | add ( #1 , const_1 ) | divide ( const_3 , #2 ) | multiply ( n1 , #3 )
jerome anticipated that the webweb . com stock price would fall and sold all his webweb . com stocks for $ n0 per stock . he paid $ n1 , n2 tax on the revenue . a week later , jerome became convinced that the webweb . com stock price would rise , and he used the money that he had gotten from selling the webweb . com stocks to purchase them again , this time at $ n3 per stock . if jerome ended up having n4 webweb . com stocks fewer than the number he had before selling them , how many webweb . com stocks did he have originally ?	add ( n0 , n2 )
maths , physics and chemistry books are stored on a library shelf that can accommodate n0 books . currently , n1 % of the shelf spots remain empty . there are twice as many maths books as physics books and the number of physics books is n2 greater than that of chemistry books . among all the books , n3 books are soft cover and the remaining are hard - cover . if there are a total of n4 hard - cover books among the maths and physics books . what is the probability r , that a book selected at random is either a hard cover book or a chemistry book ?	add ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( n3 , #1 ) | divide ( const_2 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 ) | multiply ( #3 , #4 ) | subtract ( #5 , #6 )
jerome anticipated that the webweb . com stock price would fall and sold all his webweb . com stocks for $ n0 per stock . he paid $ n1 , n2 tax on the revenue . a week later , jerome became convinced that the webweb . com stock price would rise , and he used the money that he had gotten from selling the webweb . com stocks to purchase them again , this time at $ n3 per stock . if jerome ended up having n4 webweb . com stocks fewer than the number he had before selling them , how many webweb . com stocks did he have originally ?	add ( n0 , n2 )
jerome anticipated that the webweb . com stock price would fall and sold all his webweb . com stocks for $ n0 per stock . he paid $ n1 , n2 tax on the revenue . a week later , jerome became convinced that the webweb . com stock price would rise , and he used the money that he had gotten from selling the webweb . com stocks to purchase them again , this time at $ n3 per stock . if jerome ended up having n4 webweb . com stocks fewer than the number he had before selling them , how many webweb . com stocks did he have originally ?	add ( n0 , n2 )
maths , physics and chemistry books are stored on a library shelf that can accommodate n0 books . currently , n1 % of the shelf spots remain empty . there are twice as many maths books as physics books and the number of physics books is n2 greater than that of chemistry books . among all the books , n3 books are soft cover and the remaining are hard - cover . if there are a total of n4 hard - cover books among the maths and physics books . what is the probability t , that a book selected at random is either a hard cover book or a chemistry book ?	add ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( n3 , #1 ) | divide ( const_2 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 ) | multiply ( #3 , #4 ) | subtract ( #5 , #6 )
maths , physics and chemistry books are stored on a library shelf that can accommodate n0 books . currently , n1 % of the shelf spots remain empty . there are twice as many maths books as physics books and the number of physics books is n2 greater than that of chemistry books . among all the books , n3 books are soft cover and the remaining are hard - cover . if there are a total of n4 hard - cover books among the maths and physics books . what is the probability w , that a book selected at random is either a hard cover book or a chemistry book ?	add ( n2 , const_2 ) | add ( #0 , const_2 ) | add ( n3 , #1 ) | divide ( const_2 , #2 ) | divide ( #1 , #2 ) | add ( #3 , #4 ) | multiply ( #3 , #4 ) | subtract ( #5 , #6 )
points x , y , and z lie , in that order , on a straight railroad track . the distance from point x to point y is twice the distance from point y to point z . a train traveled from point x to point z without stopping . the train ' s average speed when traveling from point x to point y was n0 miles per hour and the train ' s average speed when traveling from point y to point z was n1 miles per hour . what was the train ' s average speed , in miles per hour , when traveling from point x to point z ?	divide ( n0 , n1 ) | divide ( const_2 , #0 ) | add ( #1 , const_1 ) | divide ( const_3 , #2 ) | multiply ( n1 , #3 )
jerome anticipated that the webweb . com stock price would fall and sold all his webweb . com stocks for $ n0 per stock . he paid $ n1 , n2 tax on the revenue . a week later , jerome became convinced that the webweb . com stock price would rise , and he used the money that he had gotten from selling the webweb . com stocks to purchase them again , this time at $ n3 per stock . if jerome ended up having n4 webweb . com stocks fewer than the number he had before selling them , how many webweb . com stocks did he have originally ?	add ( n0 , n2 )
buses a and b start from a common bus stop x . bus a begins to travel in a straight line away from bus b at a constant rate of n0 miles per hour . one hour later , bus b begins to travel in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both buses travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes bus b to cover the exact distance that bus a has covered and the amount of time it takes bus b to cover twice the distance that bus a has covered ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( n0 , #1 ) | subtract ( n1 , #0 ) | divide ( #0 , #3 ) | subtract ( #4 , #2 ) | multiply ( #5 , const_60 )
buses a and b start from a common bus stop x . bus a begins to travel in a straight line away from bus b at a constant rate of n0 miles per hour . one hour later , bus b begins to travel in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both buses travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes bus b to cover the exact distance that bus a has covered and the amount of time it takes bus b to cover twice the distance that bus a has covered ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( n0 , #1 ) | subtract ( n1 , #0 ) | divide ( #0 , #3 ) | subtract ( #4 , #2 ) | multiply ( #5 , const_60 )
buses a and b start from a common bus stop x . bus a begins to travel in a straight line away from bus b at a constant rate of n0 miles per hour . one hour later , bus b begins to travel in a straight line in the exact opposite direction at a constant rate of n1 miles per hour . if both buses travel indefinitely , what is the positive difference , in minutes , between the amount of time it takes bus b to cover the exact distance that bus a has covered and the amount of time it takes bus b to cover twice the distance that bus a has covered ?	multiply ( n0 , const_2 ) | subtract ( n1 , n0 ) | divide ( n0 , #1 ) | subtract ( n1 , #0 ) | divide ( #0 , #3 ) | subtract ( #4 , #2 ) | multiply ( #5 , const_60 )
a certain league has two divisions . the respective divisions had n0 and n1 teams qualify for the playoffs . each division held its own double - elimination tournament - - where a team is eliminated from the tournament upon losing two games - - in order to determine its champion . the n2 division champions then played in a single - elimination tournament - - where a team is eliminated upon losing one game - - in order to determine the overall league champion . assuming that there were no ties and no forfeits , what is the maximum number of games that could have been played in order to determine the overall league champion ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , const_1 ) | subtract ( #1 , const_1 ) | add ( #2 , #3 )
in a certain apartment building , there are one - bedroom and two - bedroom apartments . the rental prices of the apartment depend on a number of factors , but on average , two - bedroom apartments have higher rental prices than do one - bedroom apartments . let m be the average rental price for all apartments in the building . if m is $ n0 , n3 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n2 , n3 higher that m , then what percentage of apartments in the building are two - bedroom apartments ?	multiply ( n0 , const_100 ) | multiply ( const_1000 , const_2 ) | add ( #1 , const_100 ) | add ( n0 , #2 ) | divide ( #0 , #3 )
in a certain apartment building , there are one - bedroom and two - bedroom apartments . the rental prices of the apartment depend on a number of factors , but on average , two - bedroom apartments have higher rental prices than do one - bedroom apartments . let m be the average rental price for all apartments in the building . if m is $ n0 , n1 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n2 , n3 higher that m , then what percentage of apartments in the building are two - bedroom apartments ?	multiply ( n0 , const_100 ) | multiply ( const_1000 , const_2 ) | add ( #1 , const_100 ) | add ( n0 , #2 ) | divide ( #0 , #3 )
in a certain apartment building , there are one - bedroom and two - bedroom apartments . the rental prices of the apartment depend on a number of factors , but on average , two - bedroom apartments have higher rental prices than do one - bedroom apartments . let m be the average rental price for all apartments in the building . if m is $ n0 , n1 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n2 , n3 higher that m , then what percentage of apartments in the building are two - bedroom apartments ?	multiply ( n0 , const_100 ) | multiply ( const_1000 , const_2 ) | add ( #1 , const_100 ) | add ( n0 , #2 ) | divide ( #0 , #3 )
in a certain apartment building , there are one - bedroom and two - bedroom apartments . the rental prices of the apartment depend on a number of factors , but on average , two - bedroom apartments have higher rental prices than do one - bedroom apartments . let m be the average rental price for all apartments in the building . if m is $ n0 , n3 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n2 , n3 higher that m , then what percentage of apartments in the building are two - bedroom apartments ?	multiply ( n0 , const_100 ) | multiply ( const_1000 , const_2 ) | add ( #1 , const_100 ) | add ( n0 , #2 ) | divide ( #0 , #3 )
in a city where all streets run east - to - west , all avenues run north - to - south , and all intersections are right angles as shown below , jenn needs to walk from the corner of n5 st street and n5 st avenue to the corner of n2 th street and n3 rd avenue . if her friend amanda is sitting on a bench on n8 th street halfway between n5 st and n6 nd avenues , and jenn chooses her path randomly from any route that will allow her to walk exactly n7 blocks to her destination , what is the probability that jenn will walk down n8 th st . past amanda ?	multiply ( n3 , n7 ) | divide ( n3 , #0 )
a motorcyclist started riding at highway marker a , drove n0 miles to highway marker b , and then , without pausing , continued to highway marker c , where she stopped . the average speed of the motorcyclist , over the course of the entire trip , was n1 miles per hour . if the ride from marker a to marker b lasted n2 times as many hours as the rest of the ride , and the distance from marker b to marker c was half of the distance from marker a to marker b , what was the average speed , in miles per hour , of the motorcyclist while driving from marker b to marker c ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , const_4 ) | multiply ( #3 , #0 )
a small company is planning to rent either computer a or computer b to print customer mailing lists . both computer a and computer b must be rented on an hourly basis . the rental fee is based only on the amount of time the computer is turned on . it will cost n0 percent more per hour to rent computer a than to rent computer b . computer b would , however , require n1 hours more than computer a to do the job . if either computer a , or computer b were rented the total cost to rent the computer would be $ n2 . what would be the approximate hourly charge to rent computer b ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | divide ( n1 , const_4 ) | divide ( #2 , const_100 ) | add ( #1 , #3 ) | add ( #0 , #4 ) | add ( #5 , #1 )
a motorcyclist started riding at highway marker a , drove n0 miles to highway marker b , and then , without pausing , continued to highway marker c , where she stopped . the average speed of the motorcyclist , over the course of the entire trip , was n1 miles per hour . if the ride from marker a to marker b lasted n2 times as many hours as the rest of the ride , and the distance from marker b to marker c was half of the distance from marker a to marker b , what was the average speed , in miles per hour , of the motorcyclist while driving from marker b to marker c ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , const_4 ) | multiply ( #3 , #0 )
a small company is planning to rent either computer a or computer b to print customer mailing lists . both computer a and computer b must be rented on an hourly basis . the rental fee is based only on the amount of time the computer is turned on . it will cost n0 percent more per hour to rent computer a than to rent computer b . computer b would , however , require n1 hours more than computer a to do the job . if either computer a , or computer b were rented the total cost to rent the computer would be $ n2 . what would be the approximate hourly charge to rent computer b ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | divide ( n1 , const_4 ) | divide ( #2 , const_100 ) | add ( #1 , #3 ) | add ( #0 , #4 ) | add ( #5 , #1 )
a small company is planning to rent either computer a or computer b to print customer mailing lists . both computer a and computer b must be rented on an hourly basis . the rental fee is based only on the amount of time the computer is turned on . it will cost n0 percent more per hour to rent computer a than to rent computer b . computer b would , however , require n1 hours more than computer a to do the job . if either computer a , or computer b were rented the total cost to rent the computer would be $ n2 . what would be the approximate hourly charge to rent computer b ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | divide ( n1 , const_4 ) | divide ( #2 , const_100 ) | add ( #1 , #3 ) | add ( #0 , #4 ) | add ( #5 , #1 )
a small company is planning to rent either computer a or computer b to print customer mailing lists . both computer a and computer b must be rented on an hourly basis . the rental fee is based only on the amount of time the computer is turned on . it will cost n0 percent more per hour to rent computer a than to rent computer b . computer b would , however , require n1 hours more than computer a to do the job . if either computer a , or computer b were rented the total cost to rent the computer would be $ n2 . what would be the approximate hourly charge to rent computer b ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | divide ( n1 , const_4 ) | divide ( #2 , const_100 ) | add ( #1 , #3 ) | add ( #0 , #4 ) | add ( #5 , #1 )
a motorcyclist started riding at highway marker a , drove n0 miles to highway marker b , and then , without pausing , continued to highway marker c , where she stopped . the average speed of the motorcyclist , over the course of the entire trip , was n1 miles per hour . if the ride from marker a to marker b lasted n2 times as many hours as the rest of the ride , and the distance from marker b to marker c was half of the distance from marker a to marker b , what was the average speed , in miles per hour , of the motorcyclist while driving from marker b to marker c ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , const_4 ) | multiply ( #3 , #0 )
a motorcyclist started riding at highway marker a , drove n0 miles to highway marker b , and then , without pausing , continued to highway marker c , where she stopped . the average speed of the motorcyclist , over the course of the entire trip , was n1 miles per hour . if the ride from marker a to marker b lasted n2 times as many hours as the rest of the ride , and the distance from marker b to marker c was half of the distance from marker a to marker b , what was the average speed , in miles per hour , of the motorcyclist while driving from marker b to marker c ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , const_4 ) | multiply ( #3 , #0 )
a motorcyclist started riding at highway marker a , drove n0 miles to highway marker b , and then , without pausing , continued to highway marker c , where she stopped . the average speed of the motorcyclist , over the course of the entire trip , was n1 miles per hour . if the ride from marker a to marker b lasted n2 times as many hours as the rest of the ride , and the distance from marker b to marker c was half of the distance from marker a to marker b , what was the average speed , in miles per hour , of the motorcyclist while driving from marker b to marker c ?	divide ( n0 , const_2 ) | add ( n0 , #0 ) | divide ( #1 , n1 ) | divide ( #2 , const_4 ) | multiply ( #3 , #0 )
a small company is planning to rent either computer a or computer b to print customer mailing lists . both computer a and computer b must be rented on an hourly basis . the rental fee is based only on the amount of time the computer is turned on . it will cost n0 percent more per hour to rent computer a than to rent computer b . computer b would , however , require n1 hours more than computer a to do the job . if either computer a , or computer b were rented the total cost to rent the computer would be $ n2 . what would be the approximate hourly charge to rent computer b ?	add ( const_3 , const_4 ) | divide ( n0 , const_100 ) | divide ( n1 , const_4 ) | divide ( #2 , const_100 ) | add ( #1 , #3 ) | add ( #0 , #4 ) | add ( #5 , #1 )
there are n18 boats b n19 , b n17 and b n18 working together they carry n4 people in each trip . one day an early morning b n19 carried n6 people in few trips alone . when it stopped carrying the passengers b n17 and b n18 started carrying the people together . it took a total of n9 trips to carry n14 people by b n19 , b n17 and b n18 . it is known that each day on an average n14 people cross the river using only one of the n18 boats b n19 , b n17 and b n18 . how many trips it would take to b n19 , to carry n20 passengers alone ?	divide ( n10 , n2 ) | divide ( #0 , n9 )
the visitors of a modern art museum who watched a certain picasso painting were asked to fill in a short questionnaire indicating whether they had enjoyed looking at the picture and whether they felt they had understood it . according to the results of the survey , all n0 visitors who did not enjoy the painting also did not feel they had understood the painting , and the number of visitors who enjoyed the painting was equal to the number of visitors who felt they had understood the painting . if n1 / n2 of the visitors who answered the questionnaire both enjoyed the painting and felt they had understood the painting , then how many visitors answered the questionnaire ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the visitors of a modern art museum who watched a certain picasso painting were asked to fill in a short questionnaire indicating whether they had enjoyed looking at the picture and whether they felt they had understood it . according to the results of the survey , all n0 visitors who did not enjoy the painting also did not feel they had understood the painting , and the number of visitors who enjoyed the painting was equal to the number of visitors who felt they had understood the painting . if n1 / n2 of the visitors who answered the questionnaire both enjoyed the painting and felt they had understood the painting , then how many visitors answered the questionnaire ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the visitors of a modern art museum who watched a certain picasso painting were asked to fill in a short questionnaire indicating whether they had enjoyed looking at the picture and whether they felt they had understood it . according to the results of the survey , all n0 visitors who did not enjoy the painting also did not feel they had understood the painting , and the number of visitors who enjoyed the painting was equal to the number of visitors who felt they had understood the painting . if n1 / n2 of the visitors who answered the questionnaire both enjoyed the painting and felt they had understood the painting , then how many visitors answered the questionnaire ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
the visitors of a modern art museum who watched a certain picasso painting were asked to fill in a short questionnaire indicating whether they had enjoyed looking at the picture and whether they felt they had understood it . according to the results of the survey , all n0 visitors who did not enjoy the painting also did not feel they had understood the painting , and the number of visitors who enjoyed the painting was equal to the number of visitors who felt they had understood the painting . if n1 / n2 of the visitors who answered the questionnaire both enjoyed the painting and felt they had understood the painting , then how many visitors answered the questionnaire ?	divide ( n1 , n2 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
jack and christina are standing n0 feet apart on a level surface . their dog , lindy , is standing next to christina . at the same time , they all begin moving toward each other . jack walks in a straight line toward christina at a constant speed of n1 feet per second and christina walks in a straight line toward jack at a constant speed of n2 feet per second . lindy runs at a constant speed of n3 feet per second from christina to jack , back to christina , back to jack , and so forth . what is the total distance , in feet , that lindy has traveled when the three meet at one place ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
jack and christina are standing n0 feet apart on a level surface . their dog , lindy , is standing next to christina . at the same time , they all begin moving toward each other . jack walks in a straight line toward christina at a constant speed of n1 feet per second and christina walks in a straight line toward jack at a constant speed of n2 feet per second . lindy runs at a constant speed of n3 feet per second from christina to jack , back to christina , back to jack , and so forth . what is the total distance , in feet , that lindy has traveled when the three meet at one place ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
jack and christina are standing n0 feet apart on a level surface . their dog , lindy , is standing next to christina . at the same time , they all begin moving toward each other . jack walks in a straight line toward christina at a constant speed of n1 feet per second and christina walks in a straight line toward jack at a constant speed of n2 feet per second . lindy runs at a constant speed of n3 feet per second from christina to jack , back to christina , back to jack , and so forth . what is the total distance , in feet , that lindy has traveled when the three meet at one place ?	add ( n1 , n2 ) | divide ( n0 , #0 ) | multiply ( n3 , #1 )
the no_ascii_30 s - number no_ascii_79 of a number x is defined as the ones digit of n0 ^ x . antony rolls a die with n3 sides labeled with the integers from n2 to n3 , each of which has an equal probability of landing face - up . he then takes n5 ^ s , where s is the s - number of the result of his die roll , and plots n5 ^ s on a number line as the point a . finally , he repeats this entire process , this time plotting the result as the point b . what is the probability that the distance between a and b is greater than the value of b ?	add ( n1 , n2 ) | multiply ( n1 , n1 ) | add ( n4 , #0 ) | add ( n4 , #2 ) | divide ( #3 , #1 )
the no_ascii_30 a - number no_ascii_79 of a number x is defined as the ones digit of n0 ^ x . antony rolls a die with n3 sides labeled with the integers from n2 to n3 , each of which has an equal probability of landing face - up . he then takes n5 ^ a , where a is the a - number of the result of his die roll , and plots n5 ^ a on a number line as the point a . finally , he repeats this entire process , this time plotting the result as the point b . what is the probability that the distance between a and b is greater than the value of b ?	add ( n0 , const_4 ) | multiply ( n1 , n1 ) | add ( n2 , #0 ) | add ( n0 , #2 ) | add ( #3 , const_4 ) | divide ( #4 , #1 )
mike works at a science lab that conducts experiments on bacteria . the population of the bacteria multiplies at a constant rate , and his job is to notate the population of a certain group of bacteria each hour . at n0 p . m . on a certain day , he noted that the population was n4 and then he left the lab . he returned in time to take a reading at n2 p . m . , by which point the population had grown to n3 , n4 . now he has to fill in the missing data for n5 p . m . and n7 p . m . what was the population at n7 p . m . ?	add ( const_2 , const_3 ) | power ( #0 , n4 ) | multiply ( n1 , #1 )
david works at a science lab that conducts experiments on bacteria . the population of the bacteria multiplies at a constant rate , and his job is to notate the population of a certain group of bacteria each hour . at n0 p . m . on a certain day , he noted that the population was n4 and then he left the lab . he returned in time to take a reading at n2 p . m . , by which point the population had grown to n3 , n4 . now he has to fill in the missing data for n5 p . m . and n7 p . m . what was the population at n7 p . m . ?	multiply ( n2 , n4 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | power ( #2 , const_0_33 ) | multiply ( n1 , #3 ) | multiply ( #4 , #3 )
a cave is going to explode . a family is trapped inside that cave . the only way to get outside is a narrow tunnel . but the tunnel is weak and thus only two people can go at one time . also , everybody is afraid of going alone . the father takes one minute to go through till the end , the mother takes two , the son takes n0 and the daughter takes n1 . the cave and tunnel will explode in n2 minutes . can they make it to the other end in that time frame ? ps : keep in mind that when two people are moving , the total time taken will be as per the slower one .	divide ( n2 , n0 ) | multiply ( n1 , #0 ) | subtract ( #1 , const_3 )
there are n2 pieces of radioactive metal a that look identical . n3 of the pieces give the same radiation count when measured , the n2 th piece is a counterfeit and gives a different radiation level , which may be more or less than the other n3 . we are given a radiation scale , which can take n4 sets of samples and compare their added up radiation levels to tell us if the sums are the same or if different , which set has the higher level of radiation . what is the minimum number of comparisons we need on this scale to identify the counterfeit sample and to also determine whether it has more or less radiation than the other samples ?	subtract ( n0 , n1 ) | add ( n4 , #0 )
in a certain company , the formula for maximizing profits is p = - n0 x ^ n1 + n2 x , , where p is profit and x is the number of machines the company operates in its factory . what value for x will maximize p ? this one is from integratedlearning . here ' s what i did : the oa states : to find a maximum or minimum value of an equation with an exponent in it , you take the derivative of the equation , set it to zero , and solve . i dont really get what that means . so whoever solves it , could you plz post explanation of what the above sentence mean as well ?	sqrt ( n0 ) | multiply ( #0 , const_2 ) | divide ( n2 , #1 ) | divide ( #2 , #0 )
david works at a science lab that conducts experiments on bacteria . the population of the bacteria multiplies at a constant rate , and his job is to notate the population of a certain group of bacteria each hour . at n0 p . m . on a certain day , he noted that the population was n6 , n2 and then he left the lab . he returned in time to take a reading at n3 p . m . , by which point the population had grown to n4 , n5 . now he has to fill in the missing data for n6 p . m . and n8 p . m . what was the population at n8 p . m . ?	multiply ( n2 , n4 ) | multiply ( n1 , #0 ) | divide ( #1 , n1 ) | power ( #2 , const_0_33 ) | multiply ( n1 , #3 ) | multiply ( #4 , #3 )
a new tower has just been built at the verbico military hospital ; the number of beds available for patients at the hospital is now n0 times the number available before the new tower was built . currently , n3 / n2 of the hospital ' s original beds , as well as n3 / n4 of the beds in the new tower , are occupied . for the purposes of renovating the hospital ' s original wing , all of the patients in the hospital ' s original beds must be transferred to beds in the new tower . if patients are neither admitted nor discharged during the transfer , what fraction of the beds in the new tower will be unoccupied once the transfer is complete ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , n2 ) | add ( n1 , #2 ) | multiply ( #0 , #1 ) | multiply ( #3 , #4 )
a new tower has just been built at the verbico military hospital ; the number of beds available for patients at the hospital is now n0 times the number available before the new tower was built . currently , n3 / n2 of the hospital ' s original beds , as well as n3 / n4 of the beds in the new tower , are occupied . for the purposes of renovating the hospital ' s original wing , all of the patients in the hospital ' s original beds must be transferred to beds in the new tower . if patients are neither admitted nor discharged during the transfer , what fraction of the beds in the new tower will be unoccupied once the transfer is complete ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , n2 ) | add ( n1 , #2 ) | multiply ( #0 , #1 ) | multiply ( #3 , #4 )
a new tower has just been built at the verbico military hospital ; the number of beds available for patients at the hospital is now n4 times the number available before the new tower was built . currently , n3 / n2 of the hospital ' s original beds , as well as n3 / n4 of the beds in the new tower , are occupied . for the purposes of renovating the hospital ' s original wing , all of the patients in the hospital ' s original beds must be transferred to beds in the new tower . if patients are neither admitted nor discharged during the transfer , what fraction of the beds in the new tower will be unoccupied once the transfer is complete ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , n2 ) | add ( n1 , #2 ) | multiply ( #0 , #1 ) | multiply ( #3 , #4 )
a new tower has just been built at the verbico military hospital ; the number of beds available for patients at the hospital is now n0 times the number available before the new tower was built . currently , n3 / n2 of the hospital ' s original beds , as well as n3 / n4 of the beds in the new tower , are occupied . for the purposes of renovating the hospital ' s original wing , all of the patients in the hospital ' s original beds must be transferred to beds in the new tower . if patients are neither admitted nor discharged during the transfer , what fraction of the beds in the new tower will be unoccupied once the transfer is complete ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , n2 ) | add ( n1 , #2 ) | multiply ( #0 , #1 ) | multiply ( #3 , #4 )
a new tower has just been built at the verbico military hospital ; the number of beds available for patients at the hospital is now n0 times the number available before the new tower was built . currently , n3 / n2 of the hospital ' s original beds , as well as n3 / n4 of the beds in the new tower , are occupied . for the purposes of renovating the hospital ' s original wing , all of the patients in the hospital ' s original beds must be transferred to beds in the new tower . if patients are neither admitted nor discharged during the transfer , what fraction of the beds in the new tower will be unoccupied once the transfer is complete ?	divide ( n1 , n2 ) | divide ( n1 , n4 ) | multiply ( n0 , n2 ) | add ( n1 , #2 ) | multiply ( #0 , #1 ) | multiply ( #3 , #4 )
the speeds of three asteroids were compared . asteroids x - n14 and y - n6 were observed for identical durations , while asteroid z - n11 was observed for n3 seconds longer . during its period of observation , asteroid y - n6 traveled three times the distance x - n14 traveled , and therefore y - n6 was found to be faster than x - n14 by n8 kilometers per second . asteroid z - n11 had an identical speed as that of x - n14 , but because z - n11 was observed for a longer period , it traveled five times the distance x - n14 traveled during x - n14 ' s inspection . asteroid x - n14 traveled how many kilometers during its observation ?	divide ( n8 , const_2 ) | divide ( const_1 , const_2 ) | multiply ( #0 , #1 )
the speeds of three asteroids were compared . asteroids x - n14 and y - n6 were observed for identical durations , while asteroid z - n11 was observed for n3 seconds longer . during its period of observation , asteroid y - n6 traveled three times the distance x - n14 traveled , and therefore y - n6 was found to be faster than x - n14 by n8 kilometers per second . asteroid z - n11 had an identical speed as that of x - n14 , but because z - n11 was observed for a longer period , it traveled five times the distance x - n14 traveled during x - n14 ' s inspection . asteroid x - n14 traveled how many kilometers during its observation ?	divide ( n8 , n3 ) | divide ( const_1 , n3 ) | multiply ( #0 , #1 )
a working mom wakes up every day at n0 am and goes to sleep at n1 pm . she works n2 hours a day . spends n9 hours working out at the gym . she spends n4 hours cooking dinner and doing dishes . she spends . n8 of an hour giving her daughter a bath . she spends n6 hour helping with homework and getting her daughter ready for bed . she spends another . n8 of an hour packing lunches for the family for the next day . she spends . n8 of an hour cleaning the house and n9 hours taking a shower and reading or watching t . v . before she goes to sleep . what percent of her day does she spend at work ?	multiply ( const_3 , const_4 ) | subtract ( #0 , n0 ) | add ( n1 , #1 ) | divide ( n2 , #2 ) | multiply ( #3 , const_100 )
the speeds of three asteroids were compared . asteroids x - n14 and y - n6 were observed for identical durations , while asteroid z - n11 was observed for n3 seconds longer . during its period of observation , asteroid y - n6 traveled three times the distance x - n14 traveled , and therefore y - n6 was found to be faster than x - n14 by n8 kilometers per second . asteroid z - n11 had an identical speed as that of x - n14 , but because z - n11 was observed for a longer period , it traveled five times the distance x - n14 traveled during x - n14 ' s inspection . asteroid x - n14 traveled how many kilometers during its observation ?	divide ( n8 , n3 ) | divide ( const_1 , n3 ) | multiply ( #0 , #1 )
the speeds of three asteroids were compared . asteroids x - n14 and y - n6 were observed for identical durations , while asteroid z - n11 was observed for n3 seconds longer . during its period of observation , asteroid y - n6 traveled three times the distance x - n14 traveled , and therefore y - n6 was found to be faster than x - n14 by n8 kilometers per second . asteroid z - n11 had an identical speed as that of x - n14 , but because z - n11 was observed for a longer period , it traveled five times the distance x - n14 traveled during x - n14 ' s inspection . asteroid x - n14 traveled how many kilometers during its observation ?	divide ( n8 , n3 ) | divide ( const_1 , n3 ) | multiply ( #0 , #1 )
a professional athlete was offered a n7 - year contract to play with team k that provided for an annual salary of $ n1 in the first year , an increase in annual salary of n6 % over the previous year for the next two years , and a bonus of $ n3 on signing . team l offered a n7 - year contract providing for an annual salary of $ n5 in the first year , an increase in annual salary of n6 % over the previous year for the next two years , and no signing bonus . if he accepts the offer of team l and fulfills the n7 - year contract terms , the athlete will receive how much more money by choosing team l over team k ?	add ( n1 , n3 ) | divide ( n2 , const_100 ) | add ( #1 , const_1 ) | multiply ( n5 , #2 ) | multiply ( n1 , #2 ) | add ( n5 , #3 ) | add ( #0 , #4 ) | multiply ( #2 , #3 ) | multiply ( #2 , #4 ) | add ( #5 , #7 ) | add ( #6 , #8 ) | subtract ( #9 , #10 ) | divide ( #11 , const_1000 )
stock / number of shares v - - - - - - - - - - - - n0 w - - - - - - - - - - n1 x - - - - - - - - - - - - n2 y - - - - - - - - - - - - n3 z - - - - - - - - - - - - n4 the table shows the number of shares of each of the n8 stocks owned by mr sami . if mr . sami was to sell n6 shares of stock x and buy n7 shares of stock y , what would be the increase in the range of the numbers of shares of the n8 stocks owned by mr . sami ?	add ( n3 , n7 ) | subtract ( n2 , n6 ) | subtract ( n1 , n4 ) | subtract ( #0 , #1 ) | subtract ( #3 , #2 )
jim needs $ n0 to buy a new flat - screen tv . since he has only $ n1 , he borrows the remaining balance from his sister mary . the loan will be repaid in n6 annual installments at an interest rate of n3 % , compounded annually . the formula for calculating the monthly payment p is p = ( l x c x r ) / ( c no_ascii_77 n5 ) where l = amount of the loan , r = annual interest rate , and c = compounding factor = ( n5 + r ) ^ n where n = number of annual payments . how much does jim have to pay mary at the end of each of the next n6 years ( rounded to the nearest penny ) ?	divide ( n3 , const_100 ) | subtract ( n0 , n1 ) | add ( n4 , #0 ) | multiply ( #0 , #1 ) | power ( #2 , n2 ) | multiply ( #3 , #4 ) | subtract ( #4 , const_1 ) | divide ( #5 , #6 )
while visiting a small town in the united states , i lost my overcoat in a bus . when i reported the matter to the bus company i was asked the number of the bus . though i did not remember the exact number i did remember that the bus number bad a certain peculiarity about it . the number plate showed the bus number as a perfect square and also if the plate was turned upside down . ? the number would still be a perfect square no_ascii_42 of course it was not ? i came to know from the bus company they had only n0 n1 buses numbered from n2 to n3 . from this i was able to deduce the bus number . can you tell what was the other number .	subtract ( n1 , const_4 ) | add ( #0 , const_100 )
a man goes into a barbershop and gets a $ n0 haircut . he pays the barber with a $ n7 bill , but the barber does n ' t have change because it is an especially slow day . the barber goes to the flower shop next to his own and trades the $ n7 bill for a $ n3 dollar bill and two $ n5 bills . then he gives the man his $ n5 in change . later the lady from the flower shop confronts the barber and tells him that the $ n7 bill he gave her was counterfeit . the barber agrees and he gives the lady a different $ n7 bill . later that day he tries to figure out how much money he lost . what did he lose ?	subtract ( n1 , n0 )
there are n14 doors marked with numbers n4 to n14 . there are n14 individuals marked n4 to n14 . an operation on a door is defined as changing the status of the door from open to closed or vice versa . all the doors are closed to start with . one at a time , one randomly chosen individual goes and operates the doors . the individual however operates only those doors which are a multiple of the number he / she is carrying . for example , the individual marked with number n7 operates the doors marked with n7 , n8 , n9 , n10 , n11 , n12 , n13 , and n14 . if every individual in the group gets one turn , then how many doors are open at the end ?	subtract ( n8 , const_4 )
in a n0 person race , medals are awarded to the fastest n3 runners . the first - place runner receives a gold medal , the second - place runner receives a silver medal , and the third - place runner receives a bronze medal . in the event of a tie , the tied runners receive the same color medal . ( for example , if there is a two - way tie for first - place , the top two runners receive gold medals , the next - fastest runner receives a silver medal , and no bronze medal is awarded ) . assuming that exactly n3 medals are awarded , and that the n3 medal winners stand together with their medals to form a victory circle , how many different victory circles are possible ?	factorial ( n0 ) | multiply ( n0 , #0 )
a king has n0 bottles of wine , a queen wants to kill the king and sends a servant to poison the wine . fortunately the king ' s guard ' s catch d servant after he has only poisoned one bottle and the guard do n ' t know which bottle is poisoned . furthermore it takes one month to have an effect , and there is an anniversary party coming up in n2 weeks time ! the king decides he will get some of the prisoners in his vast dungeons to drink the wine . how many minimum prisoners does it required to sample the wine to find out the poisoned bottle so that the guests will still be able to drink the rest of the wine at his anniversary party in n2 weeks time ?	divide ( n0 , const_100 )
in a n0 person race , medals are awarded to the fastest n3 runners . the first - place runner receives a gold medal , the second - place runner receives a silver medal , and the third - place runner receives a bronze medal . in the event of a tie , the tied runners receive the same color medal . ( for example , if there is a two - way tie for first - place , the top two runners receive gold medals , the next - fastest runner receives a silver medal , and no bronze medal is awarded ) . assuming that exactly n3 medals are awarded , and that the n3 medal winners stand together with their medals to form a victory circle , how many z different victory circles are possible ?	factorial ( n0 ) | factorial ( const_2 ) | factorial ( n1 ) | divide ( #0 , #1 ) | divide ( #0 , #2 ) | add ( #3 , #0 ) | add ( #5 , #3 ) | add ( #6 , #4 )
a not - so - good clockmaker has four clocks on display in the window . clock # n13 loses n1 minutes every hour . clock # n17 gains n14 minutes every hour relative to clock # n13 ( i . e . , as clock # n13 moves from n21 : n25 to n13 : n25 , clock # n17 moves from n21 : n25 to n13 : n14 ) . clock # n20 loses n19 minutes every hour relative to clock # n17 . finally , clock # n22 gains n19 minutes every hour relative to clock # n20 . if the clockmaker resets all four clocks to the correct time at n21 noon , what time will clock # n22 display after n24 actual hours ( when it is actually n24 : n25 pm that same day ) ?	add ( n16 , const_60 ) | add ( n3 , const_60 ) | multiply ( n23 , const_10 ) | subtract ( const_60 , n16 ) | subtract ( const_60 , n1 ) | divide ( #0 , const_60 ) | divide ( #1 , const_60 ) | divide ( #3 , const_60 ) | multiply ( #6 , #7 ) | multiply ( #5 , #8 ) | multiply ( #9 , #4 ) | subtract ( #2 , #10 )
a not - so - good clockmaker has four clocks on display in the window . clock # n13 loses n1 minutes every hour . clock # n17 gains n14 minutes every hour relative to clock # n13 ( i . e . , as clock # n13 moves from n21 : n25 to n13 : n25 , clock # n17 moves from n21 : n25 to n13 : n14 ) . clock # n20 loses n19 minutes every hour relative to clock # n17 . finally , clock # n22 gains n19 minutes every hour relative to clock # n20 . if the clockmaker resets all four clocks to the correct time at n21 noon , what time will clock # n22 display after n24 actual hours ( when it is actually n24 : n25 pm that same day ) ?	add ( n16 , const_60 ) | add ( n3 , const_60 ) | multiply ( n23 , const_10 ) | subtract ( const_60 , n16 ) | subtract ( const_60 , n1 ) | divide ( #0 , const_60 ) | divide ( #1 , const_60 ) | divide ( #3 , const_60 ) | multiply ( #6 , #7 ) | multiply ( #5 , #8 ) | multiply ( #9 , #4 ) | subtract ( #2 , #10 )
a not - so - good clockmaker has four clocks on display in the window . clock # n13 loses n1 minutes every hour . clock # n17 gains n14 minutes every hour relative to clock # n13 ( i . e . , as clock # n13 moves from n21 : n25 to n13 : n25 , clock # n17 moves from n21 : n25 to n13 : n14 ) . clock # n20 loses n19 minutes every hour relative to clock # n17 . finally , clock # n22 gains n19 minutes every hour relative to clock # n20 . if the clockmaker resets all four clocks to the correct time at n21 noon , what time will clock # n22 display after n24 actual hours ( when it is actually n24 : n25 pm that same day ) ?	add ( n16 , const_60 ) | add ( n3 , const_60 ) | multiply ( n23 , const_10 ) | subtract ( const_60 , n16 ) | subtract ( const_60 , n1 ) | divide ( #0 , const_60 ) | divide ( #1 , const_60 ) | divide ( #3 , const_60 ) | multiply ( #6 , #7 ) | multiply ( #5 , #8 ) | multiply ( #9 , #4 ) | subtract ( #2 , #10 )
- - - - - - - - - - - - - - - - yes - - - - - - - - - no - - - - unsure subject m - - - - n0 - - - - - - - - n1 - - - - - n4 subject r - - - - n3 - - - - - - - - n4 - - - - - n5 a total of n6 students were asked whether they found two subjects , m and r , interesting . each answer was either yes or no or unsure , and the numbers of students who gave these answers are listed in the table above . if n7 students answered yes only for subject m , how many of the students did not answer yes for either subject ?	subtract ( n0 , n7 ) | add ( n7 , #0 ) | subtract ( n3 , #0 ) | add ( #1 , #2 ) | subtract ( n6 , #3 )
- - - - - - - - - - - - - - - - yes - - - - - - - - - no - - - - unsure subject m - - - - n0 - - - - - - - - n1 - - - - - n4 subject r - - - - n3 - - - - - - - - n4 - - - - - n5 a total of n6 students were asked whether they found two subjects , m and r , interesting . each answer was either yes or no or unsure , and the numbers of students who gave these answers are listed in the table above . if n7 students answered yes only for subject m , how many of the students did not answer yes for either subject ?	subtract ( n0 , n7 ) | add ( n7 , #0 ) | subtract ( n3 , #0 ) | add ( #1 , #2 ) | subtract ( n6 , #3 )
- - - - - - - - - - - - - - - - yes - - - - - - - - - no - - - - unsure subject m - - - - n0 - - - - - - - - n1 - - - - - n4 subject r - - - - n3 - - - - - - - - n4 - - - - - n5 a total of n6 students were asked whether they found two subjects , m and r , interesting . each answer was either yes or no or unsure , and the numbers of students who gave these answers are listed in the table above . if n7 students answered yes only for subject m , how many of the students did not answer yes for either subject ?	subtract ( n0 , n7 ) | add ( n7 , #0 ) | subtract ( n3 , #0 ) | add ( #1 , #2 ) | subtract ( n6 , #3 )
there are n18 doors marked with numbers n4 to n18 . there are n18 individuals marked n4 to n18 . an operation on a door is defined as changing the status of the door from open to closed or vice versa . all the doors are closed to start with . one at a time , one randomly chosen individual goes and operates the doors . the individual however operates only those doors which are a multiple of the number he / she is carrying . for example , the individual marked with number n7 operates the doors marked with n7 , n8 , n9 , n10 , n11 , n12 , n13 , n14 , n15 , n16 , n17 , and n18 . if every individual in the group gets one turn , then how many doors are open at the end ?	divide ( n0 , const_10 ) | add ( n1 , #0 )
there are n5 thieves . they stole diamonds from a diamond merchant and ran away . while running , night sets in and they decide to rest in the jungle . when everybody was sleeping , two of them woke up and decided to divide the diamonds equally among themselves . but when they divided the diamonds equally , one diamond is left . so they woke up the n1 rd thief and tried to divide the diamonds equally again but still one diamond was left . then they woke up the n2 th thief to divide the diamonds equally again , and again one diamond was left . this happened with the n3 th and n4 th thief no_ascii_77 one diamond was still left . finally , they woke up the n5 th thief and this time the diamonds were divided equally . how many diamonds did they steal in total ?	add ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( #0 , #1 ) | add ( #2 , #1 ) | add ( n1 , #3 ) | multiply ( n0 , #4 )
amit , sumit and pramit go to a seaside town to spend a vacation there and on the first day everybody decides to visit different tourist locations . after breakfast , each of them boards a different tourist vehicle from the nearest bus - depot . after n0 hours , sumit who had gone to a famous beach , calls on the mobile of pramit and claims that he has observed a shark in the waters . pramit learns from the local guide that at that time of the year , only n1 sea - creatures ( including a shark ) are observable and the probability of observing any creature is equal . however , amit and pramit later recall during their discussion that sumit has a reputation for not telling the truth n2 out of n3 times . what is the probability that sumit actually observed a shark in the waters ?	add ( n3 , const_1 ) | divide ( const_1 , n1 ) | divide ( const_1 , n3 ) | divide ( n2 , n3 ) | divide ( #0 , n1 ) | multiply ( #1 , #2 ) | multiply ( #3 , #4 ) | add ( #5 , #6 ) | divide ( #5 , #7 )
a number with an interesting property : when i divide it by n3 , the remainder is n1 . when i divide it by n5 , the remainder is n3 . when i divide it by n7 , the remainder is n5 . when i divide it by n9 , the remainder is n7 . when i divide it by n11 , the remainder is n9 . when i divide it by n13 , the remainder is n11 . when i divide it by n15 , the remainder is n13 . when i divide it by n17 , the remainder is n15 . when i divide it by n16 , the remainder is n17 . it ' s not a small number , but it ' s not really big , either . when i looked for a smaller number with this property i could n ' t find one . can you find it ?	lcm ( n14 , n16 ) | lcm ( n10 , #0 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , const_1 )
only a single rail track exists between stations a and b on a railway line . one hour after the north bound super fast train n leaves station a for station b , a south - bound passenger train s reaches station a from station b . the speed of the super fast train is twice that of a normal express train e , while the speed of a passenger train s is half that of e . on a particular day , n leaves for b from a , n0 min behind the normal schedule . in order to maintain the schedule , both n and s increased their speeds . if the super fast train doubles its speed , what should be the ratio ( approximately ) of the speeds of passenger train to that of the super fast train so that the passenger train s reaches exactly at the scheduled time at a on that day ?	divide ( const_12 , const_2 ) | subtract ( n0 , #0 ) | subtract ( #1 , const_2 ) | divide ( const_2 , #2 )
score interval - - - - - - - - - - - - - - - - number of scores n0 - n1 - - - - - - - - - - - - - - - - - - - - - - - - - - n2 n3 - n4 - - - - - - - - - - - - - - - - - - - - - - - - - - n5 n6 - n7 - - - - - - - - - - - - - - - - - - - - - - - - - - n8 n9 - n10 - - - - - - - - - - - - - - - - - - - - - - - - - - n11 n12 - n13 - - - - - - - - - - - - - - - - - - - - - - - - - - n14 the table above shows the distribution of test scores for a group of management trainees . which score interval contains the median of the n15 scores ?	subtract ( n6 , n7 )
shipment - - - - - - no . of defective chips / shipment - - - total chips in shipment s n10 - - - - - - - - - - - - - - n1 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n2 s n11 - - - - - - - - - - - - - - n4 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n5 s n12 - - - - - - - - - - - - - - n12 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n8 a computer chip manufacturer expects the ratio of the number of defective chips to be total number of chips in all future shipments equal to the corresponding ratio for shipmemts s n9 , s n10 , s n11 and s n12 comined as shown in the table above . what is the expected number q of defective chips in a shipment of n13 chips ?	subtract ( n13 , n5 ) | subtract ( #0 , n8 ) | subtract ( #1 , n2 ) | subtract ( n8 , #2 ) | divide ( #3 , const_100 )
shipment - - - no . of defective chips / shipment - - - total chips in shipment s n12 - - - - - - - - - - - - - - - - - - - - - - n13 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n2 s n13 - - - - - - - - - - - - - - - - - - - - - - n15 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n5 s n14 - - - - - - - - - - - - - - - - - - - - - - n13 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n8 s n15 - - - - - - - - - - - - - - - - - - - - - - n15 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n11 a computer chip manufacturer expects the ratio of the number of defective chips to the total number of chips in all future shipments to equal the corresponding ratio for shipments s n12 , s n13 , s n14 , and s n15 combined , as shown in the table above . what no_ascii_32 s the expected number of defective chips in a shipment of n16 chips ?	add ( n2 , n5 ) | add ( n1 , n4 ) | add ( n8 , #0 ) | add ( n1 , #1 ) | add ( n11 , #2 ) | add ( n4 , #3 ) | divide ( #4 , #5 ) | divide ( n16 , #6 )
shipment - - - no . of defective chips / shipment - - - total chips in shipment s n16 - - - - - - - - - - - - - - - - - - - - - - n17 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n2 , n21 s n17 - - - - - - - - - - - - - - - - - - - - - - n19 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n6 , n21 s n18 - - - - - - - - - - - - - - - - - - - - - - n17 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n10 , n21 s n19 - - - - - - - - - - - - - - - - - - - - - - n19 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - n14 , n21 a computer chip manufacturer expects the ratio of the number of defective chips to the total number of chips in all future shipments to equal the corresponding ratio for shipments s n16 , s n17 , s n18 , and s n19 combined , as shown in the table above . what no_ascii_32 s the expected number of defective chips in a shipment of n20 , n21 chips ?	add ( n1 , n6 ) | multiply ( n6 , #0 )
